diff --git "a/video_unshuffle/swap/train/batch_000448.jsonl" "b/video_unshuffle/swap/train/batch_000448.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000448.jsonl" @@ -0,0 +1,100 @@ +{"episode": 44800, "episode_seed": 2601110682, "split": "train", "timestamp": "2025-10-13T03:17:42.493200", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2601110682, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cellphone 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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"info": {"video_id": "3132", "label": "pretending to sprinkle air onto cellphone box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "3132", "label": "pretending to sprinkle air onto cellphone box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3016ec38258c701d94449ff90a7de1e9d6ce5a1ad1c871a7993751b60c2acfc9"} +{"episode": 44801, "episode_seed": 1069388739, "split": "train", "timestamp": "2025-10-13T03:17:43.540885", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1069388739, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 plastic glass off of a cutboard'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "60024", "label": "pushing a plastic glass off of a cutboard", "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": "60024", "label": "pushing a plastic glass off of a cutboard", "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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4/wDGqHZ4psbkDHnWe0n1Kuf8RXmhavWvjhEPK0W6H8LyxE/UKw/ka8gLV309Yo86ppIfuoEhB4NQ5pC1apGZ634S8VDUNL8q5O65hARyT94fwt/nuK7pZ44lLsw4HU187aVqT6ZqMVwoLKDh1BxuXuK9Ovtc3DaG4xxXNUhZ+R0UXc39S1wMSqE4PaoLTSXu4zdNOELjau4dfpXOWZknm8xgf9kf1rQYMMMZZGZcAZJ4x0H0qGdcUdBBYT2ckY3LIF6lTiu/tLkyW8cjfLkdK4HSYry4VXkclCQPm9K63z1TCA/KOBWcmObuUviQFvPh/rEY5KQiUf8AAWB/pXzRK2OVODX01rcIu9B1G2PPnWsq/mhxXy9uLKM+ldFF3RyVPdasD3tz90StioxNOTkzOfxpSopAK3SQ3iaj3k/vOn8I+I30jU1Wdt1tNhZM/wAJ7N+H8q9U1DxQmm6PeX3y+eAscIz1c5wfw6/hXgy8VtSas97plnaSZ32xYFv76nG3PuORUSp3kmjGU29zpvAukN4h8XWyTAyQxMbm4J5yAc8/U4FfQ2e9ed/CXRfsfh2TUnXE182VJ7RrwPzOT+VehuCqe9c1V3lbsaQ0HQkZz+NOkPGagiOMn8KV2yMnpWaNepLE+Aa8Y+N0GzXNJu8f6y2eMn/dbP8A7NXsSSryp/OvMPjfFv0PS7oDPlXTIT7Mv/2Na0n7xFTY8VmO4YIqkRJn77fnVlmzURxmuxIxjNrYi2t/eY/jXd+BfEb2inSpX+VjuhJ7Huv9a4jvTklaKRZI2KupDKw6g0pRTVgdR9zpvAkNrceM9NS9ZRCshkw3QsoJUH8QK+iIryybk3cRY8n5xXypDcS20qTQuUlQ7lZeoNa6+MNaUANLC/8AvQj+lZ1qLm7odOairM+l2uoDgJNG2B2cVMJkCYLr6feFfN+n+KNYu/tKwCI3UcXmxIiffCn5xjPPy849jUY8faqesFo2fZv8axeHkbe1ifR0kqhhh1596jEnPXjPrXz9qvi3VbKG1iuYYo7x8u1v8wMcePl3DqGPXHYY9aojx5qCj/j1i/77al9Xn0D20DqvjQYzrulOGBf7M6sAemH4/ma81J4qfUtWuNZuxcXIUFV2oq5wB+NVSea6qcXGKTOWck5NocTTd1JmtTwtpFvr+v8A9nXV7JahopWjMce8u6oWC+gHB59q0Ibsavg1yGu1RC8jlFRVGSTz0r1/wrprWPmLclTekb3A52A9Fz+FeFeE9ffQdZjvTlowMOoGeCOv4V6I3xOtXmimF1taMkgGEgHIxyO9cleEnK6R1UprlseqzOxABPJNU8jNeer8UUkEjebHIkaZYiIggZA/rVS4+KFuGJhu4sHoPJbisHSn2NlUiup6YWK49DVyGbHFePn4lXElrNNHNGY4du5vJxyTgAep6n8DTYvivIuN1zH/AN+DT9jPsN1YdzqPjJGJPCNtL3hvE/JlYf4V4hu4rrPF/juTxNp8ViJC8ayCRiE2DgHH161yGa66MWo2ZyVZJy0HZpM03NMkYhMg81sZMkzyK9W0Tw9eanMnlxMI/wCKZx8oHt61xGuaHpNr4at9V0vUbyYNcm1zcwCNbghNzvEM7tqnCnd/eHuB6honxBsrfTLcP9mjlWNVdZHKkEDBrCveysa0ZLU7LT9At7C18pIV6ZZ2GWb6mlOjwOcsg6ZrmJ/ihZJ8vmWZyO01EnxK06NpIpJbaKZG2ukkhBXFcnJJnQpeZ1SqIF8qMYVegpnmZ5rgbv4kW4f9zcWchY4CqSxJ9BWbN8S2t55IXktVaNirLtJwRwaPZT7Fc8erPWYT5rYPRvlP418uzxmG6nhP/LORk/IkV6QPiz5SNiWInHAjiOT+deZmVpZJJnPzSOXP1JzXRQhKN7mFaUXazA0nNBNJmulGFxelaOhWEmratbafD/rLiVYwfTJ5P4DJqTwnYaZrHiSLTdWup7aGc7VmjmjjWM9yxk4xjPA5JwKlsLmXwt4ylkEc6Np92y+XcACQAEjDAHG7HocU9baCTTZ9PWNstnaw21sNsEKLGij0AxVl3Ygbj1NeUL8XLbb8twi8dDbtTY/ir9olKRTJIVjeQqISOFGTjNeeqc+x03R61Gflz9aZISADn2ryNvjBbsoKTSAEdBb1BL8UpJ7C7niluNtuoZmMYUZJwFHuefyNP2Uuw+ddz1wyEH8K4b4uKsngKUk4MdxC6/mR/WuDb4rTFch74+2VFc/4i8a3XiK1W0ZZRFuDMZH3E46YHarhRmpJinUi1Y5/PGaaaM8UldZy3CkbpTJWITKnBzXQeIvCGoeHPD2j6jeGZZ78yebC0ZAt8BCgY/3mVs47dOucMTZh96M80UVTKQsVxNaXMVzbSvDPE2+ORDhlYdCDVuXxVq0t0bjzII7jOTNFbRo5PrkL196KKlgZrSSTyPPNI8k0jFnkdizMT3JPWk6miigQopQaKKQmJnpUunarc6JqqahabPPi3Bd67h8ylTx9GNFFMHsVYuh/ClNFFV0HHY1fDsaz67b2sg3RXOYZB/skdvfis+9tkg1KW2QsUSUoCTzjOKKKXUrobvji0i0XUINEswVtIoIpzk5aSR0DFmPc84HQAfjnlRRRQiHuTJxUooooGHamOcJnrRRR0Bm1r3i2TxDb20M2kaZam3RY4pLVJFKRrnCAFyoHJJwMk8+tUXldi4LdOlFFHQUSu/KNn0NaXiCNftVrcgYkurWOaT03EYJ/HFFFBRb8O2kQ0rXNYxm602BJLbP3VdnC7iO5AOR7+tcuSWOSSSepNFFC3JY+MDrVsdKKKGCCjvRRSGWtN15tHM8Z03Tb+KZlcx31v5gVlzggggjqcjOD3BqObULrVdQu9QvZTLc3LmWV8Yyx5PA6D2ooprclbiVY0+6kstTtbiLaXWUDDDIIPBB9iCaKKZbO28W+DNL0nxathZmdLeVY32lwdpYAkDjpzXO+NCthqi6DaxpFY2YDhVHzSuwyXc/xN2HYDoBRRULck5wigUUVQIdnmlzRRSAjlJ2fjV2+8TavqmlW2l3t7NPbW0ryoJJGYlmx1JPONvHpk+tFFMTP/9k=", 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", 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", "info": {"video_id": "60024", "label": "pushing a plastic glass off of a cutboard", "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": "fb54268d8b5b3e0c7d2dbf94d8ecd014a5ffd5d649acc5e761fe17e16f4d09ca"} +{"episode": 44802, "episode_seed": 634692034, "split": "train", "timestamp": "2025-10-13T03:17:47.516953", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 634692034, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 koolaid out of foil 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', (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": "131554", "label": "pouring koolaid out of foil paper", "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": "131554", "label": "pouring koolaid out of foil paper", "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": "e7cc87733de969d96afadcc7bfad4aab7dad65a31ca5e7aa5cf0b00a4cf925ca"} +{"episode": 44803, "episode_seed": 3327306032, "split": "train", "timestamp": "2025-10-13T03:17:49.743083", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3327306032, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'spinning spray paint can 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": "166681", "label": "spinning spray paint can so it continues spinning", "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": "166681", "label": "spinning spray paint can so it continues spinning", "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": "166681", "label": "spinning spray paint can so it continues spinning", "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": "166681", "label": "spinning spray paint can so it continues spinning", "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": "5a09ce5d4111fa124e8ef86cb98be41baf5be62a00c1a9ab48b35a4aeee9384a"} +{"episode": 44804, "episode_seed": 387512654, "split": "train", "timestamp": "2025-10-13T03:17:51.679482", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 387512654, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wooden rod until it breaks'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "174488", "label": "bending a wooden rod until it breaks", "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": "174488", "label": "bending a wooden rod until it breaks", "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": "dae2e2341d94c0fc9b584d980cfb5c7eb34d71f2a6f9de4bcd15be4b272f613a"} +{"episode": 44805, "episode_seed": 2788863264, "split": "train", "timestamp": "2025-10-13T03:17:53.271533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2788863264, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'lifting a surface with a screwdriver 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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"info": {"video_id": "161106", "label": "lifting a surface with a screwdriver on it but not enough for it to slide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "161106", "label": "lifting a surface with a screwdriver on it but not enough for it to slide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "161106", "label": "lifting a surface with a screwdriver on it but not enough for it to slide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "161106", "label": "lifting a surface with a screwdriver on it but not enough for it to slide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a394cbdd0f4b543518ccb66cf89aba480f747a5d2654b8dfc5bbb9194a97fc8f"} +{"episode": 44806, "episode_seed": 2196799905, "split": "train", "timestamp": "2025-10-13T03:17:54.299174", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2196799905, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 juice recipient 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', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "43296", "label": "pushing juice recipient from right to left", "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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CNsLIgwVznFamt6UL6BniOGIwyjuK4aitLQ6oarU5qC8SS1ibePmQE8+1RSTJg/NXMS2L2NzJbSAgqcr9KY8Jx1Yfia61K6uczVnY2riZeeeKqC8WNWBB5PasKaF8HDt/30aqvDL18xx/wI0mxo9FN06k5AKjriljSW4fzNvGeFY1Zg02SeVd5O3ritq10PAD5JYHjPSpSOZsr21s0luAEAJGDir1rbMFAcbSO1a9vZBQAevFXVsxnpWiiSY32Tco7mmNYnYw2jBFdALRVORTjbrjBGavlYjy1ZNV0e5MUDzW0SseYzww9cHiqkNlPqN+kl5LPM7P5hYycHBzyBx1r1GXTo3zlAeO9UXsEUfKgX2ApajOamts1kalbqLeQlckKT+VdhLafKSAa8zuJLy/8a32kvq9zawZlESxqGyQm4L7Dg8mp5b6GkXbUrzNLJZwzE4Ds54/CqgklU7eCT2PaqPhuW+1G3mimnll8nG1SeBn/wDVXTWekrvYOMnp0rJRtobSd3cqWdu28eW/PVgBmtwWTuFYEEjoCO1XbbSo4yhVdpHPA61qQ2qgfdxgdadiTLjthtHB696ebQnkfnittLVSOnFPFqB2q0hHF63pc08KtAqmVD91gCCPx4rnJdOu2RYJFn2qxYIXfaf+AjivUZrYNwBVO4tNo4GBj9aLtBa5xNnpy2liEWIRZ+YoOxrKaFl163ByFYZH16V3E1nx047muO8XxS2umrd2zsk0Mq4K9cHqKiSuawfK7nRxzEBoGPzAYHvXBsjBsbA2ffGKu6vcNFokGqafrmoTA3H2bdPGqLOQgZnixztU4U7vUe4EyWjlw4XPHNKnBw3HVqKdrFjQ7XMgOOtdwmkobXOBnFYeiwRqRkciu3iizbgDpiueo/eOiHwnC3WlBWc4FURotuMOIY93+6M12V9bHpgVntb7cV10Z3Vjmq07O5ipZbR0pJLMY6VuC3JHSmyW3HStmZHNSWoAyR1NUprbGa6aS2yKzbmAAEY61mykc5LDRaqq+YWzgY6DNM05Yb/xg+l6hqFza28kmxJI5Y41j7ksZOMYzwOScCpNHguE1fVbSf7Sfss/lhJwN64LD5tvGeOccUOOlxcy2JnVccKx9jxzVi3sJidyx7iw7nit2HTUdQxU5xWrZWYA6YxwKlAZFjp/yZ2d+RjAzTrnQoLh1LxLkZII4Irpo7UFcgcetPa2J7dBVJCOb0SE6DePHHu8hyC2TnBNek6dIJoiScGuG1HNvNIjj5Z4sIT2YV0Wg3hn09HDAHG1vY1y1F7zOuGsEZfjDRnlxeQKRLH3XoR6GuVRPOhDgdeo9K9IeNnDIXZgexbNed6lPa6bq0tv5qmJj823+E0Up9BzpOWsVqUZoOelUZYjjjFWfEczw6Ibm1mKkuoDqexrI17Stb0LRNMvru7ulmvDJ5kRTAhwFKAnH3iGzjt9c10qLZzOVnZnvARVIOOa14UUKMCiiiJystqo4qUACiitUCFoooqxhgVUlUbulFFQwKVwoIPFeG+Ir6bTPHOoXlvt82Od9u4ZHK7Tx9CaKKmO5QvgqJRJecdox/Ou1to1M30oorOXxGi2NWNR5gHbGavRovpRRTQFhUUDpTwoI5FFFUBGUXPSq12owOKKKnqNGXOg2muK8bcaFLx92aOiiktyujOI1nxI+si2hk0zT7YwoqRvbI6lEXogBcqBzk4HJ5ruYUXZ07UUVUtyFsW7V2W8iUcAnmvQrdR9mX6UUVxVfiO2l8JUvUXjisO6+U8UUVdH4h1fhLSIvkqcdqidR6UUV3M4SpKoAPFZdyoOeKKKhlI8+vdYOlazqEZ0+wvYpZgxjvId4DKOCCCCOpyM4PcGtrwXeT6lqOsX12/mXFw6SyORjLHdn6fSiinL4SF8R38CLtHFaFuigYA4ooqIlMn+wpEHlhlli3HJRSCufXBBx+FWto54ooqxFe9sYLyykjmXIwSCOCCOhFY/hKV9lwmcjrz60UVhXN6Ja8S3Mtp4fuZIG2OOjDtmvF7q4keWQscgDJHYn1NFFZ0j1KHwiQ3082g3MDsCizIVGOn0qG/17Ur/AE+DTrq7mmt7eR5FEkjMSWx1yecbePTJ9aKK647HkV/4jP/Z", 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", 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", "info": {"video_id": "43296", "label": "pushing juice recipient from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "43296", "label": "pushing juice recipient from right to left", "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": "33880e44d43d983e12d1372101638c63d3523b8735c49f2e5e2f031df61e25cb"} +{"episode": 44807, "episode_seed": 3099826310, "split": "train", "timestamp": "2025-10-13T03:17:55.295591", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3099826310, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a photo of shoe 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', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "195525", "label": "showing a photo of shoe to the camera", "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": "195525", "label": "showing a photo of shoe to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "195525", "label": "showing a photo of shoe to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cdeeb49c9b58f41808d5030473b927bed63d4341c35abca0cfde31b4befd153d"} +{"episode": 44808, "episode_seed": 2975318418, "split": "train", "timestamp": "2025-10-13T03:17:58.028302", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2975318418, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 power bank behind 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', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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JJdJFbrJtEcCNkoBn7zdzz26V3+nXxBBd9uP4t1UnoKyOq8aSA+DtUwMkw4H1JA/rVHwpp0L2oLqreUAFYLhvxrl/EnjXSJNPuNMF4k13LtTy4hvI+ZTliOF6d66Hw3q7GzMcctuTiPHUkE564+lZ1F3AteLEhXSkVmjKMNjbupA5A+mRXjniKe1uWUtFEkfnhmZYRu2dOnrivRvEVle28MdxNqVwyF2LbbfcMduR2ryjU7jTpLmTzZGTbOqxhI/kePPzEnPUDGKVN3QlfqYM0umWt9+7HyLdrJE5yMRc8EfkaxftFjHaXKEM0rxjyzjG1snn8sVvKNEa+sMSrIzXzrKlz8sXk8bSx6jvmualNgfvP/c3f99ndt9tuOtajK0s9oY1DqzMI5BlTjDE/KfcVDJNafa99rBKR5mVQkH5dvIx9as40o25Luwk8mQgAn7+75c8emajf7HHcbtNdjMsv7sv0K7ev55oESWk0VxdWiRRrE0cOxzx8xHJNevajp8csfBw6gMoxyRXjfh+0S+1VYpM7ApYgd8dq98ukXB4IyMqf6VOxTbk7s89tpJrLUDGluzK/wAxVsLn1rsdPe1mXMUJAcjcrEnBrPv7NC6yRwsWQZODjP41Lp0LSlUtlcyMenp/9arUebRDc1BOUnZI3TpUUVyHjXquDg9ef8/lWh5GFAXgjoTVi1tmhgVZH3Pjk1MY69XDYGMY3q6s+BzfiyrOryYF8sV17/f0L3g+yWy1DUdXlZQDAkRBXnOSevvxV7XNcstS0S+t4YWOEkSUsuFUgHj69PzqHT5ra20O8lvXYQK6jYv8Z5wPzrzuK7kn8ZanAkgVJ42b5pMAHaD+PpjvXn4ilCnVahoj6nKsVVxWDhWqu8n1+b7GTolu1zfSqjAMYAwBHB+arF3bNb8zxbfccj/61cPqOv3mlvA1nN5b7FBzzkckg/jilj+Il8MJdoHXpkVxPmvoezGSktToriKGQEqij3GK9E+CkISXXT8hz5HTt9+vGG8QWV2d8chikPpxXqPwZvnmTXskEDyCMHAP3+p/oKqLdyJWse1TXVvDkswLDsOTXNajemaRwWYr2UngU25vCeF+fHYDaorImuQCzM2XXJ+lamdiC7nEcoyA2D0I/SuB+J3i3WVCDTr6a1s0CoUifafMIzng+gNT6rrU/iLUJtH0OdooVyL3UB0jA6qh9TzzXCfEFXtNVktm3qItihSc8bPX16UrPcemxz8d1qmv3XkT6ncyuEZgZZWboMnqazpLCVFV5JFAaNJBzkkMcfnVrTrO9OrxwQk28s0ZKFx1Uj+tUHWeBMCUMsiAsFbOAG4B9OR0+lTd8zKc4NKC+Jb+nT8mTDTXA8yR9lqLk25mI4DDk8fTmq5WLcm/5VMXUf3sHH61ZtdP1O/K28McjiRzhWbAL7d3fuVFRy2cccdu3mn95EHIYY5+bp6j5R+dUQQRyRoFzGHI9T70sbPlcYCswUgfhUitaIgJUu2en4j+maYjLJcREKF+ZRgfhzQB6La317cf8e1odp/5a3LbF/Lqa2rPTZbxf9P1CaaP/njbjyY/pkcmsCC5m3BgNxJ6dK2rOeQEtK+fcnpUpFGB47sLTTrnT5LO3ihgkhZSqLgFg3JPqcEc1m6PeaKkWb0kSeaOBnG3Bz098U/xrrcl/eLbKymGA8DaOCRya5je8m3JGB0wAKoD0GDxFosMCrsBxsLbBtLf3ueSDXY2/wAZNMWGRLmyvJA77mjW7+U/koIGe1eLx25fGAee9WBEgIX+VS7BY6m+8cW88V7HDo9tEtw2Rt3Ns/PPPvWHJ4kdLTyI7VRmHyixH+3uyP5VRefGVZR9BxVOWZ24zkDoOwpphY07nW765/0ma0Dx+c02TH8pYrt/Ee1M0u7eCW2u/spENswZmUYB6AnP96s97id4hG0r7BwFzx+VQ7iFI7UNiseyfanmit08OWEdw0iktI8m0J05b1rc03wlcamBJ4j1SadOps7RvKQexI5NcB8PLpkhnVnIUFTx36161pGoRSYCgvxjJyKcRGvqmk6ZpPw91qDSrG3tlFnI2IgOSBnk9T0715Z4YjOu3P8AZqaqbK4nZSiyHEchHQeufSvUfEWq29r4M1WZ5dsZtjEQ3oflwB+NfMS6nIsgxMq7ejbSelNjPe9f8Aa89vukvovKgiVNzy7QwB/u9CfqRXm2p6EtrdQeffRygTBZCjgZQHkqT7Vy1z4v1y8jEUuqXMkagAKznHHSsqW8uphiSVmHvUqNtEGrOiubKxkkYxMywm8aJGdwf3eDjP6VjGC0exmlaUCVSAg/vetUzHIQAWJB5xStZqBgPuPoKd0FiQWto1orySiN/IZxz99t+APyps9tZJITaXhGJWVS390Lwenc8VXeCPICsc9Wz2pkggKjyw4buWNFxHQeDbLzNc5mACwFyV+q8f417ZK5ktRIqbiB17V8/WOoHT5Y5bYMsgOHJbII9MV9D2yBkaJj9RUvuNGcLV55FiQAtIMH5sZ+v866DStJi0+3CBt0h+8/r7fSs2AG1vN7LhVPJPeraeJtFa7a0OpWyXCnBikcI2fTnrXp4Dk1bep8jxVLFtRp04t07Xdu/Z+RtBCF2jp6EUjIpUgxgH1GabFICAVbIPQg5Bq0sgYjcitXoNtHxUIxkrGD4gklGjPbx5OZUPHbhq89t55LbxXHIAGwi5B6MvQ16hevAb2W3Ykq1v5pUdcBtv8A7NXl+oSR2niwx3CMBs8vK8YweD78YNeXjLe0ufo3D6ccDGL6X/NnFarZrPKhOQApZj1xyRXPXEEkLEEb0zw2K6XUpIUvsSFsMWwAOPvdxVe6tlC7gEKtyMc5HtXluTT1PoFqjmtuTwa9k+CEskS61ubA/cfN3H3+leU3Fm3+tjXYCema9I+EdzHbxazLPJ5QjETHPA/j71pF3ZLR67fXhiQSPvjj67sYPHrXnt3qeoeNNRk0rRJ2g02M4vL5e4/uKe5/z0qtcXepfELVmsLCWSHRY2xc3Q43gfwrnr/kmvQNN06x0rTorG1iihhgwQi85PqT3+vetBGLHY2Ok6NJp1nAUhVGQkYyMjkk9ye5rxrxE7+dYK8hkBtFO5s5OAy9+egFe53QUNInlEM5+UZ6+/sP/r14x8RLRNM1i2t4sZW35x7s3+NDDzM6wS+1vxLptrBNHBcNCsaPtOB8pP41hzRvZeYshVzMhAIOcYfHPp90/nVjSLu/Gt2T2UoS6QhIW2g4OMdPxqvNEkR8y4kLySozDZj5X3kfN+RP4is1GSlfoN8lrpa/p/Vx0l1qN4pmeSVkaQKXHCl9u0DI4ztFQbZbh40klOFQhC5OFUZ49hnP50976QsyRkiEzCbZ/tDgH8iaiCSSDdngcVZIsYhVFeQZPoO/I/pToZIxPG5jAVWUk5+lMARAeCTjjPTNQk5NLcD0e1aKIc84GfXmkutQkWIuqnaO9V7a2fhWYH0H/wBbvU8lsp/d4JGPmx35qE7DOQkhnuZ3lKHLtnkVcg0l8ZIya6qDT4y4AXg8DIxVqYWlhEDMSrngLtJLH0A9aHJvYaObGmyFNpAG3p71ALOe6kMdurSbeGYdB+Neh6X4JvtaRbjUgbSzz8kC/wCtcf7XpXRf2PYWlu0VtBGqRcAY+RT6n1NCVirniz6JdqcFM561Wl02WPqMkdq9kl0D7ZIFUOqld3mP8q/l3+lUL3wv9itvMuAFDMVBxyR9OtUI8elgdeoxUBXHBrtdW04LMVRPXtgCszw/oMGteJG027vJLUGOVoyke4s6oWC+gHBOfb3pbiZf8FIXiuscFdvP516bpkhVVbcx4z1xivLvBUjAXbZycIQD+NehRXKoFO5jg8YPFUiTX8WXYm8J3sJ+aMxEnnkH/wDXivnxv517JrV8z6Vc28Sk5hYE44C148sT5yBTYyNRg9KtxQFwGOMA81Lb2BOCeKtpaOiFSDt4yPWocikikVY4ZBnHUjvVaY7cYI3HsOxrTntSkZfnbt6msx4HY5x1ojqBWlPGxTnux9T/AIVFVoWxxzUcsJVSRTJZCeelfROl3P23T7W6BwJIUc/Urz+teP634e0e08NW2q6XqF5MGuvsubmARrcEJud4hndtU4U7h/EPcD0bwPcC68K2u5j+4Zomz7HI/maGCN+6kbzFVjuR+Mf1rH1nSbDVIWaaCM70zuwM5reuIQ8GQPXNY8Zd5ioXh24HoaEy7HLQaFd6auNL1S9t3DHiKUgAfTpV+PxN400ll3S2t9F/03iw35rite8gkhlMkYySflHvWZc3K71wAUPDL6Gt4VpJaM5K2X4etrUgn8tTQ8G63qXiT4hTjULZIFuNLlt4Y0JKhlYSdT1Jwan8ZaPDb3dhqdxKvlupjZQMsXUgcD0xjmqHhS5S08Z6VIpCr9pVS/fB+Xn869L8b+H0v9KdxOlv9jcyDe3ylSvP45AqZVHLVlRw8KCUKasj5k1O7WXUcsQFBY+nVifwqHzlWX5GPln+Gq+qoBqM+H3KGwWx1qoHIXBHI7+tYSVzoWx0G2K4CyCRQxXJDcD8Peug8J+GtQ8T3D2NrMYbIlWvXHoM7VHqTz7Vzvg6y03V/EUWn6rdT2sNwQqzRyxRrGepLGTjGM8DknA716f8KXfStX8UWDLPHNDOkSLdYDoAXBLhTjIGOhIz0pRg4u4mz0bS9FstG0+3sIUEEcS7miUg7QT3Pdmqv5Ll0ERBVmZy55/En9PpSm9N47bGIj3YQkfM/PLn6025nW2VoQxVyOAD07f5/GtSSuyJJ5mHJ2japI+96n6da8e+LcES6xazxNndbqrDuGHWvW7i4ZSqFcgDaD2rxD4jS3j+IJN7MbY4aMEdMihlHHRySQSrLGSrqcqaYSWJJOSabSjigRJEPnAIznip8FU2gkA1FEN7jmrMkYUKpySeuKiTKSKrZJGTkdKhqzKMKFUtjPeug8R+Cb3w14d0fUbwSrPfGTzYWjIFvgIUDH+8ytnHbp1zhx2JZ0tjGrzMrDKqeBUiRB5VJJ5B4FFFZ9RFtpWh0ySVeWB4z69M1reCdOt50i1e4DTXsrEb5DnYP9kdvr1ooojuWjvooh9vlTc4VY8gA474qokSzRQE8B5MFV6AA9BRRVoC3cARWyqP43jXceozknB/AVBqLtMkryHc0bCJCQOF2g/5NFFAjz/xDBHFfyxqPlDY9+lefLqVxouvNqFps8+Fm271yPmUqePoxoooQi94OGHulBOAE/rXYqxBCgkAnJooqxEF7ey3OnzW0gXy/KZjgYJI6c1yMVvF5afL9480UVEthosCJFQACpvLUDd3NFFZlGXdRK2oeQc7Bzj1qd7aPzCMcBc0UVr0EUJo1GDiqk6KLdmx/EKKKSBl/X/FT+IIbaGbSNMtTbqkcUlqkilI1zhAC5UDkk4HJ59a7vwG5zrlr/yyiuhsHpksKKKbEtzuUGYnJ5IXvWfJEiuCBghs/j1oorPqaIdP87ZPcA/rXLav+4vkKcBsEjseaKKcdzUikgVdSypZcfMNp6GuouPEWoHwTrEjskjx27SBnXJLA4BPrRRSb91ETWp4KSZXbeSxY5JPU1HGAUdT0U8UUUyC9pGvPoyzxnTtOv4pmVjHfQeYAy5wQQQR1ORnB7g16H8MtQutV1LxFqF7KZbmcpNI2MZY7z0HQe1FFaEM9Rssx28s4JMijIJ9c4qAnzJFkbltz/8Ajo4/xooqkSZX2iRlyW6yMMdsDoK8+8bIs0atINzBOp60UUmWjzJ1CsQKQDg+woooEPi6mr4YvGinsSAcc0UVlMpEVwoVeM+tWtQ8Tavqmk22l3t9NPbW0ryoJJGYlmCjkk8428emT60UVUdiXuf/2Q==", 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", 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", "info": {"video_id": "12730", "label": "showing power bank behind remote", "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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u557dK7/Tr4ggu+3H8W6qT0FZHVeNJAfB2qYGSYcD6kgf1qj4U06F7UF1VvKACsFw341y/iTxrpEmn3GmC8Sa7l2p5cQ3kfMpyxHC9O9dD4b1djZmOOW3JxHjqSCc9cfSs6i7gWvFiQrpSKzRlGGxt3UgcgfTIrxzxFPa3LKWiiSPzwzMsI3bOnT1xXo3iKyvbeGO4m1K4ZC7FttvuGO3I7V5Rqdxp0lzJ5sjJtnVYwkfyPHn5iTnqBjFKm7oSv1MGaXTLW+/dj5Fu1kic5GIueCPyNYv2ixjtLlCGaV4x5Zxja2Tz+WK3lGiNfWGJVkZr51lS5+WLyeNpY9R3zXNSmwP3n/ubv8Avs7tvttx1rUZWlntDGodWZhHIMqcYYn5T7ioZJrT7XvtYJSPMyqEg/Lt5GPrVnGlG3Jd2EnkyEAE/f3fLnj0zUb/AGOO43aa7GZZf3ZfoV29fzzQIls5ori8s0ijWJo4djnj5iOSa+3gY44VLEKuB1r4a8PWiX2rJHJnYAWIHfHavse5udh5cgkcE8sf6D6daSQ5Ny1Zc1HUY1hKwswP94cVzF3NuDN69STnNOurpj1+Rc9SeT+Paub8R+IrHRLDzbp2w2BFEn3pGPQAUxJFubXX0zTb17cBLgofLlAHyt0H+fevA9b8UeIn1C4iudZvtwcq4E7Abhweh9a769t9Wl0DUNa1F2SeZECWqt8tshbgY9Sep9sV5NcpJcTXPlo8nlksxxyFz1NKzQ9Ca4066ktorlrgyCSBp/mY8BSAR9eaqf2dIZBHG4eVpUiVVHUsMj/CrNxaXb6ZZTSXCeU0cnlqTtwF5I9ye1UgbyacFTIZQVIIPIPAU/yAqYt21KlOE3ent+vX8bj3tVg8xHYGZTIjRkcoVxz/AD/Kq/7pfKIyePnHocn+mKv/ANk3OBPeLIiyxzOhA3FmjyCCOo56mqqxW8ci+ZIHXPJXoeT+PpVEEe8PsRI1U5xnPfj/AA/WvQvhohnt9VaQg7TEOemMNXANLBjZHFjIwWPUdP8AA16T8JlBstX4yd8ePfhqQyzren+Qd0Ss6g71IGcfnVrR72OaFBd2xGeUkD8fjW9eQxybsoWXBwPQ1hxW6wTCNo3Vc5BzwfaqWpaOoSxhvYJCyAEZHfnirdnZiJMbSMcD0qvotnO7GZiyQdgf4vp7VveWK7sJguZ89TY+Vz7iWOFvh8M7z6vov+D+Rl3Wnte2strkKsqlRxkKT7V6LNqtjokFrZ3A3BFSIeWmcNjAGB0zjpXIwIRcR7TyWAqp8Sr61WxuobeRnnjkR5XJx824YH4A5ox2HpQacFYOHM0xWOhP6xLm5bW0Xn2MH4kTJd6ykwiCNJbtle+ATjPvVM2EzWVvKoEsbRKc9D0FZXiO7lOl6ZdvICz2b8b9xyMDJ9M+lcXB461e0ZkEwkiU4UEYwOwrzJp30Pq6clazOznWEEoyDcOzjB/z9Kyby2Qg7dg/3v8AGss+N4b9Nt5Htb1xUT6qhXNvKHX+63NJNjkkalrfXtx/x7Wh2n/lrctsX8upras9NlvF/wBP1CaaP/njbjyY/pkcmsCC5m3BgNxJ6dK2rOeQEtK+fcnpVpGZgeO7C00650+Szt4oYJIWUqi4BYNyT6nBHNZuj3mipFm9JEnmjgZxtwc9PfFP8a63Jf3i2ysphgPA2jgkcmuY3vJtyRgdMACqA9Bg8RaLDAq7AcbC2wbS397nkg12Nv8AGTTFhkS5sryQO+5o1u/lP5KCBntXi8duXxgHnvVgRICF/lUuwWOpvvHFvPFexw6PbRLcNkbdzbPzzz71hyeJHS08iO1UZh8osR/t7sj+VUXnxlWUfQcVTlmduM5A6DsKaYWNO51u+uf9JmtA8fnNNkx/KWK7fxHtTNLu3gltrv7KRDbMGZlGAegJz/erPe4neIRtK+wcBc8flUO4hSO1DYrHsn2p5ordPDlhHcNIpLSPJtCdOW9a3NN8JXGpgSeI9UmnTqbO0bykHsSOTXAfDy6ZIZ1ZyFBU8d+tetaRqEUmAoL8YycinERr6ppOmaT8Pdag0qxt7ZRZyNiIDkgZ5PU9O9eWeGIzrtz/AGamqmyuJ2UoshxHIR0Hrn0r1HxFqtva+DNVmeXbGbYxEN6H5cAfjXzEupyLIMTKu3o20npTYz3vX/AGvPb7pL6LyoIlTc8u0MAf7vQn6kV5tqehLa3UHn30coEwWQo4GUB5Kk+1ctc+L9cvIxFLqlzJGoACs5xx0rKlvLqYYklZh71KjbRBqzormysZJGMTMsJvGiRncH93g4z+lYxgtHsZpWlAlUgIP73rVMxyEAFiQecUrWagYD7j6CndBYkFraNaK8kojfyGcc/fbfgD8qbPbWSSE2l4RiVlUt/dC8Hp3PFV3gjyArHPVs9qZIICo8sOG7ljRcR0Hg2y8zXOZgAsBclfqvH+NfTYuHZAoBZ8cKo+Va+T7HUDp0sctsGWQHDktkEemK958TeLItDskt7eRp72fAjhXlmJ9h0oQFnxJ4rt9EtcuzyXUhxFABku3TAArK0bQLtrlfEHiRzLqDHMMHBW2U9AB/f/AJfWpfCfhWeC4Gv+INs2qyglEkbItx2AHr/Lp611V6qGIhUEh37iemO+c+lMo8/8auzXDOjNGfsMymPnBC4YfqP615Zb3csEN15YU+bburEgk/e7Y+tezeJ7OG70q8vCPlht5ACT1yuOB9a8GNxJHuCHAKlfwNJhsa1zpN63hzTLxrmNreUziKM8bNnLZPfNZq6hcqxjtmZfMEalVGSxXGP1FXT9uu9DsreW4VbGN5jCpAGGC7m59+PzrP8APiijxBvDfI25sZDDrj2z0qIRklaQNQXwK3+fX8RXa9SR98kquN8bhiQR/eB/M5qJYQDESykPk49KdJcTXDszkmSR2dm9S3Wm+Vj75P4VV7CsKzwKMLHu9z+H/wBevTPhNOix6lFtwxaMkD0wwrzCUrwFAAwPzr0f4TDnVHzjBhH/AKHRuI9CmjZpWQoAqjgE9alsNFF5NHdTn92nABPL/wCAqe7h3xCVRuJ649KkXWLLS7LffzpbopwXboCfpXRhFB1Fz7Hl55UxUMHJ4VNy8t0urRuJEFxt4x0wKk292RW/DFZ9lqljqC+ZZXkFwvrFIG/lWlHKQMcEehr22+qPzCMbS5ZppkLgRkyINuBkc5xXn/i5pZLjVJWz8zMcfj1r0a5MZsZiV2lY2bI9hXGeLwk+itdRqWMkK7mx2cBlI/Hj8a4cY04ps+v4WhyTqJbO36nDanK0+gafDIoxGJSGHBxgED864S6sGjUMhIk6lCD0rtL2eG40O18sMrrlXB5/h7H+lc9biG6iPl/M45IfrivGqNp3Pt4bHNMDkhhtNPhWRWyhxWrcWqyExhASejA8Cs/ZJbyEEZWhSuFjubVoohzzgZ9eaS61CRYi6qdo71XtrZ+FZgfQf/W71PJbKf3eCRj5sd+aadiTkJIZ7md5Shy7Z5FXINJfGSMmuqg0+MuAF4PAyMVamFpYRAzEq54C7SSx9APWhyb2GjmxpshTaQBt6e9QCznupDHbq0m3hmHQfjXoel+Cb7WkW41IG0s8/JAv+tcf7XpXRf2PYWlu0VtBGqRcAY+RT6n1NCVirniz6JdqcFM561Wl02WPqMkdq9kl0D7ZIFUOqld3mP8AKv5d/pVC98L/AGK28y4AUMxUHHJH061Qjx6WB16jFQFccGu11bTgsxVE9e2AKzPD+gwa14kbTbu8ktQY5WjKR7izqhYL6AcE59veluJl/wAFIXiuscFdvP516bpkhVVbcx4z1xivLvBUjAXbZycIQD+NehRXKoFO5jg8YPFUiTX8WXYm8J3sJ+aMxEnnkH/9eK+fG/nXsmtXzPpVzbxKTmFgTjgLXjyxPnIFNjI1GD0q3FAXAY4wDzUtvYE4J4q2lo6IVIO3jI9ahyKSKRVjhkGcdSO9Vpjtxgjcew7GtOe1KRl+du3qazHgdjnHWiOoFaU8bFOe7H1P+FRVaFscc1HLCVUkUyWQ5ORjtX0T4I8C3FnONf19g9/IC+9jkWy47erfTpmvINZ8PaPaeHbXVtL1C8mDXf2XNzAI1uSFDO8Qznapwp3D+Ie4H0bcaqPJjEPOcCJTzgAcu39Pz9KYiS5gjAhCt+8B3hWIwOOM+pHXHqaz3RkgUyEhnOFTvyep/Dn8anGCjTFsqvc8cd/8+1VXu2kdpYyWAGAD+dUBm69bQSaHqETSfK9qwRscZ44/nXzXOpEzKBnB7V734wuLk+Grr7JuWYAFSOuAef514FMXMjGTO4nml1GDTSNCkJY+WhJC+hPWmgU2ng44obBE8a7lVgDkccUMzFshiSalgi+UHPA596btX73zA54rNvUoqN0Fd/8ACq6Eeo6jbH/lrCrj6q3+BNYHhHTNJ1rxHFp2sXM1vFcHas6SxxrGe7MZOMYzx1JwO9anhiL+wviG9myXEKJdPalJwA6jJXDYJGfoSPSr6EHsfzrGVV8NVD91dROk0auXU/e5yRV+FACVbr3rO1BGjYKAdxIwR2walPoWkcrqHhWxe9S4gZrd+CTCdv6ilhfxTpgJsdZuHVeVS5xKpH/Aua6XyGuLZmwFJPB6c1nSO0IZJBtXkIx6g1tCq47Myq4WlWVqkU/VXM2/8b+K5dHutPuLK0Mk0bRefFuVlBGCcZxnBr0HStOOt+CtFY4Q3WmJCwP/AD0Qbf5qK88mlSVMso3g4wehr1f4cyrc+C17va3bgAH7gJDcfmaqdWUviZjSwNHDxboxtc8N1xoNO09LeORXlRm8xlX5SduOD6ZNcnFLH5GN2JB0IPQ16J8V9Cj0ScwLdpKruzoqnJwTxn3xXlgyjep7iueWp1Q2Nq1mSQGORsbhycc8VL5MYZBvRlbupyQPf3rAZzggZHp611mu+FdS8MeH9H1C8adJ74yebAYyBb4CFAx/vMrZx2+ucZ8j3G2bNjGrzMrDKqeBUiRB5VJJ5B4FFFPqQW2laHTJJV5YHjPr0zWt4J063nSLV7gNNeysRvkOdg/2R2+vWiiiO5aO+iiH2+VNzhVjyADjviqiRLNFATwHkwVXoAD0FFFWgLdwBFbKo/jeNdx6jOScH8BUGou0ySvIdzRsIkJA4XaD/k0UUCPP/EMEcV/LGo+UNj36V58upXGi682oWmzz4WbbvXI+ZSp4+jGiihCL3g4Ye6UE4AT+tdirEEKCQCcmiirEQXt7Lc6fNbSBfL8pmOBgkjpzXIxW8Xlp8v3jzRRUS2GiwIkVAAKm8tQN3c0UVmUZd1Erah5BzsHOPWp3to/MIxwFzRRWvQRQmjUYOKqToot2bH8QoopIGX/EHip/EENtDNpGmWxt1SOKS1SRSka5wgBcqF5JOByefWveI1y0KknBQMeep5/wooqiS/dMfOitc/uiVBHrkZP8qybiRkS1VePNYlsfXp9OKKKpAZGqSu9pJuOQyvkev+cV4prsMaXjbVxzRRSKWxkUpGD+FFFIRdtWKOCv0wee1ShAykntRRWT3LJ9M15tGM6HTdNvopmVzHe2/mBWXOCCCCOpyM4PcGrNvqd3f3N1rFzKZL6W/jkeTGMlg5PA6D2HpRRWvQzPdBzK56buv86LyNGYZUcYNFFZs0RWiGyKRB905P41R1CJHtZSRyAWB98UUUjVHNwgT2c+8ZKEEHuK1vD+oXOmSRLbyHZIwZkbkEjkHFFFV1YT2OZ+LepXF34oiikKhVto5MKMZZhyT+WK89lG0rIPvZxRRUxMhJwFbI471o3/AIm1fVNHt9Mvb6ae3tpXlTzJGYlnAzkk8428emT60UVcdiZbn//Z", "info": {"video_id": "12730", "label": "showing power bank behind remote", "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": "20acde472d479bdc17578322485276e340759078ef75600b62e07c1a1461200d"} +{"episode": 44809, "episode_seed": 3708981950, "split": "train", "timestamp": "2025-10-13T03:17:59.500278", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3708981950, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hair conditioner next to 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', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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mtPS5iJtuQM+9ZCZY9Kt2jmOdD05qEwOui+8BVh13/UVWtwWVW46VYLFcVoMcowM1yWqbv+EmfZg/uEyP+BGutJBX6VymoqG8TnkD/R0I/wC+jWGI0psqO6FWRUfgA/KQcng8foa1WTfCGHzHO3BFZMUEkTkZ3OT/ABHr/wDWrW0C0jvbi5tnd0kdRIMnPI4PHpzXm1JJR5uxrZnVabqCXdr5JkuGmjOXEwAx2OMc9R3qCdXS8Yj7rc1PaaXFZzvcb2eaRArE9OOuPrS6nE8Jhb+8AQQex5Fc2Drp4u62ehMo2jYxtVI/dEdTnP6VUjPIParOpFi0Qbtnr+FVlHHFfQmRNIN0JyOo9at6HrdvolkssiZdiEcDqxXgZ+gqsuNtY15azSzlY1JQEtknjmufFqTh7u41GMmlLY0fEN+NS0a8ukyAYnAB6jjpXMwSGaNdzBtq4G/J6Vr30Zi8NXcZOf3TE4+lYu5ljQBTlj8xHp7+tc9Xm5YKW5cEk3bY07JEf5VUFmVcg+vStnRDBHf4l8gBSrZnkKBcHtjqa56OV4F/cld4IyH5AA9K6VtGu5RIscaDd+8ikP3fz+h/SuWpNQ1b3Kcb6G/qCkwMVwSpyKpAh48PxxWisLi18tiXKoAzY69s/nWUsjEcgYFaZTUvCUOz/P8A4YioupJGVBwBWFEwVQvUitz7qkiuX04OIt75LOc8/pXqszNNeTk1heKkjNnF5ibgWwK2kcKTk8VS1axfVI7e2iIDtKOT0AxUVPgYHotzcC5+H+kMoxts4Rj0rjrIhfHOiO0iRqsrO7u21VUYJyfoK6WZ4rLwvZacZg8iRKufXFcB4kbZeWknpvz+QrmpK1Bozp63PSdT8TeHLBr2Fb83q6hfRzXCwDcIVULu5758vp70mp+P9Lu7S8tjYXF3FcElfOIVR8oxxz0bkV5TG21osk8n7p4BHPNa0C77QN3CjA7Dt/hWEqrNVh4o7bT5BNZJMLeWMlVzJLNvMmR1Az8o61TuMRXrA/xfMKp6Jf8AkzJYvbwKZVz5ijLvxkHPp1FaV+oBSQjP8P8AWufD1eTGLtJf1+Ro4+6QMgOGJ4B6etc74puGi+yRxD5n3DP5V0AZWHAxn1rl/GJKyWO3j7/T8K9tmRn2zHdHbwnpzIw9a6CL7mO/rWRpdt5UIcj5m65rWiHzY9KSAliGLyH6n/0E1j2cc5g8MSSR4YTyrux/DW2uI54pW+6rc/ka3LyKwh0WwMcO1kLFCGyc471x143qIzm2jkLXXbjw/wCLLi7tY4mmNqqK0q7guSc4H4VoSeN/EN1fxXP27ZJCjbFSIKgDYzx3OOMmuZ1NQ/iGTnBESYx+NJE5mfCEEDKgbv5GpqyfOzojCLV2jrrjxNrdzC0MmpStC5yy8AHnPbrXSxSzT2sc08k8rMSN8sQjyO2AO1cFDOt1bv8Au3Iikw3GM8Z/pXSaJ9rWW4STzWtwFMbyMTu9MfhXn4qV6bTKUUndEhxHdSR4PU4pzIv3icjHSn3hEcwbbncKhyGGMYxXsYWp7ShGXkZyVmeY+UY1+/mkQlZOORVh7aRLYOQfTmoYIy8gULya1JOtsW320bdeKuqrZ9iOcVWs4DHbogxnHWrgXGARyB61oMXYQOf51x+sTi28UL+78wPbgYzjo2a7IHcvJHpiuf1fShd3sV2sjRyKhQjGcjNZVo80LDW5mS6g0jYFuAv8Pz8r+OKn03VprHUIbv7OrlMhlD43AjHpS/2aY3w0ue/SnpprYOZcn/d6VxOhdW5dCuaXc3P+E0kbppo/7/f/AFqfHr8moK0bWXlAYbd5me/0rBGmSrhTdc567Kk8P2T33iWTTZdUmtlZZPLMce4s6oWC+gHB5Pp71nTwNKE1Ll28xSnJI29QKv5TeoNQR4APFY2lXdxdo3nzM+ACu49M1rxZFeqnfUknLfJ0qq0LGUkZ2k/nVtACrf0qZVAHIwRQ1cDI1sFNCvMdBCw/Ss6JVFoGlK7QBg5BPQVs61E0+k3ccYyzRNtUd+K42zh/0SIGN8hQDla48VDma1LjJo1Hlh+48ke7qGDDmu00nxBp40e1FzewpKibGUnnjiuDFswxiJjn0HSpxazggLbs3ryBiuKrho1YqLK9o+x3h8U6VFuCXudw2kJGxyPyqusqStJ5ZO3dleMcGuXtLS5aVcwoq56lua0tWmltdLM0DtHJuUAqa6MFhI0G5JsiUm9zeUKY8Hk1zirj2AqbVNttoUWo6drOoSq1ybbNxEsazkJuZ4gOdqkhTu9R7gRAHjjrXepcxCdxTxUUs3kBJCcBWBzUxXK88VXu4Bc20luSV3jG7096iabVho259YtL+SxhiZd6x5wO/tXP+IAfPtCBzmQf+O03QdHj0+58ze0khHU9BU2ugm4sh6u+P++DWSg4UGm7jikpaGQquZ5CV+XsMZz9R/hWvokUM+spFNvQTKYtoPCnqMflVWeWCPaGlTf13Icj8QKgiv2SeKZI2MkUgdT0Bwa4LOcWkbvlPSLPS7ez2so3yKCokYchSc4qXUY43047N3mLlmz04PGPwzXKTeML6Un7PawQg9C5Ln+gqvBquoXlyonvnZe8aYUfpXFRwmIdRTejut/UhzjsboIKowxyKwvFMXm3OnKOc7+n4U/RnS98Vtpd9qV1a28kmyOSOWNFj7ksX4xjPHUnAqpKLldZu7a5a4Y2kzxotwAHTkjkDjOAM44r6PmTdjC+pPEm0DAq5Ep3DiqqNg4q0nY5zTRQ+9BWyYqMt1ArDsNR1G4uY7e4DCFCTgiuh8syKUPRhVeOz8os7HntWNSgpzUn0KTsmc7eqra9Nuzjyo+R25NO+zJBwchDyCOlV9TuJbbxMREFJaBWJYZxgnFMae5lZiZNu7qAAK5asZe0b6FRmkrM6fwpL5eqSWz/ADLNFxkZyR/9auzYBFwcKoHGeAK8liMiMHW4kUp0KuQRUglWXJaSSXnHJLc1w18F7WfNzWK9p2R6Nql3BMUZZId6kAqjA9sZxVYff4IxXGSF7XS5JoVeF2dRuxg4rV1rTtd0DQtLvbu8ulmvPM8yEpgQABSgY4+8Q2cdvqDXp4SHsKSg3cxnK7Kt7En2NVxxiqWn28f2gHFFFdnUDo4fljZh1GP51YAHJxztFFFUAxOI2IA47VUueQDRRUy2BFRgC+acg5NFFR0KHDtXPjUrjSPEMl9bbPOikbbvXI+ZSp4+jGiipkTIm0X5VkA7BR/Ot6McDk9KKK0jsJbFtUCoSPUCndGGKKKoYx/mQk9his1wAjkDnFFFRIaIlHerAAB4oopDJoOHTHrUevH/AIkjkj/lon86KKa2ZMjL1nxK+t28Ecul6dbGBFjje2R1KIM4QAuQBzngcnmtEUUVNMmJIBlaayg4J60UVpLYpFq0jXcWxzisPxhza2f/AF8L/Kiiol8DDqZyRqO1OibdcBMALjPFFFcE2xxNKGwiky7NIe23dxWnZW0MWQkar8vUDmiiuqilZMqRkTay2larfRmwsL2KWUMY7yHeAyjggggjqcjOD3Bp1pfXGoXt7fXUnmXFw/mSPgDJOfyooq18RitzQQCrSfdzRRWpRdXkc/3aZITtNFFMZh6pptvc3MVw6t5oTZlTjIqJbCCPlVOSM8miiueUU5O6KWxNHbwp92NRnrxVkKqsuFA+gooq0ktgIdZ/5AhPcSrj86ybvXdS1DTrfTru7mmt4HeVfMkZiWbGcknnG3j0yfWiilIze5//2Q==", 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", "info": {"video_id": "34762", "label": "dropping hair conditioner next to book", "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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tyBn3rITLHpVu0cxzoenNZpgddF94CrDrv+oqtbgsqtx0qwWK4rQY5RgZrktU3f8ACTPswf3CZH/AjXWkgr9K5TUVDeJzyB/o6Ef99GsMRpTZUd0Ksio/AB+Ug5PB4/Q1qsm+EMPmOduCKyYoJInIzucn+I9f/rVraBaR3txc2zu6SOokGTnkcHj05rzakko83Y1szqtN1BLu18kyXDTRnLiYAY7HGOeo71BOrpeMR91uantNLis53uN7PNIgVienHXH1pdTieEwt/eAIIPY8iubB108XdbPQmUbRsct4ouGiNqsX35Nwz+VZFsx3R28J6cyMPWrvi5nD2PUEb+n4VHpdt5UIcj5m65r32YmvF9zHf1qSIYvIfqf/AEE1FEPmx6VYXEc8UrfdVufyNTP4GD2MSzjnMHhiSSPDCeVd2P4asWuu3Hh/xZcXdrHE0xtVRWlXcFyTnA/CuvvIrCHRbAxw7WQsUIbJzjvXnWpqH8Qyc4IiTGPxrippRpOxNP3panTSeN/EN1fxXP27ZJCjbFSIKgDYzx3OOMmp7jxNrdzC0MmpStC5yy8AHnPbrXIxOZnwhBAyoG7+RrWhnW6t3/duRFJhuMZ4z/SspyaN+SPRHexSzT2sc08k8rMSN8sQjyO2AO1ZRxHdSR4PU4qPRPtay3CSea1uApjeRid3pj8Ks3hEcwbbncKxwdVLFuP8y/4ISj7pG6L94nt0rm4mCqF6kV0WQy9MYrkdODiLe5JZznn9K9tmRprycmsLxUkZs4vMTcC2BW0jhScniqWrWL6pHb20RAdpRyegGKip8DA9FubgXPw/0hlGNtnCMelcdZEL450R2kSNVlZ3d22qqjBOT9BXSzPFZeF7LTjMHkSJVz64rgPEjbLy0k9N+fyFc1JWoNGdPW56Tqfibw5YNewrfm9XUL6Oa4WAbhCqhd3PfPl9Pek1Px/pd3aXlsbC4u4rgkr5xCqPlGOOejcivKY22tFknk/dPAI55rWgXfaBu4UYHYdv8KwlVZqsPFHbafIJrJJhbyxkquZJZt5kyOoGflHWqdxiK9YH+L5hVPRL/wAmZLF7eBTKufMUZd+Mg59OorSv1AKSEZ/h/rXPh6vJjF2kv6/I0cfdIGQHDE8A9PWs3VmA8kDjr/StAMrDgYz61n6rw0PTv/SvcMinGeQe1TSDdCcjqPWoVHHFWFxtpjLOh63b6JZLLImXYhHA6sV4GfoKzvEN+NS0a8ukyAYnAB6jjpWdeWs0s5WNSUBLZJ45p19GYvDV3GTn90xOPpXBTjNVpdhuEFG63MiCQzRruYNtXA35PStCyRH+VVBZlXIPr0rM3MsaAKcsfmI9Pf1q3HK8C/uSu8EZD8gAelc+60NrHQ6IYI7/ABL5AClWzPIUC4PbHU10eoKTAxXBKnIrAbRruUSLHGg3fvIpD938/of0ro1hcWvlsS5VAGbHXtn864KtdKcJp7MOXczgQ8eH44pYioYAColkYjkDAqT7oyK+lOc828oxr9/NIhKyccirD20iWwcg+nNQwRl5AoXk1AHW2Lb7aNuvFXVVs+xHOKrWcBjt0QYzjrVwLjAI5A9a0GLsIHP864/WJxbeKF/d+YHtwMZx0bNdkDuXkj0xXP6vpQu72K7WRo5FQoRjORmsq0eaFhrczJdQaRsC3AX+H5+V/HFT6bq01jqEN39nVymQyh8bgRj0pf7NMb4aXPfpT001sHMuT/u9K4nQurcuhXNLubn/AAmkjdNNH/f7/wCtT49fk1BWjay8oDDbvMz3+lYI0yVcKbrnPXZUnh+ye+8SyabLqk1srLJ5Zjj3FnVCwX0A4PJ9Pes6eBpQmpcu3mKU5JFnxGn2i5sNoPO7+lSRJtAwKytMuZ7wh55Gk2AFd3bPWtdGwcV6V76kFqJTuHFPvQVsmKjLdQKYnY5zVjyzIpQ9GFDV1YZz1hqOo3FzHb3AYQoScEVWvVVtem3Zx5UfI7cmuijs/KLOx57Vy+p3Ett4mIiCktArEsM4wTiuV0PZ0XGJfNeVyx9mSDg5CHkEdK3PCkvl6pJbP8yzRcZGckf/AFq5hp7mVmJk27uoAAoiMiMHW4kUp0KuQRXJUpOcHFvcv2iPWmARcHCqBxngCs/VLuCYoyyQ71IBVGB7YzivORKsuS0kkvOOSW5q1IXtdKlmgV4XLqA2ME1jhcC6dVT5tiZT02Oz/i6jFc2q49gO1TantttAh1HT9a1CZTc/Zs3ESxrOQm5niA52qcKd3qPcCIA8cda9xS5jJO4p4qKWbyAkhOArA5qYrleeKr3cAubaS3JK7xjd6e9RNNqw0bc+sWl/JYwxMu9Y84Hf2rn/ABAD59oQOcyD/wAdpug6PHp9z5m9pJCOp6CptdBNxZD1d8f98GslBwoNN3HFJS0MhVczyEr8vYYzn6j/AArX0SKGfWUim3oJlMW0HhT1GPyqrPLBHtDSpv67kOR+IFQRX7JPFMkbGSKQOp6A4NcFnOLSN3ynpFnpdvZ7WUb5FBUSMOQpOcVLqMcb6cdm7zFyzZ6cHjH4ZrlJvGF9KT9ntYIQehclz/QVXg1XULy5UT3zsveNMKP0rio4TEOopvR3W/qQ5x2N0EFUYY5FVNWA/c89j/SqGjOl74rbS77Urq1t5JNkckcsaLH3JYvxjGeOpOBVZ2uk1S+s7mS4P2aZo1S5wHXBI+bHGeBnHHpX0ikr2Mb6lyPAB4qUt8nSoIsirCAFW/pVjKjQsZSRnaT+dQ62CmhXmOghYfpWuqgDkYIqhrUTT6TdxxjLNE21R34qWtGBjRKotA0pXaAMHIJ6Conlh+48ke7qGDDmsuzh/wBEiBjfIUA5WrgtmGMRMc+g6V5ap26mvtH2O80nxBp40e1FzewpKibGUnnjipz4p0qLcEvc7htISNjkflXBi1nBAW3ZvXkDFXLS0uWlXMKKuepbmub+z4Sk5XeonN9jqFlSVpPLJ27srxjg1YQKUAPJrC1WaW10szQyNHJvUZX0pda03XNA0TTL27u7lZr0yeZCUwIMbSgY4+8Q2cdvqDXtK0Eo9jJvUqXsSfY1XHGKpafbx/aAcUUVfUZ0cPyxsw6jH86sADk452iiiqAYnEbEAcdqqXPIBooqZbAiowBfNOQcmiio6FDh2rnxqVxpHiGS+ttnnRSNt3rkfMpU8fRjRRUyJkT6L8iygdgo/nWwgFFFXHYS2LSfdzV1eRz/AHaKKsYyQnaaw9U023ubmK4dW80JsypxkUUVFT4QW5EthBHyqnJGeTU0dvCn3Y1GevFFFZRjHsWWQqqy4UD6CodZx/YhOOkq/wA6KK0IlsUtY8RtrcNvFLpen2xhRY43tkdSiLnCAFyAOc8Dk81oCiilTJiSAZWmsoOCetFFaS2KRatI13Fsc4rD8Yc2tn/18L/Kiiol8DDqZyRqO1OibdcBMALjPFFFcE2xxNKGwiky7NIe23dxWnZW0MWQkar8vUDmiiuqilZMqRkTay2larfRmwsL2KWUMY7yHeAyjggggjqcjOD3Bp1pe3GoX15fXUhkuLh/MkfGMk5Pbp9KKK0XxmK3NWMcDk9KtqgVCR6gUUVqWO6MMUx/mQk9hiiihgZrgBHIHOKiUd6KKzKLAAB4qaDh0x60UUCYzXjnRHPfzE/nWDd6/qd/psGn3V3NNBbu8ieZIzElsZySecbePTJ9aKKVTcze5//Z", "info": {"video_id": "34762", "label": "dropping hair conditioner next to book", "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": "cef66c382819a9175357c2b39920dc0e989dc83105a197074842e7e33ad2223b"} +{"episode": 44810, "episode_seed": 4097363920, "split": "train", "timestamp": "2025-10-13T03:18:00.530191", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4097363920, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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gRuxyCy8EzYOJdRuwn/bOMZP5sR+VR+c1n4TMIGH1C4DsfWOPoP8Avo5rWttBN/NaWUpcxWlrvKx/xyM2SM9v/rVV8X2wtprGNRtUREbcYxz6UiTIhkYaHdIDw1xFn8FerXh6UxXtyB/y0sp0P4p/9aq6W7jQZZSj4a4XDY4IAIP6mtbwnp5uGvLxiBHFGYx7luv6fzoGZ9kwfRNShOMqYZl/Bip/9CFVE6VqaXpk7Pq9tsPmQ2jZGOpDKR+eKyl61SGe/wAsixRBnfaijnNeXeNtfXUbkiE/uoRsT3J70zUfEd7dho952dwDx9TXI3c/nS8HKjv6n1rSUjlo0XF3ZWqW2ga5uY4U6u2Kiro/BNkLvXlLYxGN3P1qUrs3m+WLZ0VhoZW4isY4ikUh4zzkev1rt/Elhp9v4buS6BVSEgY69Kp6hqFtYalZyyuqxLLhm9MqR/PFcx498Sw3Nuba1mEiuMZU8f5/+tW2iR56cpyRj+AtKGoXs7sB8qhAx7E9cVo614cOn+MdOEY/1/OR0Lr3/lS/DGXMl9ACN+UkA9RyDWt4y1ZINb0ZgceVcNn6EAVCWhvKT9o0aOteFPN012IDvlWwfUHNZ3ifwrNc6XNetGfNijLo2PTkj6EfrXWapf7tCMqn5WjJz+HFbTTW82mRmXBikRQ341q0c0aklqfNMh4FaHhu1W88QWkLDKl+RVS+g+z3k8H/ADyldPyJH9KteHrs2OswXKjcYju2+o71g9z0nrDQ9ytoYraNUwFRRz9K8Y8bX6ah4kuJYyCgO0Y9BXU6/wCNDLZsluCgYYJ715rLIZZGc9Sc02zCjTad2b/hrSDfebcGIuUwEHYHua9N8HaQjNNd3CAnHlqCOmDzWZ4KtY7Lw4JmIBkUNmr9j4lsbO1vYJZgkomcqP7wPTH8quKsY1ZuTaRyfxPjto9XtEtwA2w7sfXit+y8Hx3fhxISFA8naV9yM5+uea831/UjqWqyT5yF4X8K9q068VdGius5SREYEUt2XPmhCKOP8CaHJdadcI3ygSsr/wC8Dj+lbEXhiWHV74Qxj9/GgYj2yKrfD/Vle91O3yMtcyOPoTmuv0+8DeJZonIyYOPwb/A1aSsZTlJTZ454s0M6HqioEKRzJvC46EcMB7d/xrmTXr3xZiil060uFx5kNxsb6MpP81ryE1lUWp20Jc0LjTTTTqaazNWWbC0a+vYrcEjeeSBnA7mu+0PRRPdW1gIyIVkEjA9sd/rWV8PdPF1qrTOuVjIHNelQSQW2vRglULxPjtkgj+lOxy1pu9kZfjzR7O08MXc6fI4UY/2jkda4/wAD6F/aUFzKEBkLbFY4OB34q98R9cNx/oKSblLjIB9P8/rWj8MXDaOwHJjuG3Y64IFJijdU7mHY6BNp/jtrVIymFLxjPRTxx+tdLqvhSVLuxuSm8xThvU/5zg0zVNUig+IemvkYNuyE++7P9DXXavfCOK3bt5qHP/Ah/TNOKJlJ3TPN/GfhuWC2fVGiZX3AucfeU8ZPuDj864SQ8Cvo/wATW0N94fvLV8fvIJFT67SR/Kvm9uVBpvY3oSuRk81seF9I/tvX7ezKlo+Xcew/+visfFd58MZYba71Kd/9YsSBfpu5/pWbNpM6Dxd4cSy8IXbxudsSAlScg/MD/QVyPg/Q3voZ7kRBm6Kx/hHf866n4la6kehJpcbfvJyGcZ5AHP8An8Ku+EoodO8NRMxwZFBPHepWxm3oa3hHTI7aO4uJlG8ny8H+EA81wfxTubebV7OCALlEYsV9yK6RPF9rYwX1swct5ztGyjgg+/bnNeU6vqDalqUtyTkdF+lNIUb3PX7DwrbXXh9IJCAwg8rGOgI/z+NZXw/8Piazu45TzHO8bj1Kkj+ldNp2oRjQIL1GDLJGh69D3rmvh3rKvqup227mS4eRfcE5/wAaSBt2NxPCpTWboQkDzY1Dc88ZArgPHXh9tE1OGQJtW4U5x0LL1P4gg/nXq9lfhfFpgkcbnt22g9/mBH9a5v4s+VcaHEwx5sFyp/BlYf0FV1CMtTyCe4lmB3tweoAwKrEYqRqYa0NRldJ4L1CKw1WV5iFVo8ZPY1zhoVmQ7kYqfUUJ2ZMo8ysdL4m1w3N2qwScKSciucklkmfdIxY9B7VGSWOWOSe5paHK5MIKKsjU0DV5dG1RLqIgcbSG6H6+1S+IdXk1e/Ez7RgcKhyFPsaxqUU7j5Fe52jeM5JvDH9nsVDhdrH+Ij0H1roPCHjCC40YaXqDsJI0wr+w7/l/I15aK2fCmjW3iDXv7Our2S2DQytGUj3l3VCwX0A4PPtT57GboRasUtQmE99cTKciSVmB9QSaqq7I4dGKsDkEdqajFl5OeKDUt31N0rKw6WaSY5kctUVOpKQWO9s/EMEHhaCHdiRExj1x3ripr+eWSQiVgrsTiq25tu3cdvpnikqnIyjTUW2LXU6f4subbQDp+6PaowC33h9PWuWopJ2KlFS3Njw9rcmjaut2DkH79bkvjSYeKoNUVhsUbGVOQFP8/WuNFDZC5HWq5rCdOLd2ek+OtestY0W0ltmIeZwWQ+wP6c15y1dHrWh6TaeGrfVtL1G8mDXJtc3MAjW4ITc7xDOdqnCnd/eHuBzjVLlzFU4KCshlIacaQ1JR3Pw/uo7e3vAWw4IYfTFZ3iTX5JL9FjYOqA9TXOQXUtsGEbYDDkVAzM7FmOSetFzL2XvczJJ7iS4lMkhyeg9q6Pwd4jbQ7qZWQyRSjlA2CT7e9cxSigtxTVjY1nVpLrXPtiDaYyNoz0xziun1vxoL/wAOwww/JKMZfPOR049fWuA7UoppkumnbyPZrDxXba14XkeWQJc28e5s9sKf/r/pXj5+6K1/B9hpur+IYtN1W7uLWC4IQTRzRxKhzklzJxjGeOpOBVDU7RtP1i+sWSeP7PO8QS4AEi4JGGwSM+uCRRe46dNQehTNXNO1KbTnd4ZXjdhjKgH8DVM001Jq0T3t5LfzebKzMf8AaOSfUk9zXYReKo4vDcMGT5iJtyOn/wCuuHNJSIcbkstxJNJIzMcOclc8VHSClpjsb1l4lu7XRm08XDCLn5Nuc/Q9vSqWjatNpGppeRMdw+9jvWdSikFjprnxbdSeI4NWV2Lx8HHy5XoQB/nmtzxj4rs9f0G2EeBdM6mRQQeADzjtzXnrZC8V0viHwdf+G/D2j6jeecs98ZPNhaMgW+AhQMf7zK2cdunXOAXKjnjTKKK0KG0hooqWITvS0UUxBSiiimA6rGmarc6JqceoWmzz4twXeu4fMpU8fRjRRSYFePofwooooRQhpKKKBCUlFFIBaUUUVQhwpHOFzjPNFFIZt694tk8RW9tDNpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rHNFFJANNIaKKAG96O1FFIBKcKKKbEL2oFFFCGaOl682jefGdN02/imZXMd9b+YFZc4IIII6nIzg9wagu9QutW1C51C9lMtzcyGWV8Yyx5PA6D2oopDW5XammiigpiGm96KKCRaKKKAFFLRRQAP938a0r7xNq+qaTb6Xe3009tbSvKgkkZiWYDqSecbePTJ9aKKAP/Z", 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", 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", "info": {"video_id": "143316", "label": "taking spoon", "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": "143316", "label": "taking spoon", "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": "143316", "label": "taking spoon", "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": "ce55aafc5c564b55a85d2f15d5b42491b573c03e98b826949486a0411f60786e"} +{"episode": 44811, "episode_seed": 1008352156, "split": "train", "timestamp": "2025-10-13T03:18:02.456529", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1008352156, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a razor next to a water color set'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "54553", "label": "pretending to put a razor next to a water color set", "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": "54553", "label": "pretending to put a razor next to a water color set", "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": "54553", "label": "pretending to put a razor next to a water color set", "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": "19856f251243eb1ab116cb5ab24ce527c21d14e137aaadb05ebd8d6cb6b94cd5"} +{"episode": 44812, "episode_seed": 3809945950, "split": "train", "timestamp": "2025-10-13T03:18:03.150779", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3809945950, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw 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', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "43335", "label": "pretending to throw glass", "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": "43335", "label": "pretending to throw glass", "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": "43335", "label": "pretending to throw glass", "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": "e860c7df7bf1243f62123af0c69239c5aaf19c2112a790be607b0dd9ae7f42cb"} +{"episode": 44813, "episode_seed": 2176960853, "split": "train", "timestamp": "2025-10-13T03:18:04.377440", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2176960853, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'bending green chilly until it breaks'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "93759", "label": "bending green chilly until it breaks", "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": "93759", "label": "bending green chilly until it breaks", "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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YtoXUYiYBsHufaqWl+PJdKv2h1WAXdjN2cDMZ9Rx09qzmLzqubcxL2L/eP4Vz2tpIjoD93mn7WVzR0IpaFz40X+m6kmhHTovL3ecW49dmMY/GvOraxRcFuT61p6tK1wtpBMxaOIsUHpnGf5UsEYxjHPrW8XzanHKLi7BFDxhVxV9Yf9HcNkcZHP8AOlhiAwTVxE8wbQPlolqrBF2dzO0+U22r28mSDuU4BKkc46/Q17FZRafLBHBdNfQu2VZUH3h1DejdOR1ryPU7UrGsoHKnGfY16x4cuLi4itL6DV1eYwrvt7gbtwA5Bz1PoevoTWa3NZaxRLrEF1p2nS/2LqU7RKFZnTcu05/unoc/zrjZ9R12ynF1584KsWYKcbj3yB616s9rDrWkSJHBs+0yIQ8LExkgg4Pp+Ncf4t8H3du51G2cRGNVRooV2ggD73vnvWU5TjI1VPmiuS3zNz/hMdTs9Mtr6G/gv7OcAqki/OPUH0I6Vyl/4hvpb6eaKZofMYt5aHhfYZqTUodOs4PJ0yeK8AcYMWB5jbQWPtzms2WKaV8yIkZ/uryfzqpVWOFCNtS7o3xC1DRLiSzvf9Is5eVEpJMZ9j6e1ePW9uo5C9Tmus1hHjuNrcjGQawbdemOhrWnLmWphWgovQdFF0GMD2rQt4MHJAI7g0kSAVciUv2wKt22MkY86eWVYghd2FOOMHivWPDQjk0O2e400zxSoHjMXQsOuR17dR0PavP7yzMlrIAMnbkfWuq8Dpa3GjwiWe6t5o5mEcsWSoPUHjof1+tZLc3bvE72O30K0LTLJcWtyiFhFL1Y+iuOv0NRXLpPLZS2mJbxp1UfaPkEkJXDISemfX6VoQ3FxqcM0KG2vbiAYYOgzIM9SP4h7ilvbe1SHdcabd288WALcNvjZTwTG3fHXBpzi2tApOKleRx3iGS3kcvHD9mZ5CWtcZMQ6AcDpgcVzV1GpcuobbjuuK9Rbw9Z6hbSXdmd6umVYkgqQMcj1HTmuD1O1NnC7zvvI7BcYrluzu06HO6brTeHvEUF/GomiXiWJuQ6Hgir3xWvtL1mPQ59Pg8vAlLcDkHZjp+NcxexlWbGcE8VSkuJZIoIHfdHEWKAjpnGf5V005dDirx1uVYogMALir0MJ3BsUsUa1cTsFArU5zOvUCGTbkKMMCeefSu+8DSwvYKJ2njjVmXzULEJ3BwOR15xXLta70IIyG61r+AXlxe2H9om0yVYBvusRx+B4HT9aySsze94s9P0vTo5blbmw16WO4lIysrbHY/Xo9GtML6xkmkljvJLKRZkhx/rW3gFCOx4NWbdPtVqlpf2ltcTIocSQ/xrzyVH8xUSWWnXVosMcstlOoMphuFyzgcny3H3hx9ac03HQVPl5ve2Od1mwsII559OD7CQsgkUq6yYywIPTriuZu4thTDcY4G6vRL3w9/bHl3RuvtEboT5igEMc9T7jpzzXG3tg8BkWSBIVXIJGM1y3O+ySOftdSGka5a3c6efbA4ljzjch6j6163Fp+hanCH07UtnmYKBjzg898GvDdRDea/zZQE7fpV/QfEMVrCbK/LiD+CVBkp7EdxXTTnbRnFXhd3RzFswKqx7ir8OXPFZ1kpeJK34Fhtbcz3DrHGo5ZjVczMbE9vbkAcVn6xrNvbo1tABPOQVbB+VPqfX2rM1DxDNfBoLINDb9GkPDP8A4Cs2GAIcKP8A69PlvuNOx698NYra60geeYy6yHaQcFeOQf516C2mXel+dfabettfmS3lTerH39R79RXlXwvWQXF9jPl7Uz6Zyf6V7Dp968AAPzJ6HtUq8dCm76kKeI1v4xHLp8ksjHa8MfDqCOwPWvO9Q0eX7XPeWkRFuXIPqp9GHY17Ebaz1ELLtUTRj93Knyun41mXcmowzqgnslnf5fLuEAW7HoW/vDsfen7KMtUONeUdDy0QXdw2WuAkYH3FT5j+NYWvxHzo8H5R1Fek6nplldy4SCTS77JElvIcoD7H0NcZqNjmZ0kQOYjtYoe47msJU5R3R0xqxnszzbV12PEfc1JbMNqn1FW/FcKQm2Eeed2c/hVWwTeifStKb0OesveNK3jaQj0rUCx20JlmdUjUZZmOAKo3Oo2mkW4aZt0pHyxL94/4D3rmry+u9UkD3TbYv4Il6D/6/vVpNmRf1TXjfHyLJNsGfmkYct9PQV7D4AmsrnQLUNiXYCm51wV5yVNeHxRc8YxXrXw0t5I9FmlIIR5jtz7AA0ONtUUpdD0CXSJdL3XuhyXCux3NEHyp9iD1B/MUHVNRv/MsW09ZZRGRJby/K/1Unr9O/Y1bsbt4Md07r/hWyRbalAQwG9fut0ZDRpLSQKTi7xPIp/Dd/bI1/HC4g3lWOwgow6hgelV1s5GJlku5Xwf9XwAPy5Nel3xu7O7RjqjW9w42I1wu62nHZXPZveub1Oxs7udleFdPuxxIIzujL+3oKmdHrE2hiVtI8x1uM/bD3XbxXK2hPlLXod5apNNJuiJcEghOMfhXn+nJuQD3NRC8dGFZqVmjTtoWkI4rSke3sYPNuJAiDue/sPWse512305fJt1E9z0wPuqfc9/pWFK9zeym4u5TI/QL2X8K2UWznNHUPEE9+DDaq1vB0LH7zD+leifCy+hW1ntirGRWDOCcgjoCK8vjizz0A6+1elfDHT5N93ekYjOIl9z1P9KJRVik2erT6NaX8X2q0j8u8A4kicoSfXjo1Q/btdQR2V1GgllI5nGY5eP73Y/qKltJXgYFGwf510Nvcw3sTQzIMMMFGGQfpRF23JZzyC+WyvEjs7i1kXiVDg7WI4YHuOOtec39hfW9uI7qF9khLh2H3voehFeoanBJYGKQ6hdWyxkiG5Ub0iz1WRf7p4+lV5da3AWWqW9pJx85j+aJweQw9MinOkpFQrOHoeJXenlwxHOO3esO/tvs5i4xuz/SvVdY0bTL2V20WUxzoSHtpDg/8BPcV534ggninghnjKOpb7wx6VgoyhLU3lKM4NozYAz4rXt7YgAkVSWa20+3E11IEXsO7fQd6xb7XLvU90cGbe07gH5m+p/pWqTZzGxqGv21pugtcT3Ht91fqe/0rV+HFwk2szreOHeZDujK8OMg8fT0rhUhAxtFdZ4FtpJPFNrsGdgZ2x2GP/rihw0KUj3QaJb3Sx3VlPLbXMXKNEfve3sf8mgeILlYzaalaJPIhYRmRNglOeo9Gx6UWUskDAqcH09a6KGS11GEQ3ESODyUcd/UURfcTMHTr6O2uJliSSCT70ttMhBX/a9/rXC61dXE93epcoRuc7No4A9fpXpt8LuxUFbuKJE4iuZ037Af4GP909PyqjNc2UsTWer6QlvKzBsA5jfI+/G3anOkparcqnWcNOh4be2blSAMgdxWX9gY816lr3heKAyTaTcicLy9uT+8QHnp3FcjGiNKY3XY/wChrmknDRnVFxnqjz+DUoLK2Vm+dyPlRep/wqvNcXWqSCS5bEY+5EOAK6PTfh5eajps2qWrJJyRFCPvPg8/Q+g71SOlXcDmOW2kR+6spBrqgjikyhHD+72gcdvarNrbSTSrDFGzyuwVVUZJPoK6LSfB+saswENm6oessg2IPxPX8K9R8M+B7TQQJ3IuL0jBlIwF9lHb69at6CuR+EvDx0PSkgcD7RId8xH970/DpXTpEVqZYAvNShDiosO4QytE25WKtV4y2uoQG2vYkZW6hxwf8DVArkUwkjrTSsJkN54UOXeG7lkTaNqSncy+2e4+vNc7c6VaWvGrCe0aQjyb2IcIfRv/AK9dfBqLwDa2WT0PauHutVvtV8ZX+lnWbiC1LSCKNUDAkJuC4I4HB61XMTY4j4j6ZNb29oXmguCC5SaFcb1wMEmvO01h4YlitUzNjlmHC16GGS68N6qlzOMQtDLCrkfeO7cq/Udvak8N+A9P8ReH5ru2kZL4yldx5VCOgwOxBBz1rJavU1k1Y88it5HcyzkySsclm5q4kB246eldo3w08RRSbFtFcDoyyrj9SK3NJ+Fd5IwbVJ0hj6+XEdzn8eg/WtTO5w+geH7vXL9LS3TCggySEfLGPU/4d69z0vSodOs4bSAbYol2rn+Z96t6ZodnpFqttZ24ijHX1Y+pPc1f8kL0FS1caZXWEip0do2BBKsOhFPMeBUbKPWiwXL6XcVzE1veRoyOMHcMq31FZd14UtBHI1ozqG5VC2QvsD6expxbArD8V6zfaX4eeWyuJIZBKg3IeQCeaadiWrkOoaXb2MJi1exkaBvmS+tz88Jx0YelfOMhvsvapuWNSdzqDyCe5r3PUtcv10SO+s/EWpTI05t/36KizYXLNGOu0Hg59R9Bl/DWGy1/TdS024gid1bc4K8ujcc9+CPwyKT1KWiPJrezVF46+verqW+B617JcfB+yaXfb3k0SZ+6yB8fjxV7TvhbpNm4e4aa7I/hc7V/IdfzqhXPLPDvhO+166VYVZLVT+8nYcKPQep9q9q0vSLfTLOK0tk2xRjA9T6k+5rYg0+O3iWKGNI41GFRFAAHsKlMJXtzSauNMqrCB0NTLlO9S+WQOlMKj0pWC5cgv8Dy58MhGM4z+frVG58MWEqSSWg8veOEVvkB9vT6dKYxxSw3sluSU5Xup6GmtBPU56/0mCwhKatZyPbvhlvbc/Pbn3HpXmXxNuf7Oi0kW90b9n80Ryn7pUbcH68/pXeP4gur7xtd6bNrN5aWjzbI/LljRYhgZyXGMYzx3Nczp+gW/iDxDq2n6os8rWTOsMU2FaIEkM2F43cL04qZu9ioWSdzyRYp7uXzrpzI56Z6CrscJGCB1r0C7+FOr28p+yNFcRE8EtsbHuDVix+FmsSyD7VLBbp3+befyH+NWtibnn8FrK8yxwozu5woUZJ9q9i8F+E20SzMtwB9snA3gfwL2X/GtzQPBenaAoaGJpbgjmeTlvoOwH0rfW3A7UmrjTK6QECrEZKY6/WpBHSFfU1PKO5fhvVkQxXShkYYJYZBHuKzLzwsshQ2dwywAHEDHcqZ/uHsM9ulKTtqWC+e3bAOV7qapaEtXOUudLitpi+pvPbJ9yO7jB/dt23e1ZGs6DeS28pc2lzIoDpcRfekT14rsPG2qPH4TlmtJjHJ5sanGM4JOQQa8x12013wtpGn3YvruJr0yGSDGFgwFKjOOCQ2cf8A16is246GtCynqafwcme507UoJcNHFKroPQsDn+Qr1T7JC2CVGaKKtGLHGFAOlBRRjgUUVQkBjXjioyBnpRRSKI3AGarvRRQIrSMQTivKdX1CfS/Gd7e2+3zY5m27hkcrtPH0JooqGUjkrxj5pXOAcD9K7z4JTyf2xq1iTmDyhJtPZg2M/kaKKI7BI9rMSFfuimGNcdKKK0Mhu0ZpjgAjgUUUi0Qnqahfg8UUUAV3Oa5Lx2ceG3/67R/zNFFJjOF1bxC+rwwo+nWNu0KKkb26upVBn5QCxAHOenJ5pfhbPJa/Eq3iiOEnV45B6jbn+YFFFKI2fRbKuwcd6i2qe1FFWZkTqAaifqKKKRSIm71BJ1oooGV261UkPNFFJiPLtY1dtM8S6ohsrK7jln3FLqHeAyjggggjqcjOD3BqDwTqt5dfFC1uJ5d8t88onJH3sgnp25Ax6YooqOqNF8LPfBEm37ophjUDpRRWpiMZQAKRlG3pRRSGiNgAcVE4HWiigoruaqyEjpRRSEcz43Yjw05BwfOj/ma8y1fXdSv7OLT7q6llt4C0qh5GYlmAznJ5xt49Mn1oorKextS3P//Z", 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", "info": {"video_id": "93759", "label": "bending green chilly until it breaks", "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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iJgGwe59qpaX48l0q/aHVYBd2M3ZwMxn1HHT2rOYvOq5tzEvYv94/hXPa2kiOgP3eaftZXNHQiloXPjRf6bqSaEdOi8vd5xbj12Yxj8a86trFFwW5PrWnq0rXC2kEzFo4ixQemcZ/lSwRjGMc+tbxfNqccouLsEUPGFXFX1h/0dw2Rxkc/wA6WGIDBNXETzBtA+WiWqsEXZ3M7T5TbavbyZIO5TgEqRzjr9DXsVlFp8sEcF019C7ZVlQfeHUN6N05HWvI9TtSsaygcqcZ9jXrHhy4uLiK0voNXV5jCu+3uBu3ADkHPU+h6+hNZrc1lrFEusQXWnadL/YupTtEoVmdNy7Tn+6ehz/OuNn1HXbKcXXnzgqxZgpxuPfIHrXqz2sOtaRIkcGz7TIhDwsTGSCDg+n41x/i3wfd27nUbZxEY1VGihXaCAPve+e9ZTlOMjVU+aK5LfM3P+Ex1Oz0y2vob+C/s5wCqSL849QfQjpXKX/iG+lvp5opmh8xi3loeF9hmpNSh06zg8nTJ4rwBxgxYHmNtBY+3OazZYppXzIiRn+6vJ/OqlVY4UI21Lui/ELUNEuZLO9/0izl5USkkxn2Pp7V5FFbopOFHWuo1hHjuArcjHBrGhQFQPStacuZamFaCi9BIoSeMfhVtogLVs5yMEc9fapIlVRVlIzIOnHYVUtVYzi7Mp6LIYdegHz5ZwCFJVhkYxXsFpDYXcEdvLfXNqzDLRlCVUjoxXuPcdK8fvontrm3uUyrK3VeCMHI5r2XRprgOb5L+2voGj3SxTAAhccn1B9SPxFRHc1k7pG5GbjS7KM/2zHcQFiIt0m5cgdATyD7GsC40vTBPf2lxGzAuktvchCVeVwBsYj0I4z1zWzLbadHdRzy2FxHG+ZPMgXftHqy/wAY68jmhdNhZ3gttUilW7QyIqcK+MjAB/iHX1qKqdrmlBQb1epwd/b7byZOFKDAwcVhTq3lsFfnnvnNdvq3httPhSVYRKz8MXAGOPXvXG63EYkAVgsnoOwrFM6pJWOo8Bano+oaY2namxhvLc/u5QTh0Pr2yD/Sud+MWlW1vNorwXIuYpPOxjHy42en1rlIrubT72O4hI3oeh6Eehq14l1S01ZbKSDzFkAfzInH3emMHvXXCV1ZnnVIWd0c9DCFHCir0UBbFEKZAJ7cVejGMBRk1RBDPCdiBVy+fzFaXgoM2um3iiEkm1tqNweDn+VIkBZeetRWEYtfFVk7q5R3GdhwfTj36Vk7XNoNtWPXba20m53Pc6ddwLgEyJhuccjHRhx1HNXRLpcWy0tbuSe3KhmCg7SufmBH8J9qpaTcQ6VCz21/IbaR9skFyhIB/vY7fXgjvW59llSR5ptKM9uUGLm0YeaFPfHRx+oq2tNCVa+pz5MSafJHLbR/Y/tTi2u1cboYgdwjcduT178VxtwEdphliSxwQhOf0r0UWGl3FxLp6iVS3+pZxhZR1x7N7H0rJ8ReH2s5IzEwjjZckY3ZPrXI7p2Z6EXBq8Tze+RRC6klXA47V2fgXxdYPpi6Vq1sJJLf/VygDcY/Q9zj+VcjrqIZDGmdyHk+ua5xJ5rO7WeFykiHINa05WMK0OZFS2YFVY9xV+HLnis6yUvElb8Cw2tuZ7h1jjUcsxrXmZyWJ7e3IA4rP1jWbe3RraACecgq2D8qfU+vtWZqHiGa+DQWQaG36NIeGf8AwFZsMAQ4Uf8A16fLfcadj174axW11pA88xl1kO0g4K8cg/zr0FtMu9L86+029ba/MlvKm9WPv6j36ivKvhesguL7GfL2pn0zk/0r2HT714AAfmT0PapV46FN31IU8RrfxiOXT5JZGO14Y+HUEdgeted6ho8v2ue8tIiLcuQfVT6MOxr2I21nqIWXaomjH7uVPldPxrMu5NRhnVBPZLO/y+XcIAt2PQt/eHY+9P2UZaoca8o6Hlogu7hstcBIwPuKnzH8awtfiPnR4PyjqK9J1PTLK7lwkEml32SJLeQ5QH2Poa4zUbHMzpIgcxHaxQ9x3NYSpyjujpjVjPZnm2rrseI+5qS2YbVPqKt+K4UhNsI887s5/Cqtgm9E+laU3oc9Ze8aVvG0hHpWoFjtoTLM6pGoyzMcAVRudRtNItw0zbpSPliX7x/wHvXNXl9d6pIHum2xfwRL0H/1/erSbMi/qmvG+PkWSbYM/NIw5b6egr2HwBNZXOgWobEuwFNzrgrzkqa8Pii54xivWvhpbyR6LNKQQjzHbn2ABocbaopS6HoEukS6XuvdDkuFdjuaIPlT7EHqD+YoOqajf+ZYtp6yyiMiS3l+V/qpPX6d+xq3Y3bwY7p3X/Ctki21KAhgN6/dboyGjSWkgUnF3ieRT+G7+2Rr+OFxBvKsdhBRh1DA9KrrZyMTLJdyvg/6vgAflya9Lvjd2d2jHVGt7hxsRrhd1tOOyueze9c3qdjZ3c7K8K6fdjiQRndGX9vQVM6PWJtDEraR5jrcZ+2nuuOK5yEnOBXeXlqk00m6IlwSCE4x+FcZZw73FRTvHRirNSs0WraBnIOKuTz22nwedcyBFHT1PsB3rKvvENvYqbezCz3HTI+4v+NYMrXF1MZbuUySn16CtlFswNC91qTULhBHH5dqrA46s3v/APWr3XwpFYX2kWpcLLvhVfMA2lwBj8DXz/FEa9u8CQSweGLPzARuBYA+hJxScbaopPodWI7/AMMmP7DPPdWZb/Uum7aDnpjoR7dfSo7jU7S9Xz2sjHEuGa6gXIVvVgOnPetnT78x4WXJXs3cVfktFYG6sSsVw33iuNso/wBodDVRd9GS9DkfFOp3b6PEsBVzuDFwvJHXP0Necaqn2mYyqpHGAG616813cwyNvtYL22gYF4Il2zWf0H8Sd6ytY0vQdaiknjdLKQHPnAYQ5/vL2rOdHrE2p4i2kjxG5sXMuCMVl30Bt5rfPfd/Su+1bTLjTLjy7mMOg+7IvIYeoPeuT8Sonm6c6HIYv/SsotqVma1EnBtFGDLHArYtLU4BIrOhkt7SLz7iQIg9ep9gO9Zt/r1zqH7m1zb2x4LfxN+P9BW6TZybG1qOvW2nExQL9ouOmAflX6n+grI0/UJG1iG8vneRQ4JCHG0Z7VnxwhPlA/Gr9nZyXFzFbxqWlkYKqj1PFVyKw02j6O0xrPULZYrmFJEkUdf4vQg9jT/sGp6NOTpUcslljc0QfPQ9QPX1x1qlp1v9mtYYs52IF+uBiuisb9o8LJll7HuKlNoGZAub27QXtxaefD5mPOhGHiOeN6/1rL8WWerXV/ARFO5gUsY8Z6d8DqMeld1dWwucXVrJ5c+MFl43j0NYEGoT6bvEFwZ7aA/vLO84uLfPGUb+JatxU1qKM5Qeh5Hf2zSyMzrtc9fSsSbTCJcFa9k1iXQtUtxJqEXlSsdvnxLgqfVh3FcFqej3Vh+9iIuLb+GROVI/pXPOnKGp1wqxnvueYQalBZWys3zuR8qL1P8AhVea4utUkEly2Ix9yIcAV0em/Dy81HTZtUtWSTkiKEfefB5+h9B3qkdKu4HMcttIj91ZSDW8EckmUI4f3e0Djt7VZtbaSaVYYo2eV2CqqjJJ9BXRaT4P1jVmAhs3VD1lkGxB+J6/hXqPhnwPaaCBO5FxekYMpGAvso7fXrVvQVyPwl4eOh6UkDgfaJDvmI/ven4dK6dIitTLAF5qUIcVFh3CGVom3KxVqvGW11CA217EjK3UOOD/AIGqBXIphJHWmlYTIbzwocu8N3LIm0bUlO5l9s9x9ea5250q0teNWE9o0hHk3sQ4Q+jf/Xrr4NReAbWyyeh7Vw91qt9qvjK/0s6zcQWpaQRRqgYEhNwXBHA4PWq5ibHEfEfTJre3tC80FwQXKTQrjeuBgk152msPDEsVqmZscsw4WvQwyXXhvVUuZxiFoZYVcj7x3blX6jt7UnhvwHp/iLw/Nd20jJfGUruPKoR0GB2IIOetZLV6msmrHnkVvI7mWcmSVjks3NXEgO3HT0rtG+GniKKTYtorgdGWVcfqRW5pPwrvJGDapOkMfXy4juc/j0H61qZ3OH0Dw/d65fpaW6YUEGSQj5Yx6n/DvXuel6VDp1nDaQDbFEu1c/zPvVvTNDs9ItVtrO3EUY6+rH1J7mr/AJIXoKlq40yusJFTo7RsCCVYdCKeY8Co2UetFguX0u4rmJre8jRkcYO4ZVvqKy7rwpaCORrRnUNyqFshfYH09jTi2BWH4r1m+0vw88tlcSQyCVBuQ8gE8007EtXIdQ0u3sYDFq9jI0DfMl9bn54Tjow9K+c5b+6vsww/uoCSDg8t9TXuOpa7fLokd9aeItSlRpjbnz0VFmwuWaMddoPBz6j6DMv/AIXWt7Y282jFYWEYOGyVlB5DE+vNJu7GtDyWC0CKAq8nrnqatCAkD1FdxH8MfEPmbfJhAz94zLj/ABrptG+FccTJLqtx5xXnyocgH2LdT+GKoLnD+FPCtxr94rOjJYxH95Jjr/sj3/lXtdrZrFGqIAqqoAA6ADtVu206G1gSGCFYokGFRBgAfSrAiC8YqWrlXIUjKmrlvcyQn5Tx3U9DUZXFNIx3oSE2XbmytNXAk3PBdIMLNEdsi+3uPY1zd/4au7eIBWWctlSFXAb/AD6Vq+YUIYEgjuKv2+qK2EmIDdm7fjVJ2JaODfTkkgdNNul3Rj/SdOux909yue1eXfEPTrnSr22lSJApLMgTOwjjpXoWrOmqeP7mxvtSubWJZysE0UscYh4ByWcdMZ49a4HV9Xu7XxLHFqbTzxWV0U8q7ClgobkMBxnHpxmsZ3c0b02lTZwwt57iXzLtmLY4VhjHt7VfjtvoAK981P4faZ4hRLo5jlZAVnix8644yOh4rKg+EFqj/vb+Zl9FjAP55Nax2MWzyKKzkmkWOJGeQnCqoyW9sV6p4K8EPpoGoain+lEfu4uvlg9z/tfyrtNI8IaZogzaWyiXGDK53OfxPT8MVsi2IHTihodyjFAAuKnWMr0NTiI56UjJjqKXKO46G4eE5RseoPQ1Pc2lhrcSrcR4mUfI4OHT6H+lU2GOaiMhUgjOe2KexL1Kt/4XkSTfabXVRnY54bHb2/lWC9vpzXhNs9xpdzn9/YNyCPVM9q1PFviC8sfDbyQXEkE4ljAlTrgnkVw/i4+ILDQ9Nvr/AFC6a4nZ8q6cwfdKgtjgkNnH/wBelOT5XYqmlzK5N8HJnudO1KCXDRxSq6D0LA5/kK9U+yQtglRmiimiGOMKAdKCijHAooqhIDGvHFRkDPSiikURuAM1XeiigRWkYgnFeU6vqE+l+M729t9vmxzNt3DI5XaePoTRRUMpHJXjHzSucA4H6V3nwSnk/tjVrEnMHlCTaezBsZ/I0UUR2CR7WYkK/dFMMa46UUVoZDdozTHABHAoopFohPU1C/B4oooAruc1yXjs48Nv/wBdo/5miikxnDat4hfV4YUfTrG3aFFSN7dXUqgB+UAsQBznpyea9T+GUz3ngLTZJzudN8QP+yrED9KKKUQkda0SZ+6KYUUHpRRVkDABk011AzgUUUikRkA5qB+KKKAK0nSq5YkkUUUmM8t13WX03XtYjNlZXkUk24x3cO8AqOCMEEdeRnB7g1xmrXc+pTXN9dv5lxM4ld8YyxPP0+lFFZfaRqvgZ9E/DO4kvPAGlSTncyo0YPsrED9K6dlGTxRRW6OdjGRdvSoccUUUDRE3T8ajboaKKRRVeq8nSiikI5TxuT/wjT8/8to/515vq2uaje6XBp9zdSywQytIu92YktjqSecY49Mn1oorOWxpDc//2Q==", 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", "info": {"video_id": "93759", "label": "bending green chilly until it breaks", "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": "29adc40dec1fb98c41698e375f3267c5971bc6925b3a38dda3be7631be01d7fa"} +{"episode": 44814, "episode_seed": 1347531101, "split": "train", "timestamp": "2025-10-13T03:18:05.722990", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1347531101, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 thermometer next to mouse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "91542", "label": "dropping thermometer next to mouse", "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": "91542", "label": "dropping thermometer next to mouse", "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": "64f798c98c602419a45638da6c1ffc88c5643a40bed5e5c478770b76cc9ff5b1"} +{"episode": 44815, "episode_seed": 666093366, "split": "train", "timestamp": "2025-10-13T03:18:06.268594", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 666093366, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card case upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "23394", "label": "putting card case upright on the table, so it falls on its side", "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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+WK2wi95y7GNWm6zjS77+iNy7iUeEzKBhkk+UjggEhSPoRSGZCYpOQNg+n3c/5NT2xW9sLewfOTNuYDg7B82fzxTk09y8ySSRlY0K7tuD045rttsZYh2k0yld2VuILINGpM5/eMwyzFgOSfxrCuoHc5SbBK5wa1Zrg3NtbXSn92hWJPqBz+tUbu3WSwhu0RXiLOjH0w7Yp4uL5FLsYYeS52iTTJGW1MbkMVJGKsiXaepxXPxTeTOxTjn1rQjuhIeOG7ivOvc70tDWWUEYblT2NLKNoBVvz7VnCXHI6dx6VaibcpxzUyWgJ6hIgkX0bsawtXuGRUjJ2ZPzEdh7e56CtpyRyvUdq5zUXe61RUC/Im0EjsT3/wAKeHjeovIiu24csd3obPhy0f8Afyq7RThNyFTwpHRSO44xRaztcWIlYpukkZipPGfSrOiypDBeHoVi3fgAarwafJZolo0chZgMsvIOQMj2r0HrqZ1YKmuTtYt3cclzptz5krCGMhVjQ4DHgksevfpWZJavbRrFAN6qARnrg8j+daU7GKyuLMffMzs4H8KjB/wqKVWezaQM37sRbtvbKkf0FXXi3R9DmpyXtSLSjIWlSWPHQ9MZq8y7D1yprNimaOdGEhPHdcVpLIsoyOvda8yWp3x2GNgrgrkVXkhK/MuWX9RUzfLyM7e/tSZx3OKQXPRJFPfpXlnjq1dPExkVSQ8CkYHQDO4/kK9VV1kQEnmuY8SWsDTLdSRlm8h4CQMkBq2ptJ3MJx5lZnG2E6218jMcIw2Z9M1Hf2L3Gp3l3EFZoyg2n/d55/Gs9kvlQAxxHb8vzhhn9Kv2t4LaB4ZXLMSSZNpBfP8AnFaKcWrNnXiEn70DMltHezu5WREHlscqc7jis+/m+0wCVSfIUhI/9rjk1oXkkckMcIutseTvDZ5rHvLK3ZVS1vWhQHOzduX8B2q4SglucTjN9Bvl/abe5aPkxqkYx32jJ/U1nxs+9VALMTtArYsvIsrNYFnVzklmJxkmpdGtlvfEKOqhooWDuQOOOn61z1tZXR00m0rCXnh/VNJcySReZCOfMi5A+vcUW98Vxk16Os4Yde1efSaVFrHjS8sDfy2KkyGMQxhgzKhYLjoBwTn/ABqUmzT2ttzvPh7OLkajg/d8v/2autmQlT7V5j8HpLzfq32hnfiEg545316mx3rkCpa1sZSld3Ry99HH9i1GGFlF5cupVWOCxUjA/IVjw2+sTTNDPAsETKS7qwbOOcDnjNdFqmkLeuzng+1YzaFOG+W+nX0+at1iIxik0OnKpBNRtZmxMUvLOLJwDtbA4xWNPpS3l1cPeNuUn92VbBHoc9sUw6RqIGF1SYemcGqr2uqRsUkv8n3TrWixcVsYPDNlO10K8g1iK4mullgidmXcxLHjjNHiKFJLQsQCVIxUrx6ioJNwhx/s1m3kl5LC0TspB9qmriY1I2ZVOhKDMq0YxKEHAFblnfYwrHisfyWQZPJNUdXuZ7XTmkhkZHDqAVrljK7sdLWh6FBOODn6GuqYAgEGvHr64a00ODUdO1zUZUa6+zZuIljWchNzPEOu1SQp3eo9wPW4iyIA2Pw7Vc1axincpaqyxWju8bSR/wASqeSO9Yt3Omu3vnW1+LRkhWMxuhORknP610lxGJUKsMg1zd/4ct5G3ZYDqMMeKulVjTTTQLnU1KDszR0iE6dIjy3YuJHQrK+eAByoGe1XbkQ3McqxyqjyMCx+lcg3htOqXEy/RzUE3h+7Vd0Go3S47CQ81pHFxXQmpRlUd5M6PUdAt7qNfsdy1rJn5mUkh/qM4z71a02yXT9JisXkWYICCSODk56fjXFiz1RANmrTk+jAH+lKW1yLpqIb/ejH9Kt41NWZCwji7otalCkF3MqAAI4xj0NVQ+05Bqsx1CW4LXUsbZAztUjP61Kc45rglJX0OuMWlZmhBcB+CcNWpYHcH9sVwulype+L202+1K6tIJJNkckUscax9yWL8Yxngck4Fb3ha4ul1TWbK7kuSbaYRqtzgOuCw+bHGeBnHFaNe7cyb1OgnAVS1ZN2vkaVE8Ef2i4lufMlEfJwFIA+gzWzMoZCPWuXlsr2xnMtm+3kkDccfTFXQlCLfMJuSalFXsW9MmuJpgZLV4bdHUSmTILAnhcemRzXUzO7XCzIQSiN8vqe1cS1/rmMFYmHoSaa2ta5GC32WN8ejGumNemuoqynWd7WN9rTUvIub2Nlaa4X54XX7wHp6HirXhuG7EV6dQgKCUoqo390A/41yi+KdYxk6eCPZ/8A61TxeL9Rj+9psv4EVq8VBqzOVYaSdzd1GwS1usRs20jeM/yqJXIIINZcniea/mhU2E6OPlJI4wfxq8jfIBXnVOW/unZTTS1L6SiXvhu/vTWG0Hb+IrnvEN1PZaS01vK8UnmKAy9cVV1mDxBoui6Ze3l/drNeb/MiK4EOApQMcfeIbOO350RjdXCTsz25/lBx26VlXx8wNuAO1sCiih7ELc56/iRTwOtZ5jVlOR0oorBnTHYpTQxvGQygjFYkqKMjA4oooQyhcxp/dH5Ve0UCCUmMbS2AaKKuO4S2OnjkY9+1cNqGoz6Z4tur232+dHK23eMjldp4+hNFFbxOeZ2Pwk4XV17AQj/0KvRySRjJGQeR7UUVEviJ6Dep57iqNygDHHYZooqJGkStIPkDd6qXkatESRyoyDRRUmqMuUArWTOo5ooqJFozZAOawvEPGmN/vrRRVQ+ImexQ1fxM+tx20Uml6dbGBUjie2R1KIvRAC5UDnJwOTzXvBJCKe+BRRW9Tocy2FHKEGopEBUgiiipQ0ZzfK3FMI+aiiszVFC6UCUED73WqkwGDRRSZaKcwGCcc1WfpRRUFHIT602larfxmwsL2KWUMY7yHeAyjggggjqcjOD3BrpfA17calfaxe3cnmXFxIkkjEYyTuzwOlFFdT+A5X8R2o+6w9DioZFBQ5FFFQNGfgb+lBUA4AooqDQpTxqkw2jG7kigY25wM0UUxkoA2A4qVT8oPtRRQDMbxQT/AGG3tKn865S617Ur/T4NPuruaaC3d5U8yRmJLYzkk8428emT60UVtDYxluf/2Q==", 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", 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", "info": {"video_id": "23394", "label": "putting card case upright on the table, so it falls on its side", "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": "92cd9e0a9643abdb342aec43f02afa59247ed9acbe19d05c6f915343c069e224"} +{"episode": 44816, "episode_seed": 3586713269, "split": "train", "timestamp": "2025-10-13T03:18:08.445726", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3586713269, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cans out of ice cream 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', (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": "24806", "label": "pretending to take cans out of ice cream box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "24806", "label": "pretending to take cans out of ice cream box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b6c6fc8c0c254c4836048a9d1db6634d2593bac6c0c48c25c99fa76272c935e8"} +{"episode": 44817, "episode_seed": 1110415268, "split": "train", "timestamp": "2025-10-13T03:18:09.534148", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1110415268, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) steering of kids twister'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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687uLtHYoDlc4YfhXonjfS/P8KzLCcG3ImAHcLnI/ImvFVnlUttP7xRj6jsa02IRuaSym/mIJIDbc16JaeFLg48y4jX2VSa8i0u/lW6ZSQrM2TxXtWl6teXQUuUQegFQruTbLlZRSRctPCkCgGWaV/YYWtaDw7pqfN5AY/wC2xNT2RMirltxrSRMcLjNVYyK0NlBCSI4UX6KBWXr17JDc2WnwD97cyZc5+7GOT+eMfnXReWFPPJNcL40vhpPiLT7yRSYlj6jvyc/z/WocXKLUd7O3qOLSkmzk9a0G5sdXDyEG2dvMjOOcZzj8DXBIzR31xGoGXLpXrniTxZoN5bxtbXCTlYwFXOMNjnPpXl8UUL6mNrl2kYsWAwM9e9ZYWWIqJut0SWuhvUhRp6U+up6J4Mnkj06C0c52IBzXHeMdWfVvE72eSttaSGFVJ4LD7zfj0r0bw1pgt7JZ2A3Ece1eReKrSbTPFd9HKT+8maVG9Qx3A/0/CuhIxWrF1CSOOGN1wueNuK3/AIcLatNqRuWi4MZj3gHAO7pXE3d3I2xGUbeo+tdL4KhBv73IAIKfL6daq/MgtY9itFtCV8tg3+6MVsQwrkFV/OsHSwflwAOK6a3HyAD86mwmO2DbwOfYUy7YwWU8wXJjjZxn2GauKoVcnk1DcRLPaSwSEqJEKEjtkYqeojjNE0231bw7cLdDzA7SSTE8ksT1/lXm3i2wNlawQ7RxLkAdxitW/wBZ1zwVfXdhE8bxP8p3DII6giuZvdau9SlMs+3eRjJGcD29K54YOarual7rbZ1OtH2ajbXYs+HLUmeOUAl1XaDXdeJ7uSw8LxlyVMsqxt7jBJH6Vj+B44ZdrytlU7k11PjK2t77wvdrzmNPNjIGcMv+SPxrr0uczPK21BZpvpz9QRTNOvFjjuGI+bLnA7AVgu2wMjMQp+6R6f8A1qLK6eB2iJyrnaCPeontY1ho7ntWkxEIv0rsLMYC9hXN6bEAi9ccV09qmQuOD2NUYs0k6AgGlOep45psbnODwfSpDyD0HFJiOY8chP8AhFLwMcEKGUkZwRz0r59gWW580iRFfdhAV6nrj2r6J8XW/wBs0KaJR94V89SWz2lzscEbXBJ9xUtuKvE2p2ejLWniSHUbTe+XbkqOwr1TTtQkMart5x1PSvO9NthLfG4C4LMSPpXpek6cZbWN2baMdutOF95CqNXsjlPHXh64v1XVLOMvMi7ZosZ3r6/UV5hLF8+VJC/xKeqn0P8AjX0mIoo12DLH0rzm90C08R+NLrT7u4a1H73yWjiDMWVCwXPQDgnJ9PeqZMWYvw5TdcXwx02f+zV6/py7R0ryn4a28iXGoeYOoiIPr96vXrBQOPegGbNt90Y5qzzjtVeEbBleR39qshsiggbjOc14P8U5SvidxEfvgFhgcHp1r3kkDvnIrxP4m6ZI+qC6A45BNTbqXHc4pbWXzhtmQxfxEDGCOtdZ4Mu3hti3LAsee5FcragvFLCQcu4JHp6123hqzIMcaDAPQVMHKTvJm1TlSskdZI41GyktpVzFKhRh7GvGtc0O40e/e1ushCf3M+PlYdga91t9OEXzM/4Vj+NFj/4R6TagY+Yi5IBGD25rUxTPDArRIWckShv8/wA69v0iM+WmfQVwPibwpp1roEOqaPe3kqm4+zFJ4giz4Xczxc52qflIb1HuB6XpUeI057Ci6BnS2S4AArWTAAx+lZtsnC47dq043BHTj0oJAnJz79653xvbx3PhW781UZkXfHvHQj369K6RhuBx6VgeL4TcaBcRr/EtSC3PnSPzZ2meKEHYeF3Yz7e/FW7JpFu7V3UKHJwO9VhHLbXBQ5Vg4P5dq1rS2E+pecCSFbCDsBUupNvlOhRgo8zO/ttamitlVATgfdFcF4zjur++GoNEWXYEdRzwK9C0zSHurdXwQCO/StePQrZF/f7WGOnatDC58/bGLoQ+6Fjnd6EdiOxrsvAIWS7vsdRsJPuc1qDwxomo+N7jTrmWexgll2LJBJHEqdCS2/jGM9OScUzwZpsmmeI9esZIp4zBMsYW4ADgAsBuxxnGOnFCelimek6cmBgV0Fr93j9axrAAdPWtqJeMjg/zpEMs7TjqaQjBPFKrEikZgPbikwPB/isfN8TZChTtALAdccVzAgtWZrkKwWM7WUEnJ7V6N8SNEa4lF2ik4/lXA2lpNzGy/IWBJ9cVnNPSxvTkktTofCPnRWq4+ViSceld1b7pk2yHORgg9DXO+G7MCRN/C9zXcxxQRD92m5vXFapWVjKTu7nkfiPwJe2NxLPp9s1xYudxiT78f0ripojBEYyPmU5ORg9e49a968VXdza6G81vK0LiVF3J1wTzXD+NfCmoRaLpmo6jNMby68wMrx/6kDaVVjjqQ2cdvzovYaZ3tj/APeujtegoooILx4Kd+3NSA8kUUUMRSnRZYZA4yACK8f8AEllBFqbFExu5NFFBSG6bEgcECu+0hfMt13E49O1FFAGmY1VBgV5lq1/NpXi67vbbb50Uz7d4yOV2nj6MaKKGCJPAyBJLvH+wP516TYfdWiigbNuDlaeh+X6UUUEiTEhRiuS8ZWUE1id6Z4oooBHmEMEYl4Wur0YCN028Z70UUIpnaxRKyAnJrA8aqF8Ovgf8to/50UUEo4rW/ELazBBFJpthbmFVjje3R1KoOigFiAOc8Dk813+njCRge1FFCKZ0tpyoq8vzFT3IoopkjxVG9QSwOj8qF6UUVIHifiGwt01aQBOGOSDT9MhjV1wuKKKZb2PQdIZhEsQOFwOlaojUDdzn1oooJPONW1c6Z4g1OM2NjeRSzhil3DvAZRwQQQR1ORnB7g1P4avJ9Q1PUby6kMk87rJI2MZJz+VFFIZ3mnmt6DoPpRRTJZKRgkDpTZOVXPqKKKGBj+IbaKayYOoPFeWPaxRXbqq8A8UUUDR1vh2xhmIZwTgdM8V1SxqsQwKKKYHM+NuPDz4/57J/OuAvtc1G/wBPg0+6u5poIJHkUSSMxJbHXJ5xjj0yfWiipY0f/9k=", 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", 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PNaGx0PiDUmtNAR87WncRbj1AwSf5V5tf3iyI6g/KAwI9DXo/xA0zz/DJkiYA2jeZjPUY2n+efwrxlpZCrjI3jg+9XtqQil/GAT3r3Kz8KXBC+ZcRrwOFUmvDM5bkdDX0DpWrXl0qlyiDA4AoGy5aeFIFAMs0r+wwta0Hh3TU+byAx/22JqeyJkVctuNaSJjhcZosQVobKCEkRwov0UCsvXr2SG5stPgH725ky5z92Mcn88Y/Oui8sKeeSa4XxpfDSfEWn3kikxLH1Hfk5/n+tQ4uUWo72dvUcWlJNnJ61oNzY6uHkINs7eZGcc4znH4GuCRmjvriNQMuXSvXPEnizQby3ja2uEnKxgKucYbHOfSvL4ooX1MbXLtIxYsBgZ696ywssRUTdboktdDepCjT0p9dT0TwZPJHp0Fo5zsQDmuO8Y6s+reJ3s8lba0kMKqTwWH3m/HpXo3hrTBb2SzsBuI49q8i8VWk2meK76OUn95M0qN6hjuB/p+FdCRitWLqEkccMbrhc8bcVv8Aw4W1abUjctFwYzHvAOAd3SuJu7uRtiMo29R9a6XwVCDf3uQAQU+X061V+ZBax7FaLaEr5bBv90YrYhhXIKr+dYOlg/LgAcV01uPkAH51NhMdsG3gc+wpl2xgsp5guTHGzjPsM1cVQq5PJqG4iWe0lgkJUSIUJHbIxU9RHGaJptvq3h24W6HmB2kkmJ5JYnr/ACrzbxbYGytYIdo4lyAO4xWrf6zrngq+u7CJ43if5TuGQR1BFcze61d6lKZZ9u8jGSM4Ht6Vzwwc1Xc1L3W2zqdaPs1G2uxZ8OWpM8coBLqu0Gu68T3clh4XjLkqZZVjb3GCSP0rH8Dxwy7XlbKp3JrqfGVtb33he7XnMaebGQM4Zf8AJH4116XOZnlbags0305+oIpmnXixx3DEfNlzgdgKwXbYGRmIU/dI9P8A61FldPA7RE5VztBHvUT2saw0dz3DSosKtddZ9h09q57TYwFU47iultlBUdvQ1ZizRXOBgfnQc5yfXtQjkcNwacec8gcUmBzvjUJ/wit6HJBKZB64I5r53gEt00zGRUfI25XqT/Kvo3xXAbvQ5ogM7lr52ntJLO5aNwRtfk+4qHdK6Nadm7MsWayw3tpvb52Y5UdhXq2m6g/lKuDnHXtXnWn24nvzcbeS3B9q9K0jT2mtUcnApwva8gqNXsjmvHWg3GpwJqVom+eFdskeM70/xFeXvDlxtLbCcOp+8nsf8a+kVgjhTaW3V53deH7LxD41u7G5ne0z5vlNFGCxYIWC+gHB5Pp71TITMDwGpe7vVByBsIH1zXrWmptA4/OvL/h9aSxXd/5uTkR7W7EfNXq9gmOKBSNu2xt9fpVn5sYxVaAFFyPu/wAqthsigkYR16/yrwb4nPt8VSCEj95gnKjg9Ote9NgZ75FeI/ErTJDrH2oA4PGfep80XHexxotpRKSJk8jBJYDGMda6/wAG3ckVkpwTn8zXJ2y+bC0BBy0gYg9q7nwzZHKRqABUxcpO8ma1OVKyOmnUapp8trOuYpUKnHUV41reiXOj3b212pAz+6nx8rjtmveILCOBdzv+FY3jMKPD0hRASZFXLAYIPbmtDFM8H2FMbuuea930iMiNM+grzrxL4V0y00KHVNJvLuUNdfZis8IRZyEDM8QzkKpwp3eo9wPUtKjxGnPYUIbOlslwABWsmABj9KzbZOFx27VpxuCOnHpTJAnJz79653xvbx3PhW781UZkXfHvHQj369K6RhuBx6VgeL4TcaBcRr/EtSC3PnSPzZ2meKEHYeF3Yz7e/FW7JpFu7V3UKHJwO9VhHLbXBQ5Vg4P5dq1rS2E+pecCSFbCDsBUupNvlOhRgo8zO/ttamitlVATgfdFcF4zjur++GoNEWXYEdRzwK9C0zSHurdXwQCO/StePQrZF/f7WGOnatDC58/bGLoQ+6Fjnd6EdiOxrsvAIWS7vsdRsJPuc1qDwxomo+N7jTrmWexgll2LJBJHEqdCS2/jGM9OScUzwZpsmmeI9esZIp4zBMsYW4ADgAsBuxxnGOnFCelimek6cmBgV0Fr93j9axrAAdPWtqJeMjg/zpEMs7TjqaQjBPFKrEikZgPbikwPB/isfN8TZChTtALAdccVzAgtWZrkKwWM7WUEnJ7V6N8SNEa4lF2ik4/lXA2lpNzGy/IWBJ9cVnNPSxvTkktTofCPnRWq4+ViSceld1b7pk2yHORgg9DXO+G7MCRN/C9zXcxxQRD92m5vXFapWVjKTu7nkfiPwJe2NxLPp9s1xYudxiT78f0ripojBEYyPmU5ORg9e49a968VXdza6G81vK0LiVF3J1wTzXD+NfCmoRaLpmo6jNMby68wMrx/6kDaVVjjqQ2cdvzovYaZ6FY/wiuitegoooJZePBX8qf3oooEVJkWSOQOMgDFePeJrKCPU2Kpjd1oooGiLTYkDrxXe6N88IBJAHYUUUwZreUoXgV5jqt/NpXi+8vbbb5sUzbd4yOV2nj6E0UUmCH+DhtlugO2wD9a9DsOg+tFFAM3IACKeh+QnuKKKGSExIUY71yHjOygmszvTPFFFJDR5lbwRiTGK67RBtkRV4yOooopjZ2ccSYBIyfU1z/jRQPD78f8tk/nRRQLqcPr3iA63FbRS6Zp9uYVWON7dHUqi5wgBYgDnJwOTzXounjCRge1FFCKZ0tpyoq8vzFT3IoopkjxVG9QSwOj8qF6UUVIHifiGwt01aQBOGOSDT9MhjV1wuKKKZb2PQdIZhEsQOFwOlaojUDdzn1oooJPONW1c6Z4g1OM2NjeRSzhil3DvAZRwQQQR1ORnB7g1P4avJ9Q1PUby6kMk87rJI2MZJz+VFFIZ3mnmt6DoPpRRTJZKRgkDpTZOVXPqKKKGBj+IbaKayYOoPFeWPaxRXbqq8A8UUUDR1vh2xhmIZwTgdM8V1SxqsQwKKKYHM+NuPDz4/57J/OuAvtc1G/0+DT7q7mmggkeRRJIzElsdcnnGOPTJ9aKKljR/9k=", "info": {"video_id": "154329", "label": "touching (without moving) steering of kids twister", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154329", "label": "touching (without moving) steering of kids twister", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154329", "label": "touching (without moving) steering of kids twister", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "154329", "label": "touching (without moving) steering of kids twister", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e51d968c3dc5177b32f6fe6056c1c3bcc770b76a6c638e30dc7cbfd6716612d3"} +{"episode": 44818, "episode_seed": 693681021, "split": "train", "timestamp": "2025-10-13T03:18:11.450496", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 693681021, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a window so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "45566", "label": "poking a window so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "45566", "label": "poking a window so lightly that it doesn't or almost doesn't move", "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": "ee5aa542a757c7ade35f92fa6ef7b54a4e6ddadd6f98bf7a15d820c784118b2e"} +{"episode": 44819, "episode_seed": 1325896128, "split": "train", "timestamp": "2025-10-13T03:18:12.379846", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1325896128, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a plug into a 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', (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": "195858", "label": "plugging a plug into a socket", "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": "195858", "label": "plugging a plug into a socket", "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": "195858", "label": "plugging a plug into a socket", "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": "44666f50a2a68d7286ef78640b10d1b96adf7a0ceb6e7b5a37505b0e95694487"} +{"episode": 44820, "episode_seed": 3181679166, "split": "train", "timestamp": "2025-10-13T03:18:13.922310", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3181679166, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bangle onto ground'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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EG8CTbuZQFbdx+QxV7T9010Y7iVI1t8x4aLcMfTue+SetS2bqJQ+0XqlrdYIYnxuEgcsAQc9Mdc1cdjIcmLBiI3qV+Xdx8vp/Kh2MG2beMgqADxtyeOuTj8wKtpNPP9oWQuqOSzIo2iQ9uh5FPTqRJFC409JU2TRq7KQcNjJ9/wCf0zT1LtMttDuWPyztycuwxyOBxxk9c5HvU8UZESqX35yMk8kZ9f0qNpVjBjdI1O5F3ZI5GTz9cjNKSurGcloZKwwLpY2lDc3DGUsTgrycD69STWf5E+9Qh2LwFQ84HpWlb6ZPqVzbWNvbxveHGxCw3de/fpk/hU+o6Zd6UWguYvLcOUkzwQ3UcH1ByK2RnzK9jJghkMoWEBmBwnI6/jwDWtp9mDLDH5ryys+WWIAsMEYBJ5zkZ+lVBEFn8tGBBUMBnIBxkYx6Zq8u2LUGMTnlQmCc7jjnB/CkzeJYlDWxeYbVdDglcE8HGcjrj2q3EMB2lbd5uMFQc4LDk56HiqsMbSEOw87JLIWIGB/nr61blAmjMweO3iPz4zzg8DjuOvFQzRDprcSQQhLpdzfKRwpX8KrSs7BcLkdCT/EKD5aozoHGRtLlAAQfXBJxjjmq126RxYlk2BWAJXOVz9O3rTTQNEkUD3dw0UeMKpZmByQfce/Sn2ECXQKG4SKZRtUSvhCMdmPftg/nVB7i5t/tVhGYxEWGJY+6Ee3Xrj2rTuWs2vJTaeb9nVsRtLgOwHHP161a3MpbFK8tWhWVLiIli0aEP/vg4P4DrWdfXH2y5cSRyxFeBnkbemMfp+FausTxT21oViclgA5UDIKKR+RBWstIxO6OVVXZjtaSX5Rznnvng9fWk9GYyZUNokI3bcMwwDnp68+1WILeEjfJukwAdmcbh1Iyehx/Orc0cMd7KFV2AbYQRxn0z6Zot1ltIi7xuHwwyT0yB19OvSg0hZ6l21MD2EkzGKPe4YIsY4Hf5j2A/H6U6CISTH5XW3VRvIJBXnqMdjVW2jWS3C7AYsgHkZHfd61sWbeVdWrGRzG8ilgOcLnOOPXipNt0bt54butO0u2vLu3VgV3vGo+4uOM+5yOK5xxCJDLGrRtITgvjKr0wffIr1nW/O1iKa18yO3tI1Vy7nmRhzjnoB1ryGYrud48MgGEC/LuA9v61bVrEwle9yu8m2R4gXeUnG1Rkr+fSpbm2S3NuiuJJ1XfMmc5BPQ/y4+tZl7PGxmtSCspVWgkRiec8hvSrdletBb3UR8uR7hk3yv8AfAXJwPTnH/fIpCZoyW9pc2pmtvOSSJcyRuOnOAVIPTkdaoqojtLndKEDgRKD6sR19sZ/OrEd4sLsrHakqGOQ47Hv+eD+FSJHbzaY8+9ZLjzlAiwTnjAB+v8ASiXQxehl3A+1MJTPGWTjcUOW47ep9/enzWkixwLs/cyAYI+8Seox16jmttLayk0+4lspnZrB1+0ooIKsxwGj5w3zDB6dKyp4JLlBPLt3BAoVScqPU/j6d6TTTJg23psQ2kbiYxK33H27hjnP3uByQBVywle0uLhkCv8AMRG55/LPf37U5LKEWDXMTqr4y+JOQe2T0H0HtnrTrPTp5Lee4OfJXC+ap4UnnGP61mzriEURvXhVpFhUsCNxww7Z9frViW42MuCW4wVB4445+uc06O2muYpEjiJkC7sgDAUd/rUFzetDbqYo4wSRyEDED0yR+tSXYme5+0LGZoFHlLlSGyXzxjH9PY1SnIAV2l2pn6DPp/8AWqUzG4j/ANbIyk5IkA4HbkDt0qneTLBEZGj3Rq4V8vg49RmrTIkizaW/22R3ZisEakksNvPbBNVePLIZG3qw9gw/oetVUld5Zo453ksXkDAdyvoPStTUZYLm+eSzt3gtC3yqW3FF4HPrVGNTYryHytyyuDGeeFOenU1b0oC5uIUjYRxIzmOUkcOckZHf5un1FV0l+zKXZl27CuWOc4xx/wDqqVAJoHWMqxk5bA7fXqOtUtzOLBLe7htRBdTzNcXLllafJcJghhk87S2PxB9KZdWqIjsA5YN8xc7myMfpzipTHK139ommluJNiohd9zBccAZ9K0Li2RI/LiDgSKJCzHdkdueO+c/hUyetzaCMuazW0iF1bsvzHnafMwfQngdwcDp+FVIM7JSUbAOGzyxznk/57Ve1GOVHW1UssZKuHPABxjHHY1cmC21iYjbxrKjlnkPVg3Qdzxz16cVmmbIzobWJWRbhWZRgNLkHIzk57/04qZpgkibWclSBhc4wDkA/XmpViSSybM6Kq8qhB3OepBI7fiKgur5oUQGOJtzD5pIgev8AQdqYmPk8i7gjiiHlzg/MdmBj1yaryOiRopbLLgBsYz7053LRKAqDf8o2MQpHXGO2eD+FRyuyKvybiD0PHH1784qkZMs+FNRs9F1yzvXTGSU2NIPlzxn1xnk1b8e6jZa14kRrI+akUe2WQMcSvx936DjPfFZLosaKAV3LnOMnOc4680+C3WQ72wqRDewCknH+HH61tfSxzpXdyPTra3kidXCiZc7cp1HPU9vYD05p+l29vNO7vcFFCOR8v3j2XHbr+OKn+zM8Mn71Ulb5lZjjB68H/OaZEPItWjBUyBwAwXB9j9fX6Cs2bontjCZirEqhGJEGOV7gelNmhEkTxDcqk4VSeQp9T9P8inwLILpYGAmySThQRkj144zx+FacQhRGh8m4lklHzEYwNrdQfTO059qh7nQkZP2KSyhDyCQJxguCOvT+RNV7iISiSKTzEBXDAfxc9PzGa7G+tItUgiidxBdKu1XQ7Y9vqc/yP51zp0Mwaes39qRTQ/MIVKbV3jP3mz/9brVbbkN3MO5sJbe3jezhmMW/ZvALfNjOD+pqWOKaKIpKQ756rx+n+elddBbLYPZw2F1/pBjUkHJ8xmzlhg/j/PtXUaJ4WdokvPEkNs84YsyAEqQOhOemeuD+NVG7ZjKVtzy24sbi3tobmSGSNZziOQt2AywxjjqP1prieSacMdoYeXhm3bfw7dK7j4jXllPqdhFEqssCyFmUfKGO3AGOp4/CuJLb9smMg5YnOcn05q5KzszCMlPVCNaqI3RFCGPBbqcnjnnv1qS5mLWsMPlosxI2ALgMPb3z3POatKYTbQqPKUljvXGSSOhz36n9KbcCGRE3RxknCrIHyMYB6dv/AK9QzaLJGkWOwSARxxupLlgRmUN0/L/CpkeUW5j+WNWbJKgfMw+7zVTdG0rtIBkfLjBB3YznB/TtVvT7iOKEv5oVklAI2dAQCc+owMe2Kl7G8GjdEur6s/kSTYDW4ZsL1TH3c9s8Z/CuWuJEiujAJduThSwxk9yw7VtR6p9k8uW6kleXbvjCKPkP4d8EZz6H2pz3Onaw9vJcaas++fyXeRSq4OMFR6c+tF3bUHZPQ56AJLMsQKjcdpZUzjByWGOvrUieFZo1N350Uw3/ALvaxD7c9SpHfgfWtS4u7fQ9Tn/4l75MRto3gUFBuPy/L/CTx0rrvD3hG1uxaarqMX2aQZlit0kIyuOdw6Y74pq72MpOxymj+DNS1VmlljkgtgQGkZcEn29axrCRo9Sh2RvGqSrJgqDvKnIzn+detap4jitbKa200xMyqAkijKJ/if8AGvJYlnuJ2j8mQncFG8YwDz06981rVpygoyktzjhiYVJyhF3a3L2tXmnSzN/ZInH2ufzpUdNixKOdvX5vmOc9MClSMiE3BdMsPLQKDgH1J9cZNVJQkEvlAbsDhx6n61LHPNBAsW5QpbOMdCO9Zt3OmCsPuLScaeBEoZckS+m36fgakyILOKNFlYOPmQnIzj5fqRn8KjMxlgMiBThgC6nAI5OMfpmk88QzPJhVMY4G4AjnB789c5FYu97G6epYtoC8TKnmEAruTHfPHTircelTSLAGym+UqAf4ffk+vH4Vn2FxGTcqse5tmQVPGc46fj/Or8d2hRrmSWaaAvgoH3AL0BYfqPyqdbmvQrazappVz5RcqByzkYwPUY6msqVUbBlVHWRfkz3HeukfWLHVYJLa4gmmCRFkQrg5HGCc8kZqjqGmaRaWENxFFLbxXCrI8wZpCoyOD14x3HrV3SZk3cxrrSr678maxtt0cpYgQDJXn+6P0+lR/Z2jRYZpyH3EM3IyB6j/ADzXYQeRqd+YtBm2OUCqYVDrjb1+uf8ACqXjHRbrTLPTZtRaN72Te0nldMgqBjP1q4tswqPQyLKRvIlhJKEjaS2eVGCB+PSrMV9/rolQlsAFx8pwAc57Y6+9UrGG38rygWkcESsdw6c7h9ec/nUsF0qykuQX6ABOD16+9N6maVx8KKXILsVB6HnB9/T0qUzGF2+chMhRv5WqhuI7ZGRpl83dsctxzx3+tXTsncyxkMjH5gpBwcDIA7HNJp2udEWr2FmlbzIULOin50DHdhjkgAen171X2LKjT7ivQoF4zjrnPcc8etTz4nleMHyOTgSHbhcdPfgdu9ULhhHuMciSKMgMIyu7JzyOMEf5NZ9TVXNK2iNzGpQIZmZwwIx+mMZ6mp10SaWaG3ADOYgxBywTnoffGPzqhHevb2ESz8sGYlGJB3HoeOoGRk/h2rTt7y3sZkWW9lBQBo3cnaDyOPY9x7GiKuwk9DIlgFnKYsANjOFOSB0rMuftCmOW1R2dJgflbIbPVcd+cda6fWdKm1E/bdLKoXk2vD5oBZu4B6D+tYjC5gmRZLZ4JZDlIgQST3/CrMrkTFhGJZS7Cbpk5PsadE8iJLKrBAwP8OCR/ntUZnlmtvOlKrtUKV2ge3b34qSJkIjR8qzoSewBPQ/0rWOpgn3Jopmlcxl8lVJO9Pu8Hke9NHmLJGgSV/K5KxoWIXOCCOh4xzTo2ZY2XKZZMEsd2AcHjHfNRTTsiiMlVYnLEAgg445zyKlm0QtpZ/tkJT5mTDHDfe7f16VPa6hCNQ+yXPmBJT5QYgblwT1J6cmorGNbq6WA3EUAlwvnSnCqQeh+vAqufKTV3kkPyNu24x8wPy9fT3/Cp66mqfY6Sz0i2N/AzXDth8cvgb8YVgfqSD7VZaHbp19YSpsETNMQy5Coy5xgevI+n4Vku8cWgxpljJKcrjqB2A9Omfxrr/D2mWespbNDJJJn553kDIwHcYPr8vqPSnFXZNR8qLng/wAKRaHaSas1vsuJuUQkEQqxGcew/wAai1bxFcXc3kQTOLVF2OwG0ynuSf4R7U7xnrslveR6LZgCMAPLgZA7Kv0zyfwryzT5b/UvF89hca3dRY8wxbF3AuqFgAOgHHX2969XD0oU4+1qK/Y+cx9etXn9XoSt3f6HRa5tuJrTdKI+TvB444rDlbdMfLceWTjapz+tZNnqN5qKs1/fySsCrKGPfB6VqzbEdDIQix4DAYPzdh+QrkxUues2vL8jry2m6WHjBva/5smdduzaNuMryO49fpUqpi2jD7C7Fmzgc4wOR6cVQivi4BeKR45JSBIQVBbB4z68jitBon2Bmi+cDcGxnkdOT2rCWh6UXcgmVYVEZmJfq6ADaDzjDA8nn9abxBp0iqzbioZ1/hIJI/DtTDE4YgtF8w3gA8c+mKstNHHpb2ksMYkaT/WZzKR/cI6bc4xkjHvWbN07E+i6nMtmIbgblMp8pwM7DxkEd/4fwralmieF9OVGS5ibzYVXlck5OfQBgTkdq5fS70wzW3nDCo3T+6efz55/KtvSry5j12OdXiCzNsAdQQewA7g8np60uoO1rs6zQdHj1PWPtV1HIIoE/ebhjMhPf19setTeK/EVtFNNaQ3SorHy3cfeIAwUXHOBjn8q19amXw74SlVGSO5m+VWLdZG6t+H9K8b1ySW00YyQSkTxyBfM4yMnkfnXrYKjF3qS2R89mmInZUYOzkdQlwgtlkDALghEYY3D2HaucMrktJCx3lgZGzjHrVbUC1ro0OpadrWoSlp/s+6eNUE2F3M8ffapODu9R7gTXW1oEmjQDed20dVOB/8ArrPMK0avLbz/AEM8pwkqDmpPe36k7q5dMOzu43Enn2P0/wAKmUCfeIgQQ/A74x059Kz5p7h4XJB86RwE24GfbA7Vu3vg19I0CLUrq+DXf2pVkjVsosZ4Jz1zz9K4UtD3IvWyK27y7dFEQADEswI5yPT0H9agleNP3MUAXyzyxA37u+GHb2xVvyFR3jiDqqKNz4G0bs4GT7c1SmghjCMpcqVOSjhgMEjt+BrF7nREWFVNu4ClnZHcuOq4/wDrZ4puhahNbNcu26S3YKCgJwpPIb6cH61LFfNZ2N1bCVWhn2l0SPcSR3DZGDxjvWfb3Dwlo5RiPzCSitnjPXPfilsW3c7G2uLaJvLnPlC7jCiTGASvKk9+maZHFJd6fDaoQZo5AkOR2LcOR3Uj/Oay7q7knv4pEijlijYDDfdOeOo5GB0xXqGg6fFO66i8PlbQRHGQPlPc5A9zV01fcyqu2i6hpGg2nhfSmMWyKST/AFsy/wAI5PGevP8AOvPvHmrnV9T09fmW1jLJn+Mjgsx/LpWfqPiS51j4i3mjXGt3trpwuTHbvFLEiREYyxLjGAM475+tY1nDqFzca3BfXd3JHYuYhHdn5lJLY3AcZ47celdjhCNKV1r/AME8uc6sq0eVrk693oOtZZWlZo9ka5LFyMewz+vHvU3lQiBZwpcGXau5cbmAz+H/ANeobZ2ELQ4bzCwIJI54PfHX6Vds9zXS2YiLkBpMKcEYxkY7/wA654JXOy9loafhvwxa6nL9s1h5ERZFVId+CwBGQfUEeh9fam31jYWGsaqlscW8E26NQC2xSoIA9eTitlEh8pB84VcEY5J9ia5gOs2pao0pcGOYeUGbhgBycd8VdaNlcdCd9BbmKRotqNGMg7hnGe+OehFUHJDAvG3B+ZQOCM847VrwC4uBLI8jbmyUJyUOcg4HTkGs+QMjtCU3bei7+FPoMVy2Owi1+G6tCkFyFEuGbK4bCnkcjsc9a0tOliuNPgtb5fNkjQAs3eM8gA9c81i300rBQkaKkbKAWZ3woHQZOBj0rV0q7i3T3M53SxKACQSef4ue/ajZEtNl5tOhsdOtJISSwux5jhuNwYA4x04Ip2oX8uk6++oLEtxDFud1JAZASASnryOR0/OsS+uZ38P6hJb37Qlp4y8CnBAJwD7jvx9DTr/TNe0+x0nVNRv7kTzB8xbcCD7pUE46sGztPTjuDi4wvqZSdtihDIW8tGUEszFm7kgAil0a0XWNTnt7qWXZHaTSjYcElFyM8dKKK6KfUwe5b00KdGWVlBcKM8kZycdqkuAFNyoA+XaQSMnlsdfpRRWL3OmGxXWQ+VDNtTe0hXlQQAOOh4qixLyiRiWkY7GcnJIz0/Siih7lmrajFrFklhvZQrcgc16h8O/+RduJm+Z1neNcjoq9BRRTgRV2OEvr2e8vZLiZsyTFZWIGMEkjA9vlFcPc6hNpfiq7vbYIJYXcJuXI5XaePoTRRXv1v4CPkaP+9N+X6kFifLtpSvH3RWkU/wBFKb22ySAEZ9qKK8mf8U9zD/wF/XU9D8UxQ6d4Hjgs4I4YoLhJo1UcK2Rzz9TXMSPtjubhQBKs0KK2Og25/nzRRXPI7kR36eXLs3Myqvy7jnHfj8SapygJENoHr+lFFSzUv+G7CO+1ixikeRRLOAxQgEfTiur0/ToIfialmu4wxzsQCeu1MjP480UUluN/CWfEV7LfatfrPtZbeJo41xwB3P1NcB4jkaTwyGfBPmqc4xnmiivo6SSo6dj4vENvEu/8xjap4jk1lLeGTTbC3MQWON7dHUqi9FALEAc5PHJ5rTt5WaB5WwzmXbk8456/WiivEr7I+hw/xy+RvWFtE2uSsVy1tKDEf7pGKseI7meTSJ98rNiUDk+9FFJbFpvnM+6XyUEasxV9jsCc7jjOTVi7iQ2ZmI+cRrz69qKK5eh6ETNYYhGPQGqyxgq0pJ3F8UUUijY1bECo6AfPCCwxgHnHavWNbmk0nwuiWTGLAjiVh1UEgce9FFdNBXkjlxbtTk12PnvU9VOj+JNVt/sNlewvdE7LyLzMFM7SDkHucjOD3BpLLUru/e/uLmUvLdTLJMem5vm7DjvRRXVX+GX9dTzqXxQ/roack0kpQ7tv7xSNo+6SeSK2tAnb+2xKAoYWhbgdyy5NFFcUdzu6G5OxEMpwMqODXD6Qx+2TNnkbmz75xRRWtf4UGE3Zv6fczS3yxs/y7gMAY4A4FZryMb26HGA7D8M0UVyo7nsMu4EYWxyR5oywHThsUthGhhumK/MgBDd/pRRTIEvUSXSp8qB+9hYbeME5zVPV9c1CbQxbS3MkkcBeRN7sxycdcnnGOPTJ9aKK2gc8+p//2Q==", 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", 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N4Em3cygK27j8hir2n7prox3EqRrb5jw0W4Y+nc98k9als3USh9ovVLW6wQxPjcJA5YAg56Y65q47GQ5MWDERvUr8u7j5fT+VDsYNs28ZBUAHjbk8dcnH5gVbSaef7QshdUclmRRtEh7dDyKenUiSKFxp6SpsmjV2Ug4bGT7/AM/pmnqXaZbaHcsflnbk5dhjkcDjjJ65yPep4oyIlUvvzkZJ5Iz6/pUbSrGDG6RqdyLuyRyMnn65GaUldWM5LQoXM/2NbwJbty6xuy8EBUUYPtnn8KzDaJOx4Y8Yw3GB6VbaRZp2IikAlkZypfaMc8D14P8AhUsdvEthI7YCllCqjbmzyCGz64z/AJxWqMuazM9YUZyoJCBeFz94dPzrRt44EmjgRFJchhNIAcgdtvbnOfwxTFhaSSLy42IjOHbOB2xn2wRxU2/dNBFtIMahVDkDbk8k/n096GbxLt2IfNl8o7mOdrBQuPcgdBkH1Nb3hvQLrVboxooR0TdOXJIQdsZ7nmsO3iBkY5MUjHJII5AGAa9A8CX722kaiyRtLc71CowxnjCikty5XSujktRs47WQ2c1s8cobcTx93rg5747VlzlRECJPLiUgY6bfTNdV40tDBcxzS3MM91dZYhfTjIB7Dtn2rjryQxQyMqhyi5G5vveoHvTaswT5lcntY0uGeeZmjtYkJJcYB+nf3osPsybo7xJSjfdliwWHHAwSARn6GsdnjnmleGR1tptpEbnjOOn07/hW1PqH226luGjij3EERxDCqAAAB+AoW5EirqFjEuoW1rM4MAJmJwQrDaCMehIOM+9ZN8hluHlgVVDZIKtwvr/T8q1b+cXX2eRthMMRjk3HChf4ST9OPwotPDV++njUo7UfYXkwsi8jJ45xxjJx9aq2pi5W3MHyZQoZ2BOdq54+uTV22tWYxmSVYbcNwzYIzjOMev19RSum/wA5pTtdBggEZ9x7nJ5qxGitZyu5yzqMBTyWz15HPTr7UjWJfhtj9gWQoxSRiMyKu08dh3wB2xTo2kd3thIAsZD4OSpGMkjHf/JqGJpJI4o0mJx3H8QHWrsAWNPKECLuG8MTwAOvbpyOKhmu5ZiWKScAymLjYSy8dB+X19qqiNomZvMEgYlQoOenfPWkkjRJWSWTzpOrIi7gPxJAxkimOdpPzbRGAvzDBX0H0oTRTRFIxCMz4HplsfTJpJLd7cW8k25RMPmA6qMj8+OaqzvtE88LRtNBIu6KRcgAnnaD2+lXYLpLmO8mvDKbpzGsEa8oq8klj+X5+1UZtE1zp7C3EsMyS25GGKMDt5/iHUE/5NVFUR2lxukEYcLEoPAyxHX2xn86u2skSNJCR/ro2QdPlbgr+oA/GkSOCbTHn3rJcecoEOCc8YAP1/pRIwkZdwPtTCUzxlk43FDluO3qff3p81pIscC7P3MgGCPvEnqMdeo5rbS2spNPuJbKZ2awdftKKCCrMcBo+cN8wwenSsqeCS5QTy7dwQKFUnKj1P4+nek00yYNt6bENpG4mMSt9x9u4Y5z97gckAVcsJXtLi4ZAr/MRG55/LPf37U5LKEWDXMTqr4y+JOQe2T0H0HtnrTrPTp5Lee4OfJXC+ap4UnnGP61mzriEURvXhVpFhUsCNxww7Z9frViW42MuCW4wVB4445+uc06O2muYpEjiJkC7sgDAUd/rUFzetDbqYo4wSRyEDED0yR+tSXYme5+0LGZoFHlLlSGyXzxjH9PY1SnIAV2l2pn6DPp/wDWqUzG4j/1sjKTkiQDgduQO3Sqd5MsERkaPdGrhXy+Dj1GatMiSLNpb/bZHdmKwRqSSw289sE1V48shkberD2DD+h61VSV3lmjjneSxeQMB3K+g9K1NRlgub55LO3eC0LfKpbcUXgc+tUY1NivIfK3LK4MZ54U56dTVvSgLm4hSNhHEjOY5SRw5yRkd/m6fUVXSX7MpdmXbsK5Y5zjHH/6qlQCaB1jKsZOWwO316jrVLcziwS3u4bUQXU8zXFy5ZWnyXCYIYZPO0tj8QfSmXVqiI7AOWDfMXO5sjH6c4qUxytd/aJppbiTYqIXfcwXHAGfStC4tkSPy4g4EiiQsx3ZHbnjvnP4VMnrc2gjLms1tIhdW7L8x52nzMH0J4HcHA6fhVSDOyUlGwDhs8sc55P+e1XtRjlR1tVLLGSrhzwAcYxx2NXJgttYmI28ayo5Z5D1YN0Hc8c9enFZpmyM6G1iVkW4VmUYDS5ByM5Oe/8ATipmmCSJtZyVIGFzjAOQD9ealWJJLJszoqryqEHc56kEjt+IqC6vmhRAY4m3MPmkiB6/0HamJj5PIu4I4oh5c4PzHZgY9cmq8jokaKWyy4AbGM+9Ody0SgKg3/KNjEKR1xjtng/hUcrsir8m4g9Dxx9e/OKpGTK+ZRDOIQyISAoZyuwdhnHsfxFSeQC3nTgOECqM5BGOM8dT1oiMawxxIoBIyVyev1PU1PZeV9ojWYLtPViPu59vUVoYIbbh7a7Y7BIMZYFcsBjn8fU9fSn6e6/bmuvJjngjcuF6BgOOfccc/SrETIxLEQyO5O5QdobJ5xVcGNUkMaqqMQuME47Akjtz+NSzVMsRsz3RwI5VDA8Y+vA9K1bG/wBQhN28EvzSR7pvl9PT0PIFYweGOaFlZUCsAzbdw3buT/n0rWS5kDmGC4KJHuydoJA4wOevOePrUu6ZurWE1m3uY7aK8upd0kiAINpVVHYewA6VgmZJAJFkVwSVUMPmz0ziumi16zYR2flTPbyMNybMn5upB9Omf0qu9nY/2VcXMWlwRTJI0UgXhsY4IbseQPQ5/J37k3MYaM+sQxeRPFE5bAV1IUoFxuyB6ipY/Dt5HL9jtYHmy2AIvnBP19O/41uaL/xUl7b6dbac8UdpEscjTrt8nb15HXgiu8sbDR/CGmoIJQzYLIXfc75PRfbsKuEZSdkYVJqCuzy3xD4XbQxYi/Yme4L7grABNoHQ985610OmeKtKh+H89jMATEpiSFX+aVyeCCBwBwc+1Q+N9TfVNRgkcItvCG2Ic7uRzk9DkgfSuRAAJGFbaCckfpWs4unK0kc1KrGvFTg9DPggCCJpQrZ++5BKn1468f0rSvre2RoRGxCP0+UKce/ZetWDaeUqwiTJ++x2kZHbHt196bNb7LpZRKhhz9xRnb6n2OR/9asWdaJZIIILW3xL5haPLMABsJP3fr/9b1qZvLaGORd7SjkuMYCZ4GO9QMXaSR1dUSNg21Rxn2z/AJ4q7bRLLbo8sciBtwOwAEnkjjuOnPHX2qJG8SiunPPctJH5jbBj5RkYHr+eOveiQFA8bIzeWdrjPQ+n14rqdPnjaaSYWpSCVArK4+YpjAK49sDnrWZd+HlmvYHtNUWFpCwhWT5iT34yCPx/pQr7jbWxzxsIri6V/wB5LOQqrlsZPGB6dOKqQ216JmEgeJUfayupBznBwfbH5V1FjpNvHeztLdCRYIWYYO1/NyeSAflx7evHFbWl6bq2rtBBbSwz6YrkTOwIwOuR2z2IH4VSd3oYyZxkNlc6hceRbQu8jDgKen40/T5Hj1GHZG8YjlWTBUHeVORnP869iittI8NaXOVijWXG5yqje57ADr/SvHYlnuJ2j8mQncFG8YwG56de+aqatZs5/aJysi9rV5p0szf2SJx9rn86VHTYsSjnb1+b5jnPTApUjIhNwXTLDy0Cg4B9SfXGTVSUJBL5QG7A4cep+tSxzzQQLFuUKWzjHQjvSbuaQVh9xaTjTwIlDLkiX02/T8DUmRBZxRosrBx8yE5GcfL9SM/hUZmMsBkQKcMAXU4BHJxj9M0nniGZ5MKpjHA3AEc4PfnrnIrF3vY3T1LFtAXiZU8wgFdyY7546cVbj0qaRYA2U3ylQD/D78n14/Cs+wuIyblVj3NsyCp4znHT8f51fju0KNcySzTQF8FA+4BegLD9R+VTrc16FbWbVNKufKLlQOWcjGB6jHU1lSqjYMqo6yL8me4710j6xY6rBJbXEE0wSIsiFcHI4wTnkjNUdQ0zSLSwhuIopbeK4VZHmDNIVGRwevGO49au6TMm7mNdaVfXfkzWNtujlLECAZK8/wB0fp9Kj+ztGiwzTkPuIZuRkD1H+ea7CDyNTvzFoM2xygVTCodcbev1z/hVLxjot1plnps2otG97JvaTyumQVAxn61cW2YVHoZFlI3kSwklCRtJbPKjBA/HpVmK+/10SoS2AC4+U4AOc9sdfeqVjDb+V5QLSOCJWO4dOdw+vOfzqWC6VZSXIL9AAnB69fem9TNK4+FFLkF2Kg9Dzg+/p6VKZjC7fOQmQo38rVQ3EdsjI0y+bu2OW4547/Wrp2TuZYyGRj8wUg4OBkAdjmk07XOiLV7CzSt5kKFnRT86BjuwxyQAPT696r7FlRp9xXoUC8Zx1znuOePWp58TyvGD5HJwJDtwuOnvwO3eqFwwj3GORJFGQGEZXdk55HGCP8ms+pqrmlbRG5jUoEMzM4YEY/TGM9TU66JNLNDbgBnMQYg5YJz0PvjH51QjvXt7CJZ+WDMSjEg7j0PHUDIyfw7Vp295b2MyLLeygoA0buTtB5HHse49jRFXYSehkSwCzlMWAGxnCnJA6VmXP2hTHLao7OkwPytkNnquO/OOtdPrOlTaiftullULybXh80As3cA9B/WsRhcwTIsls8EshykQIJJ7/hVmVxm1YrY5mQysxAO7lR9PWi3UsSzAux+UHHHTp+lQW+B5z7/M65YnGGPIHPuKb5/kGOCMu8pk5REyS3atIps5k7LUuWqM88Q3IUBywYYzjnr+FOMSOPMZwkQGWKqC/PGACef6Uy1kN1uZYCMMwdSSeck4xRPC/RQkYH7z5gAc98e1Jm8SLCyTmRnLBQzswOCff25x0pXu7mHW4mtpD5m9cFxyR1AIp1uGimimKRSKrAlXPyEejn0qO9ulbUzcW6hFLMPl6J6KOMnjgHAqepqmdPb6lEE/tAQEJA+/aeq8cjPfK5/Gp41WT7SbdZZLWcAx7k4MmMc47ds+oNYEd2bjSxbR/KzO28dPy/DAr0HwKkmp20UtyYpRaMfuLtw+c8gcZHWnFXZNR2WhqW9tZeF/DYErMJ22q4Yjc7ddv0659q4mfWE1PUTIJxLIflGwYVE9ATwB/Op/GWojUPEjbJgba1/dBVOQWP3j/T8DXC2CT6h4ruNLbVJrOECQxLEobJVCwX26Hk+le3h4QoU/ayWrPk8fKpjKvsIOyX4m7rDtcSQ28b7uGyyHAIGOufSscsJG2qMtnnI4OO9UNK1W/uCyTTmRSgALgEL3/p+laCkLdFHyVQfMQOR6dPqDXn4qanWbXl+R62W03Tw0Yvpf82TPcSRsd8zbVUDIXOPSpGLjZPlVO0nhCOpPUDufXtUSEOiSK4HyfN82Oc9fxBqaRzuV28sRqoUgISAB0zjr71zSXRnpR1RXdpI4lBSQDBI8wY3KcEYPVsHP4Yp5uJodNXfvwzNhs5XDDkH8M8e5qu0xmJLOAzE8Z4B9vSrN3AraSsyTxM0r/wCoU5eLYOQw9xznpUM3TSNC3FnrNqlwZZYjkpIi4BHPUAegNaMVklhY213Hlvs8/mTvuzg5+Y+wIYH61haL5LzWiqzERglyDgkdcfTnHvWtpU9nca7Kk80iRtgoApKEr0Jx05I6jFLqN7XLn/CLr4h8QpCYsEBZmccGNcn5Se4PJOPeu4v7+Lw1ZLaWqbRHH5UEWOG4HzsfT+dNsba38OaBc6nIArBd6jdnao+6oz6+leUeLdc1W509r8XT28jyjcI+DyeAD6AcV6OFw6nrLZHiZhi5U0oU370tr9PM6ya/muWLXczu5XDSN2+g/hFcaZZCzSQsd5YGRs4A9aq6jPLa+H4bzTte1F4mufs5NxGqC4ITLPH32qcKd3qPcCe62tAkyIBvO7aOqnA//XRjqkJqKirJX/Q5ssw1SlKbqyu3b9Sd1cumHZ3cbiTz7H6f4VMoE+8RAgh+B3xjpz6VnzT3DwuSD50jgJtwM+2B2rdvfBr6RoEWpXV8Gu/tSrJGrZRYzwTnrnn6VxJaHsxetkVt3l26KIgAGJZgRzkenoP61BK8afuYoAvlnliBv3d8MO3tirfkKjvHEHVUUbnwNo3ZwMn25qlNBDGEZS5UqclHDAYJHb8DWL3OiIsKqbdwFLOyO5cdVx/9bPFN0LUJrZrl23SW7BQUBOFJ5DfTg/WpYr5rOxurYSq0M+0uiR7iSO4bIweMd6z7e4eEtHKMR+YSUVs8Z6578Uti27nY21xbRN5c58oXcYUSYwCV5Unv0zTI4pLvT4bVCDNHIEhyOxbhyO6kf5zWXdXck9/FIkUcsUbAYb7pzx1HIwOmK9Q0HT4p3XUXh8raCI4yB8p7nIHuaumr7mVV20XUNI0G08L6Uxi2RSSf62Zf4RyeM9ef5159481c6vqenr8y2sZZM/xkcFmP5dKz9R8SXOsfEW80a41u9tdOFyY7d4pYkSIjGWJcYwBnHfP1rGs4dQubjW4L67u5I7FzEI7s/MpJbG4DjPHbj0rscIRpSutf+CeXOdWVaPK1yde70HWssrSs0eyNcli5GPYZ/Xj3qbyoRAs4UuDLtXcuNzAZ/D/69Q2zsIWhw3mFgQSRzwe+Ov0q7Z7mulsxEXIDSYU4IxjIx3/nXPBK52XstDT8N+GLXU5ftmsPIiLIqpDvwWAIyD6gj0Pr7U2+sbCw1jVUtji3gm3RqAW2KVBAHrycVsokPlIPnCrgjHJPsTXMB1m1LVGlLgxzDygzcMAOTjvirrRsrjoTvoLcxSNFtRoxkHcM4z3xz0Iqg5IYF424PzKBwRnnHateAXFwJZHkbc2ShOShzkHA6cg1nyBkdoSm7b0Xfwp9BiuWx2EWvw3VoUguQolwzZXDYU8jkdjnrWlp0sVxp8FrfL5skaAFm7xnkAHrnmsW+mlYKEjRUjZQCzO+FA6DJwMelaulXcW6e5nO6WJQASCTz/Fz37UbIlpsvNp0Njp1pJCSWF2PMcNxuDAHGOnBFO1C/l0nX31BYluIYtzupIDICQCU9eRyOn51iX1zO/h/UJLe/aEtPGXgU4IBOAfcd+Poadf6Zr2n2Ok6pqN/cieYPmLbgQfdKgnHVg2dp6cdwcXGF9TKTtsYi5kumUsRtYYIrs/ANtBJrN1eyxLJcwOvlSPklOSDj6iiiuiOzMPtIztXlJ1zWotq7HnRyAO77d3506RT51+isyJDIURU4GDwf0wPwoorJ7m8TNChnyQOgOPeoCvmXCox4LZOO9FFJlo6630i3HgKTUC8rTG6CbSRtAz9OtdHp1zLpfw2intW2y3LuHc9RliMj0wAKKK1w6vUSZjjHajJrscveN5V/aoiqFMQyMdcZrgrrUJ9K8VXN7bbfOjmO3eMj5lwePoTRRXuYhfuvmfI4Rv21/L9Q0Rjuw2GUsoKnoavXM8gtY5Fba0md2O/OP6UUV40/wCKfR4f+Ev66l86fFaHRZlZ3N7ZGaUOcjOSMD24q7dIsYuML/q9uMknPGenSiisqm520ys5/wBPEQChXIBwBx8oPH41UnlLR+XhRFvZSgGAw9D3P40UVD2NkLYAi6hAdlKvsBB5xiug0TnXdOQcB7lYnIHVT1oooW4S+E7r4h3ksFnb2kRVYmV5WwvJKY2j6V5T4mb/AIkkpPOJlAz2oor3MJ/AfzPlMx/3mPqjI1XxA2tR28MmmWFv5MaJG9ujqVQfwgFiAOc9OTzWlbys0DzNhnaXbk84560UV5VfZHrYb+JL5fqb1hbRNrkrFctbSgxH+6RirHiO5nk0iffKzYlA5PvRRSWxom+cz7pfJQRqzFX2OwJzuOM5NWLuJDZmYj5xGvPr2oorl6HoRM1hiEY9AarLGCrSkncXxRRSKNjVsQKjoB88ILDGAecdq9Y1uaTSfC6JZMYsCOJWHVQSBx70UV00FeSOXFu1OTXY+e9T1U6P4k1W3+w2V7C90TsvIvMwUztIOQe5yM4PcGkstSu797+4uZS8t1Mskx6bm+bsOO9FFdVf4Zf11POpfFD+uhpyTSSlDu2/vFI2j7pJ5Ira0Cdv7bEoChhaFuB3LLk0UVxR3O7obk7EQynAyo4NcPpDH7ZM2eRubPvnFFFa1/hQYTdm/p9zNLfLGz/LuAwBjgDgVmvIxvbocYDsPwzRRXKjuewy7gRhbHJHmjLAdOGxS2EaGG6Yr8yAEN3+lFFMgS9RJdKnyoH72Fht4wTnNU9X1zUJtDFtLcySRwF5E3uzHJx1yecY49Mn1ooraBzz6n//2Q==", "info": {"video_id": "41999", "label": "dropping bangle onto ground", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "41999", "label": "dropping bangle onto ground", "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": "07bd349aae29b625a27e8ed0d212c92ffa88ecb895d52d90b722095687636fbc"} +{"episode": 44821, "episode_seed": 789254990, "split": "train", "timestamp": "2025-10-13T03:18:16.505972", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 789254990, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting ac outdoor unit with bamboo stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "83152", "label": "hitting ac outdoor unit with bamboo stick", "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": "83152", "label": "hitting ac outdoor unit with bamboo stick", "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": "2c3e649e90f970da4842c3856ec22bba9f449754d5db39ba6d3228bf9a179b6f"} +{"episode": 44822, "episode_seed": 2706755295, "split": "train", "timestamp": "2025-10-13T03:18:18.133352", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2706755295, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tissue into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "47271", "label": "tearing tissue into two pieces", "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": "47271", "label": "tearing tissue into two pieces", "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": "47271", "label": "tearing tissue into two pieces", "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": "b727b3d5a2f875ff5a75c7f31f22b9391c5c43dcc232e07731165554b6e9c0b5"} +{"episode": 44823, "episode_seed": 3844485594, "split": "train", "timestamp": "2025-10-13T03:18:22.039551", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3844485594, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pain reliever 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, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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OMdDGasQaXJYh3kdGDAAAZ+veoP7S1MbmEbdQAuBn3NSNq+oOADA+cHPycfyoAQ29lf2063Plq0MpUMDtIB5zn07d+1cbuWPUCgAZVcgAnrW9Kb9xcYgkCXDAuRHkcdeOo+orJ/s64ju1kuYHRZMsm7gnPepUEmc+8kmtjbkhaAxhYopVdNwIUgcdutNlll8rzEtw0QAIbLdD+NXNCikuIpySyIg2APn72P8AJqQh9k0IP7qJsuMc8elUdBpadI0tkm8bXX5SPSobyPA3Ek/XtRpcsjx4ZgVI+UkEE/WproeZEXVjx74pDOY1Mj93zkZJ60sTGO2Zx1VcgetGpjdLDzk/N3z6UkjMtsiL379eB/8ArqkSQJfX4wFYZ9QgGKuLd3RtlVnczMeiqAAB71WVc4wznjnmnOJUA43H3NMLmvpklxLJMJjJjK4yRxnPTFYfiX5tW+sS/wBa3dNnaRX4Aww798Vga/n+1OevlrUy2Mq3wGUEJOAMn0rctY7hrWGMNMixjICg/Nz646c/pSadZvdW8n3jHHD91cDJOTkmrFtfFIljP2c7QAR34FKK6mdBO7Zpab9pSYpPgoy/IQMY74P61Zu4y6HjOKpRatuuUVmh25A4fmtWQZU8ZqjpRz88O7msu2X99nqAe9bso2OeOR0HHFZVrFiRSWA5pkSC4JaXbwAvHIzzSKHHCEn8K1xbWrsDujGeu7nJ/OrcdnbYyHhwP9kf40xJmDFO0chDI2MHmtt3J09tq4/d/l8tSx2NiSdxhYY9Mf1qG9aGO2nIkTaI2wAfQdKB3OKtQfPXaCWwSAPoa6BrdbCO0lVEfKkZMnzNnrk9uh4qWPQJxLDqmkhJ4WXd5e8K0ZI5HPvVO/nb7UYLkoTs2ERchG+p6npmp5ZR6HNS5W79TTivlXLGFemBiQEVesbpbkONoQjnAIP8qw47CMOsckn7shTnHQ+v06Vb0qOG1um2vt3khQeNw7Y/GqOo0btcr3yORXLa7x5H/Av6V2UuCjcE8dq47xARugwf73Hp0pPYqHxGKab8rfKwyBThRtzUXsbjvJRowoHyg5pxGzgcCiPhsGnz4EZou2OyLFuwGFOCWI4960zpkETrPK2x8564B9qxbHdJdREA/Kc1sXl4JHSNsDDAMSucU0rEys0Wbe0gTO25BJ4+Zxk+3T6Vp28FtDPE6OokA2nHf2NYT+ZDK42I0Yx83ljnNSbL1Jom8mMbmwPkGeOetMyOlljDDBFZMsYB2tjPfNbCkSwq3PzLWddRlH4BIP1oETGHEISPbgDcdx4wPWmRxDcMzWxYA8kdKkifEoOSAPTPP5VbjchPmJI7As3Pr2qRkQgYEAPbkgFj8w6f/q5pwhkcYQ2xIGWw/SraEJna/wAwABBbp+n0qVZEDZWT5No43DAP5UwKX2WcDGIOfujd1qvq8WbeBWAHC4I574/rWyJCFz5mWA5G/wD+tTbmASpCzLAcDBMmT+WMUCMnT1+xW5j3AozbgO+T61UmJa/nYAlGyVOOhxg4rY8jHyq1nuGeiHg9u9RGABnINqTg8Bf1PPpQMpo7Q3Fmd2UdApweAcYq2ykIwbruJquYcyLtS1bByxUdB+dM0yBtX8Uy6bNqc1rGyyGLy037mVCwX0A4JyfT3oSuDZm6jEDPHyQvPJOasW6WzW6hyu8DhiM4rGsr2e5uGEu+Q7V578+lb0TZtWIUggYANNqxO5NHDaMMiWPPrtX/AAqUxWRODNGW4H3V/wAKw/7NlE6tGz/Mx3H+6P8APFWDpRYMPMfLMDu78DpQBrT/AGWMYieJBnJwMVjy6UmuT3aWbqbyHaUUt/rF2jI+opW0ptuDK+MYHFYN3NPoOrCQbzHIoOQ21gRxwe1UknozOrFyjZG1cG907SljlsngZUEe6QgFj3wByfxqnDCt0j3CFlYsODz/AJzzVDUNc/tZ0ijFxJJJ8rSTMCQvcKBwPrXVaNaxro8SZBZgS/qCaXKo7BT5uX3jONparJE67vlBL8/dyf6V0EMiyQKytuBHUd6xI/3kEcYyp8wIzjqeeQfapL28eLTJjAzJJHIBx1oNLk14P3h4I/HrWZaMS2WiOAeo5FaevWdtF4fg1Ow1W+nDXJtc3MKxrcEJuZ4sc7VOFO71HuBm6fBKrwPMxIBJC9xx1NO1iJF+7h8+JYxlc8kiqkWnyfOrTOqfwncDmtZ445lyy5IPAOcfpT47VVbmCMj1Abj9KCUZf9mEyZWZ1xhQB2xUFzpDNEwM7k7SOcd66FbZWUMIkDZPUNx69qUWVsUUtEhDDnAY5+lNFHnllrklhG1vPHKdvy/u5fLPHY8HNWNNZtV1OKWVBDbq4UKv3VHU8nqSep966y68NabfSiSWArIQeUyufTNQ2WnpafIDbKmeF8wGqZMYxTulqT6kiJHHIMYDgEAdQRxVZcLLLKcgIFwnBAz7/hU9wiyxeW9zDjOSBJ9cUwqqLJH50Db0wQW5GPoKksvebuKMOQy5+lcn4nBWWAjodxH6Vu+G47bUPEUWmahqM9vA7eXHPDNHGsfcljJxjGeOpOBXN+J0nttXuLOY3ANtNJGFuABIuDj5scZ6ZxxSa0Lh8RkqalWoFapVNQ0dCHA80krFhwM00n5qkRS3AK++aSRMnYktZrhFASPA/nU92kgunUplWIdffgf1qa2tZGxhkHccVoXVvmSFHHHHT6VZk2T6PaPLpvmMWXexKr7UrEtbJISWxwiL1XJ4NXbJhawxxb9yryvsPSqcSlc5GF8wMp68ZzSEa9u5FufMYsynk4war3sagh1xk8Hj/wCtWfe3LQJcrBNgOQVZTn6/zq74h0HV9C0DSr69muBNe+Z5sDR8QYCFAxx94hs47fUGmlcVxljO8kUTPyzlcnkdc5rUtX8wc5HzHox9veiipKRZHBIBbqRncfrUqqXDgu/yruB3d8UUUAWEiD/MXcEDHDVFcrzFE2GXr84B/nRRSJK3lozkFI8Ak/6tf8KrkLhsJGPlzxGvrj0oopjK8gCIoRVXKAnCD/CsBNTudJ1039sVM8TNt3rkfMpU8fRjRRTjuDM63doXYIcfLt/CuviiUwxR8hcAcfSiimxEsVhb7guw4PPWrX2GAYG04570UUAILC3cgFOg9ffFVb3Q7C7jMUsOVOWznkH2NFFNbiMNtFs9Ku4/s6sS2Ms5yehrX3GIqiYAwTx60UUS3AoqojJI5+ZW59etVtWOHnAAw+1iPeiikgDXvEz67bwRS6Vp1sYEWOKS2SRSka5wgBcqBzk4HJ5p+lMXZixySo5ooqmTIv8AnNGzBQvHeravtlVdq8DIzn0zRRSEtx/2hk8uQKu4jHenmdkAAVeBuGRnBzRRTGyS1ffOhKKCVPQVHczfZy/lxxjDY+7RRTEivPevHGCscfB44qjeahLG+0JHgoGOQeuPrRRUlFBNcbSr+9iOnadewyShjHeQbwrL0IOQR1ORnB7g1ha5fXGp38l9dyGS5uHaWR8Yyx9h0+lFFPoXDczlPNSiiioZuhV+8KvQL845PT1oooREzasxtCkFuQO571dublobmFFSM7o8ksuT3oopmRLDcys8S5UblBJCLnv7e1IJpPJDbgCzY4RfT6UUUhso6nK7QEFuBtPAA5qrf+IdU1DS4NNu7yaa3tneVBJIzEs+M5JPONvHpk+tFFUhM//Z", 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", "info": {"video_id": "49432", "label": "turning pain reliever bottle upside 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": "49432", "label": "turning pain reliever bottle upside 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": "1c51d9eaba3dbe9df7c451ebab191bfdc638e0cb63d258f3c259f7a3402659fd"} +{"episode": 44824, "episode_seed": 968716145, "split": "train", "timestamp": "2025-10-13T03:18:23.002859", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 968716145, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 adapter on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199526", "label": "putting adapter on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199526", "label": "putting adapter on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "199526", "label": "putting adapter on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "41c6c8d220734da00094b3853b1053e91af35de44847f4a92070414c0946ea70"} +{"episode": 44825, "episode_seed": 3468687376, "split": "train", "timestamp": "2025-10-13T03:18:23.712483", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3468687376, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen cap 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": "14649", "label": "moving pen cap 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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"info": {"video_id": "14649", "label": "moving pen cap 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": "f8997e693df2736a7f97096d1325fda207c1032f115d3be776bf8f64b35df74b"} +{"episode": 44826, "episode_seed": 4190181910, "split": "train", "timestamp": "2025-10-13T03:18:24.981495", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4190181910, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 two rocks onto a lid'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "200589", "label": "putting two rocks onto a lid", "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": "200589", "label": "putting two rocks onto a lid", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "200589", "label": "putting two rocks onto a lid", "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": "0314b0b4c8c278653d4699542de068b36b75ee0104b9a9f2f764474ce9fc820e"} +{"episode": 44827, "episode_seed": 3716605906, "split": "train", "timestamp": "2025-10-13T03:18:25.789296", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3716605906, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 ring next to toy truck'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "157748", "label": "putting ring next to toy truck", "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": "157748", "label": "putting ring next to toy truck", "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": "157748", "label": "putting ring next to toy truck", "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": "4ad13a86a9e8f5209bdeef16f4036dc97d795e49733461163ec2923b160599cc"} +{"episode": 44828, "episode_seed": 2040879877, "split": "train", "timestamp": "2025-10-13T03:18:26.827376", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2040879877, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 notepad 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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", "info": {"video_id": "155488", "label": "pushing notepad so that it falls off 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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", "info": {"video_id": "155488", "label": "pushing notepad so that it falls off 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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"info": {"video_id": "155488", "label": "pushing notepad so that it falls off 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": "5bc3012563dccdecd1f57e485167546490c089fde1c9b2e0cbd23eb3db7a5285"} +{"episode": 44829, "episode_seed": 1728849761, "split": "train", "timestamp": "2025-10-13T03:18:28.064154", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1728849761, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 mango on the edge of bottle so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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Q6T5kgYvIu5t3WuOO9jZ7XKWpnyfC7IpPmSSAHPPNb6SJaWNrb/8ATMHH4ViQRpdqYScpFIHbj3rQfF3fyfKwVBtQ5wPetY7kS2saUMe1zI4BGQFz29a5vxkElFkM7UO8lh0/hroZpVSPBcjjqBXPeMozBb6eSfviTg9h8tXNe6yafxI5pblpZgkR2Rxj7o61biIjgRAM78tx3rKSVIUOzG7oSe9aKBYbTzZH6DtXI0zpZclvYbOzluLmRIkjQs7NwAAKyvC3jHTPEE8ltaPNHLECxSZQC4/vDk/lXI+Ptahl8NtaRT7pHlQle4Ayf54rC+GEpfxpCxThYpWYjjjYRz+OK7qOEi6DqSdnrb5HJVrSjVUEj3O3BuGkjI+6Qc5q+9wLWFVDfKiZbHc1T0v91ZzXJGfMOMGqllewanr5tfNAWM42Z6muJKT+E2k4rWT0NxI839uXDBeGxnjnpTdMIl8S6ncOfkjXAJ7dqk1aRIJ4pOhU8cd6z9bt3h8Pah9n3faJ8MCnuK1jq0S9jzb4g2Hk69baxa8K7bXYevY1gSMbi4aRgRu5q9YayNU0e70y+IFzByhP8WDVm0tVniV1XORX0eCi+RxfQ8fHTUJKQXF2ASRwPaqN5qxtrfYG5I5qhcXBOFHrWJqEskh7148KabPbk7Io3Vx9oui7sTznk1m3DMLosOoOP8/hV6G0lnmCIhZieBXWaT4CmnuUu9Rfy4ExujAyz/jXcq8KKab3OKVKdTUx/Ceuv4Y12K9KM8RUxzxg4LKf6g4P4VZ8WeIz4j1NLhUZIY08uNX64zkk/U1X8X262vie8VECI7CQKO2RnH86x48ySIo9auEYzaq9bGMpSinTPefh8RFoCxlchlIOeldtA4aCO1QFVHYnnHrXGeEFEeiQnoMYNdRokTNE9y43NyAc+9GZbQXr+hngF702aTMsVxhGLEcHitaFXyrMvbuelZFjDNI0jsqgq3HNWrq+NvbPM8ihVGa58NTTfNI6q0uiOX+I9yrf2em4F0EhwO3SvPDc7X3HovNb/ih5prezv5mJa5eRlz2UbcD/AD61x1ykv2ZmUctWNSSnNtHTSjywSM3xHrssqmNJCq9MZrjbnDW5zyzHr+taN/G7SHcTS22hX2oxGO3gZi3Q4wM/WurDzjSakzCspTukdf8ABt1e61KHac7Ebd2xk/rXR/E6yF/ocNxECz2bZJx0U8H+lV/B+jN4U0uczlWu7gjeF5CgDgZ/E119jZjVtFvoZBkTQunPuOK5atfmrqS6F06PLSafU8BjbzYSDyRVdlxxipChtp2jOQQdpHvVhIPMPHNeslzHnN23O8+GyFHZh+de7WLmS3CgZwoyfwrxfwHB5KMCO2a9ptGkht0Xy8ZUHJ+lXioXjCJz4SX72pL0L3mpb27MwCKqk/N2r59uJQrNtJxXsGo3st7qcGmoRtPzzY/ujt+NeIzszZUdS2K8nGtOSiuh7GDi7OT6kn9o/ZImfOGNcVrGqXF9cFWkO30zWvq7SqMcgDiuVkR2lJ70sPTj8TNK8nayK1yB53HTpXv3hd4h4d064jcbfIQBiMc45/XNeK2mg32p3UccEDFW+854VfcmvXRJHZaba6dDyIkVBjjOBinmNdTgorfR/crGWEoyVRyfobltEdZv1Df6tDk+5zW9Ne7ENsrAMvGPaq2liOzsFY4VsfmayFuobcXFzcSZZ3OBXlpNI63qzfhuIbTTm3OgcnLOT+NTWlzBNsmhlWSM55Rs89TXinj3xi17apYWMpij3HzAhxu9jXS/Bq8mvNKurWX5oonDA9x7V3U8PJ0+dnHVrctRRSvfc9cijjllQngDJA9a5r4iSL5encsMeZjP/Aa6c3ccSfKpCqPSvM/F2qSalPFPjECu8cfvjGTW1SEadC3VhSblVv0RgvcjzACeByayNe8QyrbmKGTHapLh5Nkkig88Vx2omRnIbPWuejSTep2VJWjcpXDmaOR5GLMx6k10nwuliTxLKjkhpLdgvHuCf0rmvs7yIVAJyOPrXReE7SbSHl1G5Qo7psRT1wTkn9K9CpVUaDh6r71Y4FSlOqn6P7j169162sbby/MB68Ad6888H+IJE+IEjP8AMkjbdp+tVHuLi/u1VNzFzXW2PgO3h1Ow1WGd45uPNiIyM+orzcPKNBuUtzpxuH9tS9n3PSvMS6vkeRwYgc7T3qe4zcCaQAeWPfp2/lWLNdLHdLDAFJJwGIzitC9l+zaWiM5LN14rmi7tltWsjwPxZZHTPFMpiyiP864/I11PhuVZbRAe3GKxfiEyDVIVGd4Qk59CeKn8Kz/KtfT5e/dVzwM0jeLsZ1vCZXycA9aWbT8YYgHJxxS2QbBLdMVZUMzgBgBmvDbsz6OxPo1lDbXAkkxwc9K6434EPPK5z6AVywAih3Ft2Dk5qWK6e9lCDkE4ArCd3qUkc140jaS+juWHMqHn6H/69YWmRebdIPeu4+IFkIdK0qZQdpMiZx7KRXI6Fg3qj/ar2MG70onlYn+I7HtXhv8Ad6MqnstdjbxvHbwxB1Xeckgdq47STtsVA6FcV12HuIYCv7tk55FdGOgpclznwUrcxc2NBI25ywI4ArA1WUX17Dpyfdd90gz/AA9x+Na880aowkfkDsa88tbu5vPG17ZRavdWsO6TyiiBizKm4L7Dg8n0965H7y5YnWnyvmZueOrYLFo9so4Hm9D0Hy1kSaPvtFCx5yMisa01jUdXuI/td1LcbRld5+7n0/KureRliTGcgdM/lXHX92o0v60Omi26aZxr+HEnnAKAANhs11mnWdvY2kcaKmc5PFNigdnDHaBkk981FLcLbbkwfMPGTWLk2a2IdRl86RIYx998tXaaVH/Z2ioCeTXLaZaLNdCaQ854Brevr9fJVQwVR2Ixk0R7inroj5/8TW/2fxBqMQGNlw+PoTn+tS6Kqz4U9QatePYmj8UXLlSvnhZRn3H/ANaszw/cbL0ITwTXvYWV+VnjYmLSkj1fw5AIOR6V6Ld3awWokd2yi+vtXn2ksBbqRWv45uWg0EtBcskokjUKo6g1vjnaxyZdq53N/wANW5fzNRlyZJ8nJPRewryvT7E3VwTzjOAK3L7Vbyy0KG807xBqTp9oNv8AvUVFmIXLNGBztU/Kd3qPoIdCz9/GD9K8HGrkjHvqe9hZczl8jH1bRg+fkO0nis3TfDEbXgaWPgMODXa3rtIpiILDPTFU2jZIyxGzn9K41VklZHXZdSYw21vA6IoQZAB6ZqhYI1/rKlVGxWApLm5Vx5UZ9s1raJbJZIZnxuPfPeoK2RsX1wiAQqQMDB5rgvFF3JFbLBE3DdcV0l1c+ZcHP8fAqlJpEd9LliSq8nNVGST1M7WPLLHw3e67qXkWi/Ox+8+cfjXtnw98Mv4QtJopdrXL8ySfwn2FGjaTDpojntkBJf5tozxXUTSGRS2BnHQ8V6sZy5dTinGPNdGZruozx2/2SGQGadvLXjpnvXP+K7IWml6PbL1/ejI7n5eazoJXvfiBLZ6hqd1ax+aUhaKWNFh6Ekl+MYzx1ziq95fajPrM1nfT3Mv2WZo0W4C705xzjjPAzjisq8W4Ob2WxVGSU1FD30vNkMIWz0Nc3daB5znCHOea77zGS1QcgAVnmN5ZC/l8s2STXnxqtbHba5maf4ftbW23NErNnjNZ2sQh5isY4Y4AHauikdYd28nPQCo7LT/tt4HYArnkUKo73ZSLvhXw7Hb232udBu7ZHSupxHgHKgqOO+KjklSCyWCLHTBwaqC4WZC25h2GKmTM7t6j9LVrnVjKwJCvwwFbmoyPJaO6wkqvAqDSIo7X5cgM/wA1OurmSHTbkOpAXJBPpXThqN/ekY1Z62R4H42vvtniS4c/w4T8qv8AhWQbgDXLa5M0t/cSA8tITn8a6a78O6t4U0PR7+4muIp74yGWHyyBb4CFAx/vMrZx26dQce7QlytHj4qHPFosW4Atl46rRbDdKSewoorwj3yndXEgV0B+XOK6HwhGr3qFhnHNFFOXwh0ZofE2NW8ORkjmO4Qr+IINeXaKxGoLj1oor0cD8HzPMxXxHtumn/QI/oK6J72VU2jaPlHOPeiiurH7ROXA/aOZuruebVI4WkPls2CAcda5zVLuTR/Fl7c2gQPC7bAwyOU2nj6E0UVxUPiZ21vhQvhWJPth4+7GCK6y+UIeOwFFFceJ/iM6KH8NETsUhjZTzjNYU8jvqXzGiiskbrc7exiSOxjZRhguc1z91K73jKWOMk0UVctiI7nG/E+FBJpk+3940bqT6gEY/nXA6axXUEwe9FFethfhieZifikexaMSbEE+lS63mfwvLcysWkE6KMngDNFFdmP3gedlv/Lz5GDquunWUiil06xgMMapG9urqVQZ+UAsQB34HWup0eNRpqvj5iCSaKK8LMvsnuYP7XyIn5nCknFULqd/sspz0OKKK85HcZ+jjz7pVfkZzXRXQEFuyxjGD16miirkJ7mfpzGW6YvyetakMCJqVwBnGwcZ96KKqmveQp7M37cCNAFUCszUdQnTftIwc8YoortlucqOBk1drDUb8vZWV4s8gkZLuHeAyjggggjr0zg9wan0W7n1TXJbq8fzJpz5sjYxljk0UVpX/wB2fyMqP8b7zqb0YjXHHFUmdlhjIPLE5oorxuh6Bk6hM5vQM8D/ABrq9HgjFispXLbu9FFarZBLYq6nPJ5xTPynnFXniV9HZzkEAEYOKKKlB0Ru2UaqqLjO1FAJ+lUPFVzJFo8qocZ4NFFeptFHG/iZ84agTvY553ZrQ/4SXV9UsLbTL29mntraR5U8yRmJZ8ZySecbePTJ9aKK9KHQ8+r1P//Z", 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", "info": {"video_id": "164317", "label": "putting mango on the edge of bottle so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "164317", "label": "putting mango on the edge of bottle so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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JLR7lTUj5Xhho1JEkkgBJ5JOf8KTxRZW914bTTnxloenpx/jUtuiXavCT8kUgduPevPviBq95o/iqK7UObQ/JtJ4P0rooLmnoTPRanFWnn2tpPp8oOY5SMehFbeiRgrMpYqp25P50+7Nrdas08DKUuUEmR61dgi+zI3y438Zr28Td4Ny9PzR5dCaWMUPX8i2tw0koSHCRxjoOtW4yI4FTGS+W4/irKWVIEJUAt0JJ61oJiK182R8EDsOlfOtHuF57uK1tJJrh0iVELOx4AAFZvhrxXpuuSvb2csgkiBZllTBYf3hz0rkvHGrxS+HjbRz7pHlQle4Az/XFY3w1ff4whYpgLFKWK8ZG08H8cV2U8JGVB1JOz6fI5atdxqqCR7TbgztImD8hBzmtF5xawqoYbUXLY7mqOljyrOa5YZ8xsYNR2THUtbMI3GGIZOOmfeuFeR0NGvHFuv7YuGCHDYzxzyKTSD5vijU7lj8sQwp9KfqkiQTxOOCp44706NPsVrdMilpp3B+X0NbJamd9DRWQ3eTH1J5/Ora+WihNgyDwB3/zzVGxjWCMlcgFRjJyTVm1QXN3hXPyjnjpWyVzFnjs0wXOOlU7rVjZ2xCnDEU2TfKVQc9zXP60s2TnOOgrSMbs3eiMK/vJL27LSyFgD3rHkYJeCQjKhun0rRS1klm2oCzHsBW/o/ge9vtRS4u1ENmGBct94+oA969GnXjSi0/L8DhqU5VNT2yxkjXToJDkCSIfKeuCOhrwfXrJtI8Q3NsVKoXLIP8AZPIr2P7Z597HCowAQMD0rkfi/pYhvNMvQuPMhMbH3U5H6GuLC1G6r8zbEU0qaXY85nT5t2Kk0xN+oRcfxCmRHzVxnkVr6PZk30bY6GvYpx5pJnmVJcsWe9eE38u1jB/uDiuyiB3hyhzjg9MVyPhZG8sbU3bYwTXSXeoNbWzzPhVUZqK8E67kyMI7YdJeZxvxPu0H9mxjbuAkOB2+7XmpvNrs2fuiuk8ezTNZaZe3H+suWlf6L8u0f59a85uLiTY2M815NW1So5I9yiuWmkxmv6u9yNm8gegNc3MR9mIHc81Pcq7uSQav6b4bvtVQrDHhDwWPQV00pxo2kYVIyqNpGBbhnUgg7V4/OvQ7T4hSReDl0lopTepEYFmyNpToCe+QOPwFGoeFIdF8GXiFvNu1dJXkxgDBxgfma4RWwfeqTp4hX6JmDU6L9Tq/Ay7vEMbdlwBX0BbTL50M5jO5UAz6D3rwf4eRZ1jcfwNezMGkmt4AfvNhhnGRiurEaYWX9dTkpK+Kib6bXiaeRj8x4x3q1Ys8i7VyQB16VQnjkRIYooxhcA5NaUYktlC5QZ5ryqNPnep6VR2Re80W8BZ9qKFOe9eD3EyqzEMcfWvT9XvJby/g0uKT753S4/uDt/SvH7h2YFR1LYp41pyUV0LwkWk2+pOdUFnCXzhmrhtZ1W4v7kq8p256ZrU1h5RleQF4rlnRmlJPWlh6aXvM0rSeyKd3t+0cdOle/eF722j8NaZcCQKot0ALDHQYP65rw5NJur25RYYyQ33mPRfc13M9/wDZ7CCwhJ2QxhBjvgYrXH1FVgoryf3KxhhaLVRyZe+IXiMXFgsduxzu5Nd34E1k3vhGAZ2yABc+vFcBoXhxPEaSxX29YWU7XXqp7EV3fhjR4/DmiPbtN5u1jtJGMiuL2kYUXTW7Lr4fnrwqfynW2xSKw2IymVz8zfrXF/EzS/tWhSfIPOiBkX19TXT6RK9zJ5pISNc4AGOawfFVyktrdyOTsRWJ+mKzoN8ysXNb3PIvDk5S6RWYlRwMnpXdXxUW8TZ55x+leb6XJsvhjpmu6u5S1pbc+v8ASvocRrg5L0/NHiUo/wC3036/kyrJNlxk8day9c16VIDHC+B0qeYyFJJFB9K5HUvMZyGPevGo01KWp79WTjHQoTO0yO8jFmbvmun+F5jPiOWNjh3gIQY68jP6VzMdtLKCiKzEjjA713vgDRZtJlm1S9j8p2j2Ro33sE5J9uld9evGFBx9V96OCFKU6ifo/uPR7i7FvCsCEEnIAFaelWo0u0+0sQGkOXJNYGhkXuotK65Uc81ta1KJUgt0fCbxurworqelLsWhMt1eRySODEDnB71NJqFtJfCEzxrI3KIWwc9P5VyereKLHR0JBViOFJrx228QX0/i6DUHneSVpgRubtnpXZhqDqPXY5MTV9lG61Z9P2jKY1TBLAY5rUsljhiBUk55yKzNPdEgEzoQ7qDjHTNVdb1l7eGO2t1P2idtie3vXZRpqmnOXQxnJzso9TzvR7H7QxcryeefSmanoYYgvFgHpmtDQi4hLNwMdc1bl8yVwuMgHPJ71wKTR3NamHofh6C2uBLKqZBNdFcSxJDjaMZzgCoHi8qAM/IB5xxVWSU3j+WuQpOOKTk3uOxc8M2zXmq/aX4AYmqXxeAuNDgcDm3uAPzBFdNpQj0+2+TBZhxgVy/jhjfeGr9F+coBKSO201tRfLJeplV95M8ZgYJcgHoTXdaJaq5VhXnzOVkDDsa9F8KziWKM96+iwr1aPn8ZdQuj1jw2/lwyDcQNig4pmpP/AGhfwaajMY2O6Tn+Edqh0V1EVwS+0BQM4rl7W4ubnxxe2ces3Nsm6TynjQEsypuCj0HB5rlxd3UcUdOBaVCMmWPixHsttChAGAJQf/HK8+FjvjHI555NWtZ1jUdXa1+23ktxsBKeYc7c4zj8qi5CryM4ry6/uzsj18PrTTZUTTVeUAgDDYPFdnpEkNpbrHGcHOTxziuftkOQzSdDnipvtn2ZjGuAT3rmm3LQ3SRra7Mb6xntVHMituH4V5C64k+tex6Dam7uAzgndwMc15FdIYrpkYYKOVP4HFdeAfxI48alodx4Dg8u8R+lex6enmXgPy/IAefxrynwSo+U/lXqWkylbhjtLZQD6V61aN8M0eXSf+0o2EikniaQTYOcDjoKjvLpILcyPn5RnJNNgRrdG3SDYTkdq5jxzffZtEL200iTeYgG0jnJ5FcEbQXLE73du7Nrw3b+c8upSD95KxwSei44FeZ2Fp9qnZsE84ArXv8AU7uz0OK8sNf1GRTcGD99GqLMQmWeMddqkhTn1H0EGhs3LbSDzziuPGL2cY93c6MNLmcvkY+q6QJGOUIUmqGn+GEa63SJxuHBrsLt2k/dkFhnpUBiZELEbee3pXIq0krI6rFG7sre2tnSKNUycA9zWRpGjvqWpgbfl3c5Haty4ZZ/3adOma6Lw9YRWKedIF3H36mkpuw72VzRtLG3sI1hRVXA5qDUn8u3SKIg7iOAKWe8zcHP8fAxzTooEuJwxYlU+bk1m3cjzZs6YptbBUWNizHoe1cX8RLx7PRruIx7fNATPqa7l5T5ULw5fDcgDtXmPxbvC6wRHg7icV6eGpclm9zkqyvc8x098XgPvXeP+9tLZRnJyP5VxvhCz07VPE8On6pdz2sU7bUnjmijWM9SWMnGMZ46k4Heuq0sXEOr3thN9o/0WcxKlwF8xMMR8wHGeBnBx6V34mdsPNen5nDQhfEwl6/kzbGkZsh8pJPQ1zV54fEshwhPPPFehB2jtEAJGB6VmujSzM/l8s2STxXgwqtbHt2vuUdG0O1sLXJiUuTj/wCvUuqTxxq6x4JchQPQVLJKtuW3scjgLVaC3N9dBmPyg9Kltt3ZSSR0Xh6EWeltLKBk96r6jcBgZNw3KDjJzVm5nWOzWCPHTB5rKkC3UZO4jsMChOxG7ueZeIHm1C4YtuOWworY8LfDe+upbfU7vaLRGDeWM7mP+FdnaeGrUzxeaF3E7gDXaaWzW1s1uUIVTxxxivToVHy6bHLXjFvzLz3LRWsQDBFjUDHtisPSfM1fxA1/IQYoSY4x/M1Q8bXF3a6C0lrKYW8xFMikZwTWJdReIfC3h/TbhtRvIpLsuZIduBDjaVBOPvENnHb860cXU91bdTHmUPU2tNjUaWuB/wAswfzpkX/Hyw7AGiivNZ3FLUZnFq6BuKm8Moss2XGcDNFFWtwfwm1rDNDbqqHAHTHasq0jW4tbiOUbkliYMD34NFFV9oj7J4PcAKSB2Ndp4KdiFGaKK+iw3xngYz+Ez0aN38+KFXKrIQGxXMapdyaP4qvbm0Ch4ZG2BxkcrtP6MaKKxxH+8S+Rpg/91h8zC8tVniAzwh6+2KdcHkcDpRRXkYj+Kz2sP/CQtwxht4yvX3qlFI0178570UVmtjZbnqehosWkxsgwQufxrxPxRGsHiTUUQYUXLkfic/1oorfBfGzixWx2fgRjt+gr0uxmaFpiuDx3/GiivYrf7uzy6X+8oi1XULhYCysAR0wPauZ1P994UnuJSXkE6AEntmiivKj8aPUl8DMfVddOsiCGXTbGAwxKkbwK6lUGflALEAc56dea6PR41GnI2OSpJNFFY5l9keD2l8iPrchSTiq1xM/2eU574oorzOp3FfQR592iycgkV1l3iC1ZYwFweD3oorRiluZumO014xc5JGa17WBI9TuiM8IOCeOTRRVUV7yJqbM3lOyMbQBXivxKuJJ9TXeehbAoor1IfxEcUvhZw+m682jNPGdN02/imZXMd9b+YFZc4IIII6nIzg9wa7fwZe3Gsa1d3t9IZbi5cSyvjGWOT0HQe1FFbYz+BP5fmYYf+NH5/kd7ejagxxxWdI7JGhB5ZuaKK8CJ6xiapM5vcZ4re0yCP7GkpGWz68UUVp0CWxU1CZ/OZc8E5wKvNCjaS7cggAjHFFFJD7GxYxIuw4yQowT9Ku3M7xwgJgZOKKK9DaKscb+I4fxVdzXVhskb5dyHj61z17rupXtjDYXN3LLBCzyqHkZiWbHXJ5xt49Mn1oorpw/ws563xH//2Q==", 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", "info": {"video_id": "164317", "label": "putting mango on the edge of bottle so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6772ae4d5cf2d3031b486759f30cae9f2ffe1c5fae47bb227bf8b87a7c19ee26"} +{"episode": 44830, "episode_seed": 648559903, "split": "train", "timestamp": "2025-10-13T03:18:29.330785", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 648559903, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking an orange fruit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "195077", "label": "taking an orange fruit", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195077", "label": "taking an orange fruit", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195077", "label": "taking an orange fruit", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "195077", "label": "taking an orange fruit", "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": "c4ff089655cef157644a9d6a2d2f4d723d6cbba44ddca874c8c18d1a74ff6349"} +{"episode": 44831, "episode_seed": 186918803, "split": "train", "timestamp": "2025-10-13T03:18:31.070979", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 186918803, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from a feather 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": "220466", "label": "moving away from a feather with your camera", "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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", "info": {"video_id": "220466", "label": "moving away from a feather with your camera", "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": "220466", "label": "moving away from a feather with your camera", "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": "220466", "label": "moving away from a feather with your camera", "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": "530c5c5ce1057f1fcc4abbafef4146ffa8f122168de0e00e2b24913680f739b5"} +{"episode": 44832, "episode_seed": 3540383497, "split": "train", "timestamp": "2025-10-13T03:18:31.654690", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3540383497, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water bottle 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "50669", "label": "pushing water bottle so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "50669", "label": "pushing water bottle so that it slightly moves", "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": "a6c43edd9d5a137db851c5268cfe77b143f2fd3fb085871f40db492b00cb4888"} +{"episode": 44833, "episode_seed": 1570411425, "split": "train", "timestamp": "2025-10-13T03:18:33.277389", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1570411425, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 squeeze a shoes glue'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "62978", "label": "pretending to squeeze a shoes glue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "62978", "label": "pretending to squeeze a shoes glue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "62978", "label": "pretending to squeeze a shoes glue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "62978", "label": "pretending to squeeze a shoes glue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bd786d21a9eddb1089bc0853c4b84118f68343c0bcaabf99844ad22baa991969"} +{"episode": 44834, "episode_seed": 1566312759, "split": "train", "timestamp": "2025-10-13T03:18:37.677213", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1566312759, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "77267", "label": "turning the camera left while filming pencil", "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": "77267", "label": "turning the camera left while filming pencil", "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": "77267", "label": "turning the camera left while filming pencil", "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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SqnoOhPOcf/XrEIDxiVnUSKTlD7DAY8f41UxwKqQyOI5mVVGSS0jbRwecH1/D0o1ZRP4qvBvYHzgxHoMAk+n50+UebMruJNu7e2Tgc/xD06fTiquuSp/wkmpK5kPTywpGASBya82p/vEfR/8Atp1x/hv5fqZVwuDhcBnY8MvA7g/jVGdpGVg5whX52JyeeeQOfSr8u6J1YMFHDbSSNpHTJrMlMwkMhVcg5Ge/+P1rqRiyjG+3PORjJI5HI6HvRFtIU8kKMAd+vSlYt5jkN+7ySWPcc5BH+eaiYqzDHKdcsBuPPPH5VnISO38F6TealJI9pCkywEb956Kc9PfAOPeuw1LTr24t4Ire2lRLeLa4Kv7/AJ+549q4jwxqtzplneyWkpjaTYmA3fk5/DH61rXGu6hezW0f2qUBFXc/mHqfbPr/ACrldNSlzW2Lc7aHpSbyHQgfKinp04FUJ1geHn7i4U/N0P4Cp9OnLWkDtlsxKWPrwM5qvKrszRlCHBzgDqPQ/pXpwMGYUkIAGVLchSpOeenI7dKpyFEQzFjGcMvz5x26fga0riOO2ZmWRnDrtLpwB688nHPWse6doW2yHahw3DY+U/8A6v8AHrWk3dDiZU8ixO/lDIDHGQM9uw55xio9ZX/iT6SQyEB5QAQRjkcGppMfNNNIwV1O1RyeCMAn39TzUGrSgaPprqNkYllVUlJJxhf/ANftXmYp+9D1/RnVS2l6GRJIygRjJjIzHvf7uev41VdQ2WEnzDBAc5A5xz6dj+FXbqRGyq5UbPKy6gY46/XNUZkRAuQ53AMVU4PTp/P866TFlN3cSCMOQc/Men4ivaLvRL+7naWKFbiPGwMQOeBknj/PtXi0i/vowGQZw25Bzjp9K9OvI7u9knmgnmRYdsZ2OwAbGcfqK5KkHPEQj0tL9BSnyQbLdp4I1RL4SlYdg5YODnaeoBx1x3p2uaFfXSRNHbGJYI1j8srwSOmBnp+vGawft2pWdlLIbqbfIwRdzE8Dkkfjiqt3qM+o3cY8xtsUYAPOfu4/nn86JUlzJ22Eql1uelNFJsuPn5QgfXI5x+VZVz5YjbcnC8FSvt1/WtGzm3WJY4OIo35+gz/OqV4C8pTIyqhs57jqfevSgyTnnQdI9m9Rhu+AByfcYFUlcIpkKkFgwHlcnsc+3f8AWtC++zw7hHGdjY/1h+bg9cfiaxrxHgkG8Bg2X6dRnDdOvIwfrxTmOJWu9xaRVTy/9kE5xj1PFRX67vC6uWbd9rBPAIzs6j15qdhGSZpFLsytuSPjb3H4cngdhUN85/4RvzRGsQ+1pt8teD8p/PP+Fedi9o+q/M6aO79GYp3oEkXGeVPHOeOfTNeh/CqJbiPW4t6hmWEbgOSPmzx+FcDLK0SxjYyNEAQxOOSc5x/QV0/gG8bT5rqaDoMYJHBXnH+farry5abZmtz1O+szc232W28sBTkggcisWXwlcXjM5aKPI6FepqvczzaqkEKsTLOTjsTtBJ/lVXT0uoLwqJZBGgLsN3pyPrziuTBxlKk51N07ETqWmkb91oMx0prYGNJZCrSTJwCwGM81X8P6Y9pp8EE2Dm4f7oxwe/61gXerXk1g1tIzl3lwzEZ7cAf4VseGGaO1cNu+W5U8+6j+orqpxUZaD57skvYDGrSHcR5uN+MkYGRXMXbKZ8sAN+FwFzyPw6H+hrt9QDCzvUIICybl44wP/rZ/KuQvRHGjFY48g5Eo5/AD8813wehMjGZysvzSqQFOMHqeuAa1p7z7TGk5CAPndgqTn8f8isa5wYHmkbY6fMVPG5c44z17cHsDVrSpC0cttcBsqu+IEdD1yfas5DRDDbpHqlyj4+aCUjJOQdh9evf865Xym8lxhlUKGHOcc8fh9K7wrPd3cyrsjjWGRhGnAPyNz79/zNcOWK2y7fL2sejHJAH+RXHH+PL0X6m7/hr5/oe1yTGO3GRu7ENkZz0x71lXDN5QIkdF2/Ng4yO/0FXrnMiKcgqMlucevFZBZBK2TsB4wx6g4P0GK7423OSxn3R2QOQzRsnIxkAjJ6f571l3I3zuZCFUrkOMFd2emfTHX3rSu5YnjcOxPIHHc56n36fWqDGE7PtCqiBSxKMBz6YJwD/PinN3RUVYpSrGvlKzFQAAcg9BxwR796qeIPl8S37gkAEEgHG4YHf8v1qdmikmYI48pQSrMAPfH9MetUtduQni24njxIgkUlGUFWGB1PT1rzqv8eHo/wA0dMP4b+X6lKVy8YWWPACbQYwCWbOcnJ/AYqlOVRFQFWxkckjnk8/n9KtTNHE52H7q5JC/dJP16j8/1rNuZgyxqkW5Qc57tnt9M44rpMWU5pWBdHChj06c/wCetNTkRjAH9cc5pkp3SAkFHIzjoPb86rpOFJySGJ4x26//AK6ib0Etzs/DYjmjuFkkEecYZhkZOevpXR6jBEyWl1p0Bgt0iELyScea+TuI9R7/AErkvCYkuUu1ETcNHlv7o5yfb8a6u7eSyihaPUFdFJj2sDsiG7ICnuO9c/Orqz1FJO7udvpUyCytjInzSQAY9/pUtyrbwwO3II3Koz06Y9P8az9BkDaJaEs24J97uTk9M0+4lYzNIAWwcE7hyT6nvnPr2r0YapEsoXUiSSx7gZdgO8bcAkDoKxbudgyyNIJFTcmx84+Y5P5deta1wd6hg23uAP73ceh+nf1rFukM0sySKozzjO04+nTnv3qpWsNIovIG35VgAQMf3s5BznvUGsyuui6Y6EqIrmTazccYXmp53l2s8oKtIOw+9zxnj6jiqusSbdAsHl2/LcyDgYA+Ve1edit4ev6M6aXX0M5vnhkdzvwRuZ8DAJ469M1QdUnYkqQU6gnOffmrLx+WyuejKHRhIDgdvxGMe1RSFm3AkM+0szPge/BrpRkyhIgG0FQFB3BehH4V6v4Vl83wzqju25jchi3/AAGvI5/9UJQrA9sE85r0/wAHuyeHtTXr8ytjGewogr1EznxGlNkF9tjSMXHmRo4b5gM4z1OD17elP1W1kvZba/ghS2RoY0jhj+YlRn5z6A478/lTtRxdGOWW6DpuVnVyNwQHAAC9en9Kz9Rezt7eGa0nnEUu5JDuVizcngZ+UYPT61yOfNLTRlRjZeR32lzMbWLaA3m2i8j1GO9QXqpIEYuWOGBBblWHBOR68VHok0ZsbBAAwMG3Gc+oNVZZWBkBZRtPAYHjHcD05NehDVFMzbidmljdY2yAR85BLNjr/KsO6fygJ1JV0JX5wGGD1P059M1s3Klj8+Q4wSCcFW/pn1PFZE6ZNwszLz8+G79h839O/tTbuNIqh3ZnDoQVwQBxg55Bo1LL+EJccILxCuTn+Fsn86bKJ4AJJgy7gcHBB6jA98dKkviw8JTF+St3FjIxj5T+dcGM+CPrH80dFHd+j/IwoW3bm3/MULZdgOOM/wAq2fC90sEl0GwqOEGfzxWCUV40m+V0kz/F6dc+/Oa0dLctHOWdmztABbOBzitKv8MhK7O+8NXv2jxhaJ2i3oOf9k1pXEMzfbJkTMaDBPuT0/GuR8KFh4ls2yeXI/MYrs2LLNfxTs6RK23d8zAEn06epx1pR92i7HLVV6qRWhaPVtJktS4iUTCRmcje74IwPbpyelW9GX7PbXkO/c8bRMMHkcd/z7VmiSx/s57cKv2uGM7JAcM5Bzhe2T9c8Uug3afZdQZY2QDaSSckkEdT69ePalS1ldbG0V951F9sa7uosgmaIMuPUYwPx5rjNURkeRUVAjrkkLzwOgroNYmZorK9Vvl8vDbTjlTjj3rC1MrLO53g871DHpjuPbk8deK7IuyG1qYwj+0SFHCussbBcE5OBkD9O9ZtpPJFcRTBsqsuDu5HXv7en0rWgWN9QgZWJyxAUNg4PH3h3561l3NuEupy0nllHaMKRtPB5HAx/wDqpSYkdXpQaSZmX7iwyZwOOY2wMj+tec8RkbhkZ+UnqR9PSu38LXCsXmf5QI5VBxxkoSB/M8Vxc5VpZY3JD4ygBB3Zxwfw/KuNP9+15L9Tf7B2cWtXUShGdX9Q/BzUn9rq7qWyrLwTsDbvqcisydiLYxHDjjhh0rNbzYptqu6hu2c/zqo1XbRmk6K7Gtd3kBD4dTuweYyDkH24rHnvIVGBJEMFSAVPAHXr6/4Ul6l0NvlyRsuOdy//AKqx7sXJX5jCT64PT86PasXskbA1K3V5G84KC2Vxnn/e49PT9OtYl7dQtctIJlHBG5SRn07emaoPLdJIq/usHuc4qOSSWZMr5Ikzg/KcVDnJsfs42JZNWtfmBdm+bspzjHTn1rOudbtTuZYpGLZHACgc5461VvIX42yAep2j8+tZ72qBvnlkKA87Tjmp9q+rK9lF7IfcauzOfLt1XjA3OzH+lUTqNxLwJDj+7GMU8wQR/vE+Ygc5PNW/C2lQ654hOn3F9JaBo5WjMce4s6oWC+gHByT6e9Lm5tBOChqdf8NwXOpJMkzqwjLCJwG4J7Hr1/DrXRXqyJGkUDmWEqCQTwGwOn51xXw+nbytRdgzyARlSDyPvdq7bS2jN9FayGP9/MiuSoIVc84z0rK7hK5hUScjpbDVZNNgtoWhJAXPXkE9eKvNqtrd/IrBSQQRjBGRz9elZWrxol0UjXKK7Ip77QTjmsa5kaMnyyTxkhv8RXXTrOyNZUE9To7qeUwlt7bt3OYyMjtz/L6Vi3VzmWQMySBztBLHoemKpC/cxFlSVQBzsasu41PzDxPMGJwNwardZ9ifY9ma013LebfMl3LvICjPUcYGe9VNavGewjhwAkcpc7RggEBSMH6frWA2rFTzcLgHPzAcfmKZPqTXMYP2iFyMnBC5/GspyUrXRUabWzLqzMYFhXdkk53DByBnA7VWuJmYFi3yucgKRnr39etY9xqMynK3EW0Dkqi/zxWTfaxeCE+XdyDoPl4/pVe16Eulpc35CUBAWQlSF+7kD6H8q9h8GWw+w6lAxbDKCMjkjAxXh2vadZQ+HLfVtP1fUbkNdfZc3UQjW4ITc7xDOdqnCnd/eHuB7p4WvEBQKmDJAUfBJGQOCT647f1qqc37VJnJio3ouxi3V8JryVZlgwI9ixSJvXA4xnsf5n61i3EJvGkksyVgOEIOevHX06Vd1JJBLe+XGVSNz5sjfdHPH0PX61F4YvYI9YtIp8/Y1k82XJ+/wQM+2SK5al4Sbj0HD3oq5s/2jcWF9apn92ETCtxjIHIPap/7VF7dyJKnlYJyCTgfT07VT1oE3UcoxtZAfUHrism+kdL+VrZRGTyFUfKePStadZ2VmejOgt2jZnSSVAsZZ2Uk4Eobg+wPf/CsyYSQPMrKw35ADxkHBNZ73dxcQGUwodo528E/nWRd3plCZinQjjPb9DWntWZOiuhoNcGYgySkqX2kYAzjjj35qS+vZP7La2UgAMrkY2ldox/I/wAq5Q6myOd0zjn+IEU9tTknjC/a425ztYDNTOSkrSQo02ti/HOUidV3KWwpLDpnp+Naui5dLoEkFDGpzg84biuY0KaDVfFcenalqD2sEz7UlhaCNYz3LGQYxjPHc4FbXhhbpL7xBZz+futrtIVjnVVkXlx8wXjdwOmR6Uqk/cFGOp3Hhm3I1a2nHRJgCd3r7V1fism01eIKW8uUrJtXglhxnP4VzOiG5sWIki2JcAlDIQobb3z6A103jPfcS6cUeIedEwLyEAKOCTntVU9YNM5ay9+68v1OduLj+2L5bUFyUzJvfAYgAZGe2MEZqd9OltPC0u7GPPjfngkkMOvpXMvdmK7kSOY/N8jSN1IPH5V3V3qFvq3hq5+zv8sMUCY/ukMR/hXMnKLV9joopOehj3OpSnQtKUvIFSV0csuFPI5DeuK19TsoYIBLG0jRouPuK/y55546VzM0jP4bW3U8x3mcZ7FP/rUsekXnlxXME88VjJFvkeNuFPQjGa0VV23O10V1RYilsIIXuRch1tWDNhHDEEjH4Z965LVdRt59RlkjkV0cEgkkHP40m64+0T28NzHsmUqfNXsOR078Vztz5hYYVDgc1pGo7mEqUeh1dhe7IHKFRlCuAwBB/P0P86p3FtcNuuYIGa2AOJQnAA78e5/SuMv7yaO1YqCrKwG4HmtDxBoOq6B4d0q8vZblZ74yGSEpgW+AhQMcfeYNnHbp1Bo5m3chxS0Z6WQBdk+gqmpzI7HBIBI/OiiuWJ3z3Mu+dg8nJ+XgVg3UzhgA3U0UVcvhMF8Q08lc9wKpXMrRwBEwAxOeKKKyuaWMpGMrnec1TlHJGTjniiikMqsBvH0qPT9UuNF1ZdQtNnnwltu9cj5lKnj6MaKK1p7mVbY7D4fSmHTtYCKu5ljAk/iUAMePrWxHcSRyqVbBBIB/Ciirp6yZxVNzt1dptJgkc5cxhifU1mgBrVpCMtnFFFYx3PUfwohZRBb7k6nJOaxbiZj1C8jPSiitTNmTPiRG3AVRDFJI1XAGMHA6jNFFEWZyG3CgIygcDHFYl/gWuMDG4UUUm/eC3uljXPFcniCK1hm0nTLUwIkcUlqkilI1zhAC5ULzk4HJ5r2vwqWa6QmR8DedueM8c49aKK3h8ZxV/wCGZ/ic4FwqkqHbcwBPzEnGT+FcccpKACeh/maKKmlq3fuZLZHeX/OmWTEklrZc/rWa/DRnuSuT+FFFcsT3ZbDdYVba3XyVCcZ49a5e5uJPJIzkcGiitYbGNT4jKlO9GyBVQsY9u3jB64oopwZmyrHrh0e7u4zpunX0U0gdo7238wBkzggggjqcjOD3Brr/AAFql5eza7qdxLvvJ7iGV5cD7xEhyB0Ht6UUVVT4TCO56HPEEk8kszxxlkVW5wCFJ/U1va+xk8O2kxPzKuzAHBGwH+dFFVD+GctT+IebTH5ScDduxu7966Xw0SdH1dTyDEp/JloopVvgN8L/ABCEjGiXrdxcxYP/AAF63bWRv+FdStnlC2PwaiiuVnqPc8sndluFYHkt/WshXb7QRnjdRRXQznRS1gAaeT33jn8apX/iLVdQ0220y7vJpra3d5UEkjMSz4zkk8428emT60UVUdjnnuf/2Q==", "info": {"video_id": "77267", "label": "turning the camera left while filming pencil", "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": "fc61d4ea6be0dcad27daba45bb9b53b8cb0b5b51750c523829757278efde9f8b"} +{"episode": 44835, "episode_seed": 2712424780, "split": "train", "timestamp": "2025-10-13T03:18:39.190022", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2712424780, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pinch charger so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "194924", "label": "pushing pinch charger 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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0iQ2BBKj5cc1w9ldSI+BIQByParUyX93H5rCR0HQ+tMuxUuVX5znnNVAxBDDqKWYlGIbIPpUBc44oBOxsWiLdybmcDb1HrWmBxS6xomlWXhu21bStSvZg10bXNzAI1uSE3O8Qznapwp3f3h7gQofkpRVmOrUU0rInxxnOKbJNtOM0oPy1Rmk+Y1TMScT8561UvGEhAHrTPMwailbIJz0qbDubWhsLfUkUOCxQ5Arr0lygB/LNeX29zJBJvRirA8GtsardmFfLkLM3G3GTTLSOk1FYHQl8ZANcLdYW4cA8Zqe5a7BPnCUHqc5rNd8nk5pj2LNtN5UpB+6a1bZHUFm4DEYpng/T9K1nxFDp2rXM1tDOdqzJLHGsZ7ljJxjGeOpOB3qRoZdP1jUNPdbhBaztEsdwAJFAYjDYyM8c4JHpU21LdVODiywOtSAgnkVGrHdT85qjmHMR0BqGUjyzzQ4GeKZKP3ZNQ1qWtjKIxcMfeu/0S4zpdvz/AA4NcHJL9nbhQWbnJ7Vv6Nq0EVokbsd6nnirQ0jsFcs38uaVlJXORXO3HiC3hX9387H0NZ0vieU8Rpge5p3HynYNggl2/Wq0j2yZYsPqTxXE3niG8eM+W5QkjkVqeIvD+q6B4f0jUtTmuftF8ZPMgaMgW+AhQMf7xVs47dOoNDZJlKxAqVXPFFFSQxysSad/AeKKKTGjJ1EnH1rNoopjJ4rqaLISQrxjI64pbm9uLkKJZWZV4C54oooKexVNWtL1W50TVI9QtNnnxbgu9dw+ZSp4+jGiimyGLprFfMx7VrKxyOaKKQEjMQvBpysc4oopMBlwco1c9Ocyt9aKKEUhqsVbg1ZF9cqrKszANwSDziiimMqOcnmmZxzjNFFMlnQ694tk8RW9tDNpGmWpt0WOKS1SRSka5wgBcqByScDJPPrQjtjrRRUgyYE7TzWbMx39aKKZJEWNMkJ2GiikUivVi3upouY3KnpkdcUUUykPu9RubobZZCUHAUdKomiimT1NPR9ebRlmjOm6bfxTMrmO+t/MCsucEEEEdTkZwe4NWItQutW1K81C9lMtzcSebI+MZY5zwOg9qKKQdC8p5p4PFFFAgHPPemzDCH6UUUhmBcuXlJJqSzdhMMGiimVHc2LaziuYHlctuz2PFZN4PJcKpOCM80UUIqRTkY46nrWhf+JtX1TSbbS72+mntraV5UEkjMSzBepJ5xt49Mn1oooMj//Z", "info": {"video_id": "194924", "label": "pushing pinch charger 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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"info": {"video_id": "194924", "label": "pushing pinch charger 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": "04126e828eafb882abd67a108ea3d720c437cba7b597c6965e9dd0fe89363c67"} +{"episode": 44836, "episode_seed": 2919404874, "split": "train", "timestamp": "2025-10-13T03:18:41.216861", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2919404874, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 card up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "20662", "label": "lifting card up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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F49u6JuRjsQBisIRRweUmzIDEOAetd1ZW6XFxJIzo8aOVULyCeOv0rF8QWAgv0aJDtnbcOP4ieRXJVxdRQ9lF6Xv8z2MPChOrd72t/XyOfXbDOIiAwcZPoy9vz/pWlpMIju5BIqugAxkcEHvj8KseI9HWzitLiBAPLURSkfo355/SprGN5NJSTB3K5Kj/AGa7VmM5QlKT+LQ86WFpLl5ehDHZfZbq4QAeWF+U+oJqMiWFJVWWQLwRhiM9f1rfjtEu4Gc/eIDIc8Zxiqun2a30d3BKfLkRAVLcbSD3/wA96yrZhVu9d0l93U2oYail73R3+T6HIajqc0Eex5S5bO0ljx71xuqXu+ThsnvVnxJqG67IjPyg8YrEkikaIzSHAxkA9aupWlXalLQ0hQhRvGI+C4YMBnvXu/iO3e/mgQOwt4Au9R/EzY/kP514dbWkSac890ZI7ltjW644YE85/Dmveh88bZ3Ev6nJ5qalSeGs1o3+Rz1VCrJX1Sv+hyWsweaZLZs7cl0I9Rxj8s1jRQx23lKxOGY7/X0ruLWwN46zSphBg4PUnJNc7qunrZagYgN25tyfieKxqY2pGn7GL0vf+vzO+jQo1K3M9+W39fIzYCbS6Kl2Bf5DtOPl6mtHTZ7mO/2NPNtUZ++eQai13TW017GXLNmPy3z2br/X9KsWEkT2LSAgSI23Pcr1/rXoLMpTUpyXxK3ozy54KEVHlez+/Uux3V/Y6oyR3dx5eC65kOMYqeHxBrEM7KL6RwVJXdg8f41IlsbvLKwBCAg/zH44qrZW7Xdy8KgB1RsZ/lWVTMH1X2bfPozSlgoO93s0/l1Q+XxDfXZa2vWjmhk+U+ZGCBnofwNZlpZ297qi2dxbwJJIxQNsAG70pTbSvcSoq8ojMVPXjrTLg+ZsuFbDnALDqGH/ANbBr08K6OLpKTik3o/Xp9+pw4unPDVXFPTdehuXGiXFmggksUlhHQBen0IrX0KxisYbiYKQGUNtdfm4zxnvWV4X8cSTarNputsihU/dS7cZwM8+ua6vULi3u9Ns7q0mYw3Ayu3A3Dg8/wCFcdak8Om5dAUud27nMDSzG91K7lpZxuLk9yeQKwb2yV7oXEqYbd8/PB54/OuvvGISNQyKxcKu44z7VMdKhl09oGw0jAEvj+IdPwrzo46rD30/eaaPUhGg4KE1pdHArGsqumPnDZB9R3H9aWLF1blEGWXiPjnA7fj1rd0PT1m1CUzRgxwA5Vh35GP51lGxlsNYa0RePMBiOeqnpVYPHVIxjC+kdV/X9bmuNw1GVWbW7S/r8jUtbVbnSPIYAPtDqx7GmrbbrOKKQbXxk5/hOa0WXZeEg/JL8v40++t0W1WSEDeoHmY69Ov4VrPMKjjeL3d/RnLRw9JSXN2see+KrvyJoYDwRCGK+5z/AErkLS1fVL/y1baMFmY9FA6mrXia8a+1aaVDkFtq/ToKv6Vpd5Y+DNT13aNsm60HcqOAT9CTj8KcH7Wpzz66/rY3qfuockOmn6HPfISpRiV55/GryNhRmq1lZnyldidp6A1eZAhrCbVzSJ6vfSRxWL+ZIEUjAJ9av2UEccBTh9+SxP8AFn+lcHc6hNfyK8nCj7qDoK63QrwT6eoZhuiG059Ox/KqxOX1MPQjOT3eq7djzqeJ55OC2KtnpjJ4jkDJ+7h/eA+v93/PtVPxBpzR6kLyP7k2EfjgN0BP1/pV+DXd2ssGYC3ceWp9MdDXPXniyV7u62yvHHvPkjylZSB65weSM5B706OW4lT0XS/39PU3qY+NR8z9Dp5IMJEEyXhAUZPUVdaGO6sfJyQGG5Wx0PrXEw+MbjIM9rDIAeSjFT/WtTRPEM15Jc+bC7IjBgVK5QMcAYyM0Ty3F04NyWi8zOOIg2lFnTafZLLpElndpj94enUdMEVnvoIewawkkj+0I7SW75xuU9R/npVK+11oNXje1d8GIb45EK5x7H6jkVJq+pQajZ288DmOeFyCucMuR1B9MitMPga8J06q0v17PzRNbFKcZQf9ehhXEJfzI5oz5igrKjDk+/19fzqLwtapZ+LtMyTse6UK+TgKeoP1/wAKvXV5JeGOSUD7QnBkTgsO2ff3qu0aSKzBcY+ZlXj/AIEK+gcZRhyy0X5f8Dt2PNUtdD1bxJerpOk3N4FG9V2ouPvMeB+prgLzW7oItoEMLmMeYe+T29qtWusXWs2kGn30gm+ySCTzT1dcHaG9SOufpWZqKeYVusAfNgnH97kf0ryoQpvExhVV7M6nCaoOpFml4YvTFctAxwkg4z/eFbGsanFay2qNGsjLIJDnqoHce9cZBI32iNYvvgggnoPc1NqFzK93cTXBywJJx6dsfhXTXy+jWx3vPRq7X4f16GNOvUhQul1tc3tZ8Q2cV4lkyxyrLEHYtIFGD0HPfHNZ1n4j0lIkt/MeDyxsxIMjj/aGQa52wFnqR23Cr5sjk5Y4IA6AZ6/StdtA0axtZJHWe4lYERod20HHcr0HvWEsswihyuTv/XyLji5t6I24tdsFultkmUh1Dh1YFcn+GqnjHVRpWhvND8s13+4LDrtxk/4VwZaTTruOZDbTfeI6SKe3I/xqnrF/dapZrbk7NjFkAYlScY6H+lYVcqSadJtpb3OqliNffKmn2gu47jU7psWtsVVQRnzJCeFH0GSfpVx9L/tfWYY4iBGqb5VzjKL/AF7VXtLO5vbBLZiLeKJtxHqcYzj8at+RHY/P5zPIQBnpWD5KdRJu6X9WOy8pwbWjZY1hIZ7+EIcxQL8q+hPb8K7zUNeVY/ItG+foZPT6V5dJdgyYB711caFSUPVTiuzB0aeMrudXpsjz8W5UKcYxO88P3huNNRWOXjOxvf0puoLaS6tZGY/vQThf7wHIz+NYGh6itjcurt+7ZCSPcDNVLq8kvLprpjtcnK47elTLKHVxU4rSO6+e34mcMa6dNSW+x0muRR3Fm8cnQ8g+hHQ1x8JaGCNNykgfMR0J7muiv72O70Bp92JcbMf7R4/+vXK2KGFvIYgoT8pPY1wRwFaVKcrfC9vzOn6zBNRvubNhqctoPLWQEdQpPOKvQ6lDb3ouxhC4KMueNx71w+qNPb6wzplTGAtTXt+lzpGVOH8xcr6VTwM/ck9pW+Vxqvbmsd3NLFLcDVFbY8IIlAHDDH86xNRhFqfPt232U/8AdP3T/npVHRNY2W5t7okxyKU39x6ZqKC5lgV4gcxsMPGehr0MFgqtGck/L0a/zRzV6yqJX6fgMvIEutjNxImCGH8a11unaiLDwZZTRwlkE86hM/c+5gfTkmuSjfgo4OOx9PetXTEaWOe2bDKxAA6jJyMj8K7cc06LVTW1vmr/AJmWHg3NKP8AWg+fULi8uVmlc7h9wDov0rvLK+SewS5LADbl/YjrXnSsIsqTyvBrRinuk0iRQQsUjgkd8f4dKjMcFSqU6cYNR1SXo/6uThqtRSk7X0u/kb9v4gs4lv5plWJBmXgcuAMfn0/OsFvFdlP9nu7i3UsjZHlSfPHkEcqcZHuDWLcXiC+WOVD5EY3NleC3b8q1rfQNKvUSWUsufmxA2QR+QNRPLcFGTTv/AFv94RxlV7mjD4j0m5B23IHHKSfIf1qpdeI45fD99dRjZMkZBTPIJ4B/Wuc161sVmA06JYIlTOJmZZH4Gcq3+TWQbp5LL7AbSGVWyARlXO7H8Q9McVzPK6HI3Tbfby/Q6oYibkuY5+ORpdRQKpds5CgZNd7qk6/8InY6LFLsgCq1yu37zglv1J/Sub01YNJmkUMGlP3mJz+ANJf6oZD8p+tedOWuh6bjzJNiSOoO1cBQMACqs0xIIqr55aTk0sj5J96lIbZ2Kp5DtGxPyEjmrtpNOtrdPCQqsm0+pGecfhUV7AZr4umdkgDMf7v/ANersqCOJ1j4CJgV62KzCPsIxWrdm/kcGFy91KknLRK5kX1wYLX5Scv8oIrS0z7DejZIkbIgAKnKt9Tjiqs0PlyeU3IIG0+xoeGSy+e2mKy4wS6hwfr0P611YrHxXJJS0ktDkpYGrNyilrE09cmt7XSRaRWr2tmSN0sRVvMOD8uOvvnNcc3k+YRFKSoPBI2k/wCFa8l9rEw8seWwYfN5JxgeuG/xqvYaVcW94k81mbiJfvRuOuR1yM1dKrSULzd3va+/9eYQpTvbbpcXSzKzbQ+8LyAWzjIOev0ragB87ymXllIKmpDHpy3FgbLT5ra7WQicYym3aep6HnFTNEBPHvz+7+63fbn+mcVy1cwTi48rjFprzT1Vzpjg2nzJ3af3oqyQtGcp1Bzis661EafMcqQANytnFbN8klu4SVSsgOCD39xXP2mmR+JfEM2mXmozQLtk8rYm/cQhYL7DgnJ/rXn0MxrSaUtWuvdPo+5318HRinOOz6efdFzwzeNcHUZA4GVQDHYsSB/Wt5ts2nXCnB3uSpz0IIArhvA7tbm9V85+STn2Vj/MivR9FtVWGKRxkbeAfrnNc86rpvmT1FJxlBp7PQz7K3WCBy20ykgMQe3HFQXkBLzSZyF2hh/skVa1BDayyxAkbpQR9DyKiRGuZ54V+8+wD61H16pCssTe7/rQ644SlUw3sdlb+mZa6fuHnxTshBygKhgD+PP60yTWdWiDo1rBKh4LRtgsO4Ktx+tbV7YSabdPG3zRSYaNhx25H4EVjSZ+1ptAJdgBnkcmumnmEp1pTe3Y5Hl9J4eNt7bnPXcEsr+csBhBGAhiKY/mP1rU/se3Fkt9CZmXaSFlx1xz0610moWdxpkpWTdJE3zCXHHXofQjisC71hJLAopCspZWXpXTVzCpVguV29DChh4K+lzmTfukrndwc1Unu2kzk5qrMSJDmo5UkEO/7ufu89a4lE6G7EqyfOOe9ei6hmK+k2jhsEe/FclreiaXZ+HbfVtL1G9nDXX2XNzAI1uCE3O8Qznapwp3eo9wO7uICvlzyJnICRk104fErCVOd9U0c1al9YSgu421t/ssRaVQXdTvz2HpVEdNvPFacswbzyf4U/p/9eqd4nERQYIiG76DvWmAzLkxTdZ6S/Q0x+XJ4deyWsf1InRjaFyTgtkDt6VTZgV+taVxhrTCcDbkfzrLjbzJV6DacnPTiunA5opzm57Nto5sZl3s6ceTdblu9sQYBMmWI4kH4DmsDyo/PYYBXbyK621k3rjH3lwcf59Koy6OrXDSJhU29PT3qPrf7iUJ79GS6FqilHbqYcTeVFhj0PJ9DWuyJMiyg4LjOaz7qxljLcZXGGq9ZRuNO3bSUTKt32nqPwrkxGOqOEWnaUXudVHDwjUd/hYwoQATwy/yNamiSsZ+vCDcB79P61jaH9n1PxWNN1K/uba3mfYskcsUax9yWMnGMdhyTgVr6Dp00WuapaSvcBbeYJifAkUBjwwHGeB04pVMZOUJc60dvv7/ADBUoU5K3S/3Fs2ccmos7bfJMn3c8k1culDxMM4BcKfpnFXdSgRBbyoAqpkHArF80tbgk9ZQf1rhq4qpVinJ7aI9DBUacYNxW97lW5tA8zWxdlfOA6nBx6//AK6JZb/TowltJFNGowqyLsI/4EOP0rafR5rmzlu4j8wcMqY+8o681lXLBoz06Z/KuieZ1a84Pays/N9zmp5bQSnF66/cc3q13PqOGubXyZ8DLmLJIHq65H54pdFjtwJZZmJmXOFyNu3HXNdVo2lzajp9zIjkNG2I17OcdCfyrH1DS3ncKuLW6jG1gy/eBGcGu2WYSq03SRyww0KVW/Y4jUpAuozeX90txj0quN78etW73Sr6KaQyRZUNjco4qpJLIAoZApHTAwDXDY6XJBhkfB4I6ir2n6fcalc+TBs3hc4ZsVUuJ1ntA3RwQM9xW7rHhrVvCOj6Lq00lxHdXjSGSLyyPs4AQorH+8ytnHbp1Bw+VtaEOa2OvuYUWxhmGd8jhW54xVeR2Md1z0HFFFcX2WehhvhI744DHAJEYwT2p1x/qz7g0UVnTbbSZvNJOTXl+RWs8sZY9xCgA8f7wH9a3LCVtq+p/wAM/wA6KK9Kl1PLrfEzctLeOW3dmX5snnvxxWJdMVt0fvkHnvng0UVgvjkKmbl3aQ32llZlztj3Kw6qQO1eVpqdxpPiGS+ttnnRswXeuR8ylTx9CaKKyofEwi/3bRd8IxJJfSRMMqVC/hzXpUPBUDpRRUYj4zJ7IzdfA8+1bHLZB98UzQlD67OzfwQgj69KKKj7CO+Df1Zm9qVvHc2EokGdgLqR1BFcPZKJNUsAw4Mo/wAaKKcN36GdB/umegTwx3Ns8MyhkcYYH0rzDWtNtlvLgKpUgvgg88YooragcsNzi9Rtlt7pgrOf945qlOx8oHrg9KKK60U9ma2u+LJPEMFtDNpGmWpt1SOKS1SRSka5wgBcqF5ycDk816zqQBsosjowx+VFFYYreP8AXYmj8aMEkmK659a17W3iniuPMXdi2wPaiiuKtuexUdqL/rqZL/8AHsBngAD/AMdFVNEgjuNZEcq7k2P8p+lFFb0v4bMcVsTwMUup41OFSVgvsAeP51rWoH2gqQCNp60UV3VP4R5hRvUVbqUAcfLx9RSeH+HcYGCxU57j3oornn/DKl8Bzmpaouga/qNumnafeW8socxXsHmBWUZBUggjqcjOD3BrovB9/c6ncanf3cnmXNw6ySPjGWJPYdKKKJ/w0S9jqb8A6bPnsuR9a5iT/j0hXoGdckUUVyr4WehgvhZ3sSiKNUQYVRgCuP8AEMEdvqeyJdqum8j3J5ooqVujnwrftGbHhNQmhxleCzsT9c0zxLaxOnnlcSAfeHUgdjRRWqdqnzMZ/GzndPAuLN2kAJ4z78Vk6zpFn5bOItp9qKK1l8bJZxN/EsA2x5AJqW98Satqel2+l3l7PPbW0jyp5kjMSz4zkk8428emT60UV1Q2Je5//9k=", 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", 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", "info": {"video_id": "20662", "label": "lifting card up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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7om5GOxAGKwhFHB5SbMgMQ4B613VlbpcXEkjOjxo5VQvIJ46/SsXxBYCC/RokO2dtw4/iJ5FclXF1FD2UXpe/zPYw8KE6t3va39fI59dsM4iIDBxk+jL2/P8ApWlpMIju5BIqugAxkcEHvj8KseI9HWzitLiBAPLURSkfo355/SprGN5NJSTB3K5Kj/ZrtWYzlCUpP4tDzpYWkuXl6EMdl9lurhAB5YX5T6gmoyJYUlVZZAvBGGIz1/Wt+O0S7gZz94gMhzxnGKq6fZrfR3cEp8uREBUtxtIPf/Pesq2YVbvXdJfd1NqGGope90d/k+hyGo6nNBHseUuWztJY8e9cbql7vk4bJ71Z8SahuuyIz8oPGKxJIpGiM0hwMZAPWrqVpV2pS0NIUIUbxiPguGDAZ719A69Z/b7eGAMQiL5rBTjeccD+deCW1pEmnPNdNJHcvsNuuPlYE4Ofw5r6CViXZt7SdgWqak54eN1o3axzVuWpJdUr/oc9qdmNnl7cwsoBA7YHFYBgS1UKF+YP8wzn8K7i0t1urmRndGhRyAqnOTxwfpWZ4msFgmW4iTiY/Nj+9j/61c1bF1FTdKL0bTZ6GHjRnWjJ7pM5ttlvOpTpIcL/ALvcf0q7YwlNRWUKBGRuGOgPp+Ga0db0UQ6LbSxRjz7f5pCBywPX8qZpEby6dMDkbmGw56kDmuyGZ1HFzm91b/g/qefUwtGyUOj/AFJJrMR6mLiMARupc+zY/rVO+VbW3uLkDhYXY+xA4/nW/aLFOmZwCoUoQexBrkPGtw1jp8lsTzK3ykd1HOfpUyx1Vysn0t8v+AaUcNS1T7833Hn+pXfnHGck9/eopbL7NbWs0j4a4DMiY6KO/wCNR6bptzq+r2tjAQGuJhEGPRc9/wAs1qeKraceJRp7rsNnCsCAdgBn+tOEVyyb3/rU0nN86ijNteK9M+GU3k2utSAfMqxbf947gP1rz6O3CIR3rufh5/zEFBPWM9eON1Ye05HzCrR5qbX9bmv9gksoJ2Z2kn8wF2P8Xf8AKudns0kvRcHO1/nYf7Xp+ddxeo0kiJGhJcED6gf/AF/0qpqmiIum+YP9ZGxkY+vGKpZhVgnNPVqw4UKM4wg+6/r5nH+WJrcMGO5W2t9Ox/nVgXMrWqyRTSjyxgYcj5RwP61f0rSxfLc8lEWNlyP7xHH+NZWmyCGdIplxh/LZSPfBrfC5hNRhB7R/Ff8AAIxmDpupUa3dvkb4e6fSleO5uBNF83Eh5B7VMusaqtlCY76cMF3ctnIzRCVEk0Ubcbflx6UX1sbMRtkFGHygDheOn86uWPlbRdb/AC7HPSwcJSSfa3z7kz+KNYECEXRYFc/cHIrM1C7N/GLqa3t2fOyQ+UMk44J/DI/CrF9ZvFZW8wGEkQYI7H0qqsbRoscuAtxGGQ9s9v14rpwWJpYjnjKK0d16X1XyRnjMK6EYTg9Ho/U0NL0FbqxXUbCGLdkqyhQCpHUVJHpAuJyktp5Eh/iVPlP1FYaa9qPh2KSayIKEgSRsMjr1x69q9M0TxBpWtJaLFIBcXERk8r+7ggEH8TV18J7KTcfhZywrOS1ORvpI4rF/MkCKRgE+tX7KCOOApw+/JYn+LP8ASuDudQmv5FeThR91B0FdboV4J9PUMw3RDac+nY/lXlYnL6mHoRnJ7vVdux2U8TzycFsVbPTGTxHIGT93D+8B9f7v+faqfiDTmj1IXkf3JsI/HAboCfr/AEq/Bru7WWDMBbuPLU+mOhrnrzxZK93dbZXjj3nyR5SspA9c4PJGcg96dHLcSp6Lpf7+nqb1MfGo+Z+h08kGEiCZLwgKMnqKutDHdWPk5IDDcrY6H1riYfGNxkGe1hkAPJRip/rWponiGa8kufNhdkRgwKlcoGOAMZGaJ5bi6cG5LReZnHEQbSizptPsll0iSzu0x+8PTqOmCKz30EPYNYSSR/aEdpLd843Keo/z0qlfa60Grxvau+DEN8ciFc49j9RyKk1fUoNRs7eeBzHPC5BXOGXI6g+mRWmHwNeE6dVaX69n5omtilOMoP8Ar0MK4hL+ZHNGfMUFZUYcn3+vr+dReFrVLPxdpmSdj3ShXycBT1B+v+FXrq8kvDHJKB9oTgyJwWHbPv71XaNJFZguMfMyrx/wIV9A4yjDllovy/4Hbseapa6Hq3iS9XSdJubwKN6rtRcfeY8D9TXAXmt3QRbQIYXMY8w98nt7VatdYutZtINPvpBN9kkEnmnq64O0N6kdc/SszUU8wrdYA+bBOP73I/pXlQhTeJjCqr2Z1OE1QdSLNLwxemK5aBjhJBxn+8K2NY1OK1ltUaNZGWQSHPVQO4964yCRvtEaxffBBBPQe5qbULmV7u4muDlgSTj07Y/Cumvl9GtjveejV2vw/r0MadepChdLra5vaz4hs4rxLJljlWWIOxaQKMHoOe+OazrPxHpKRJb+Y8HljZiQZHH+0Mg1ztgLPUjtuFXzZHJyxwQB0Az1+la7aBo1jaySOs9xKwIjQ7toOO5XoPesJZZhFDlcnf8Ar5Fxxc29EbcWu2C3S2yTKQ6hw6sCuT/DVTxjqo0rQ3mh+Wa7/cFh124yf8K4MtJp13HMhtpvvEdJFPbkf41T1i/utUs1tydmxiyAMSpOMdD/AErCrlSTTpNtLe51UsRr75U0+0F3HcandNi1tiqqCM+ZITwo+gyT9KuPpf8Aa+swxxECNU3yrnGUX+vaq9pZ3N7YJbMRbxRNuI9TjGcfjVvyI7H5/OZ5CAM9KwfJTqJN3S/qx2XlODa0bLGsrDPfQhDmKBflX0b0/Cu2vNduSptY0MJCAOf4s46e1eayXeZePWu+v4cOlwQBnKEjuRz/AFNdGFcMRik6quun6HHiacqdD3Hsa/he98q5a3Y/LLyP94Vs63qUdskMRRZXLq+09gD1ri7aR2uY1h+8CDk9B9ak1a9mE1zcTAvIDgKo/LHtXbiMBRq428npa7X4HFTr1IULpdbJm9rHiu0gvIbaMxP5ke92diFGeinAOCeazLXxPpMKm3Kvb7XP+2vJzww7Vj6bHZ6gBDcBfNxvkJ4Yk+nUVfutF0TT7OR/JmnnZcxmTd5a8jqy8DrWMsuwXJytv+vwKji6jZozeI7GOWFY3WRJcl5EbO3HTI/GuH+IOpGbVVhDfJDEuOeDnn+oqsHexu45lEExTDgHDqfqO/0qlfW8d9KLyeEQomFbYxxIR2wen4VhWwFOhFTg3pvc7cPWlKWppeBXjt7wX06sqxRP5b7f424BH05qPUpWuNTu7+4cPc3D7mbGAB0AH4ClfVUS2VFwABgAViXF40jHJ7157bbZ3cqvctPLtHBrqfAuoRWY1KSZuvlhR3P3q4hZMx89a2fDwLfaHHQFAfxzW2HoRrVFTm7JmGJm4Um0d/aa3LNrMUkhxCTsCDoAf8iusmZfIYS4KEENn0rzdDt+bOD1Fb1/rZn0y3gU/PIuZD9DjFehj8rTqU40VZPT/g/ceXh8U1GTlutTV0lLePTP9HYsGZiWPU84GfwxXMavAiav9oQqNwJZf9rgZFXNEvRb3RgdsRy9PZqytfTfq5aF+YeB6Z71xzyupHEujDa10/L+tDpjjOaHtJbvcWOd0kWQPtZOc54x3rX/ALUF3B5U4DKeVcdj6iudvQ0mkTSoo3EbSAehNZul6g1sVgnJ2Z+Un+GsI4Gq6cpdYu1jX28VJWZ6Bb6nBPZCxk2sgXym56Gqs9rFLbLppnH2iEFoWbgkE9K4pL2SDXJpI24Mh47GtrUL9L5ba4TKyqpR/Yg5Brpw+AqQqQqRdk+vZ26mVXEc0ZRY15XZpFnQlx8sqHv7/WrPg+3htvGOlgE4kul2vnop6qfr/hWdPcyzskknMijBcdSPenBv+WifKV5IHb3Fe970Ycsv+G/4H5HBbW6IVTyHaNifkJHNXbSadbW6eEhVZNp9SM84/Cor2AzXxdM7JAGY/wB3/wCvV2VBHE6x8BEwK8vFZhH2EYrVuzfyPSwuXupUk5aJXMi+uDBa/KTl/lBFaWmfYb0bJEjZEABU5VvqccVVmh8uTym5BA2n2NDwyWXz20xWXGCXUOD9eh/WurFY+K5JKWkloclLA1ZuUUtYmnrk1va6SLSK1e1syRuliKt5hwflx1985rjm8nzCIpSVB4JG0n/CteS+1iYeWPLYMPm8k4wPXDf41XsNKuLe8SeazNxEv3o3HXI65GaulVpKF5u73tff+vMIUp3tt0uLpZlZtofeF5ALZxkHPX6VtQA+d5TLyykFTUhj05biwNlp81tdrIROMZTbtPU9DzipmiAnj35/d/dbvtz/AEziuWrmCcXHlcYtNeaequdMcG0+ZO7T+9FWSFozlOoOcVnXWojT5jlSABuVs4rZvkkt3CSqVkBwQe/uK5+00yPxL4hm0y81GaBdsnlbE37iELBfYcE5P9a8+hmNaTSlq117p9H3O+vg6MU5x2fTz7oueGbxrg6jIHAyqAY7FiQP61vNtm064U4O9yVOehBAFcN4Hdrc3qvnPySc+ysf5kV6PotqqwxSOMjbwD9c5rnnVdN8yeopOMoNPZ6GfZW6wQOW2mUkBiD244qC8gJeaTOQu0MP9kirWoIbWWWIEjdKCPoeRUSI1zPPCv3n2AfWo+vVIVlib3f9aHXHCUqmG9jsrf0zLXT9w8+KdkIOUBUMAfx5/WmSazq0QdGtYJUPBaNsFh3BVuP1ravbCTTbp42+aKTDRsOO3I/AisaTP2tNoBLsAM8jk1008wlOtKb27HI8vpPDxtvbc567gllfzlgMIIwEMRTH8x+tan9j24slvoTMy7SQsuOuOenWuk1CzuNMlKybpIm+YS4469D6EcVgXesJJYFFIVlLKy9K6auYVKsFyu3oYUMPBX0ucyb90lc7uDmqk920mcnNVZiRIc1HKkgh3/dz93nrXEonQ3YlWTDjJ716zMvnaVGhwZCQ6knHJ5P6V59reh6XaeHbfVdL1G9nDXRtc3MAjW4ITc7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7om5GOxAGKwhFHB5SbMgMQ4B613VlbpcXEkjOjxo5VQvIJ46/SsXxBYCC/RokO2dtw4/iJ5FclXF1FD2UXpe/zPYw8KE6t3va39fI59dsM4iIDBxk+jL2/P8ApWlpMIju5BIqugAxkcEHvj8KseI9HWzitLiBAPLURSkfo355/SprGN5NJSTB3K5Kj/ZrtWYzlCUpP4tDzpYWkuXl6EMdl9lurhAB5YX5T6gmoyJYUlVZZAvBGGIz1/Wt+O0S7gZz94gMhzxnGKq6fZrfR3cEp8uREBUtxtIPf/Pesq2YVbvXdJfd1NqGGope90d/k+hyGo6nNBHseUuWztJY8e9cbql7vk4bJ71Z8SahuuyIz8oPGKxJIpGiM0hwMZAPWrqVpV2pS0NIUIUbxiPguGDAZ719A69Z/b7eGAMQiL5rBTjeccD+deCW1pEmnPNdNJHcvsNuuPlYE4Ofw5r6CViXZt7SdgWqak54eN1o3axzVuWpJdUr/oc9qdmNnl7cwsoBA7YHFYBgS1UKF+YP8wzn8K7i0t1urmRndGhRyAqnOTxwfpWZ4msFgmW4iTiY/Nj+9j/61c1bF1FTdKL0bTZ6GHjRnWjJ7pM5ttlvOpTpIcL/ALvcf0q7YwlNRWUKBGRuGOgPp+Ga0db0UQ6LbSxRjz7f5pCBywPX8qZpEby6dMDkbmGw56kDmuyGZ1HFzm91b/g/qefUwtGyUOj/AFJJrMR6mLiMARupc+zY/rVO+VbW3uLkDhYXY+xA4/nW/aLFOmZwCoUoQexBrkPGtw1jp8lsTzK3ykd1HOfpUyx1Vysn0t8v+AaUcNS1T7833Hn+pXfnHGck9/eopbL7NbWs0j4a4DMiY6KO/wCNR6bptzq+r2tjAQGuJhEGPRc9/wAs1qeKraceJRp7rsNnCsCAdgBn+tOEVyyb3/rU0nN86ijNteK9M+GU3k2utSAfMqxbf947gP1rz6O3CIR3rufh5/zEFBPWM9eON1Ye05HzCrR5qbX9bmv9gksoJ2Z2kn8wF2P8Xf8AKudns0kvRcHO1/nYf7Xp+ddxeo0kiJGhJcED6gf/AF/0qpqmiIum+YP9ZGxkY+vGKpZhVgnNPVqw4UKM4wg+6/r5nH+WJrcMGO5W2t9Ox/nVgXMrWqyRTSjyxgYcj5RwP61f0rSxfLc8lEWNlyP7xHH+NZWmyCGdIplxh/LZSPfBrfC5hNRhB7R/Ff8AAIxmDpupUa3dvkb4e6fSleO5uBNF83Eh5B7VMusaqtlCY76cMF3ctnIzRCVEk0Ubcbflx6UX1sbMRtkFGHygDheOn86uWPlbRdb/AC7HPSwcJSSfa3z7kz+KNYECEXRYFc/cHIrM1C7N/GLqa3t2fOyQ+UMk44J/DI/CrF9ZvFZW8wGEkQYI7H0qqsbRoscuAtxGGQ9s9v14rpwWJpYjnjKK0d16X1XyRnjMK6EYTg9Ho/U0NL0FbqxXUbCGLdkqyhQCpHUVJHpAuJyktp5Eh/iVPlP1FYaa9qPh2KSayIKEgSRsMjr1x69q9M0TxBpWtJaLFIBcXERk8r+7ggEH8TV18J7KTcfhZywrOS1ORvpI4rF/MkCKRgE+tX7KCOOApw+/JYn+LP8ASuDudQmv5FeThR91B0FdboV4J9PUMw3RDac+nY/lXlYnL6mHoRnJ7vVdux2U8TzycFsVbPTGTxHIGT93D+8B9f7v+faqfiDTmj1IXkf3JsI/HAboCfr/AEq/Bru7WWDMBbuPLU+mOhrnrzxZK93dbZXjj3nyR5SspA9c4PJGcg96dHLcSp6Lpf7+nqb1MfGo+Z+h08kGEiCZLwgKMnqKutDHdWPk5IDDcrY6H1riYfGNxkGe1hkAPJRip/rWponiGa8kufNhdkRgwKlcoGOAMZGaJ5bi6cG5LReZnHEQbSizptPsll0iSzu0x+8PTqOmCKz30EPYNYSSR/aEdpLd843Keo/z0qlfa60Grxvau+DEN8ciFc49j9RyKk1fUoNRs7eeBzHPC5BXOGXI6g+mRWmHwNeE6dVaX69n5omtilOMoP8Ar0MK4hL+ZHNGfMUFZUYcn3+vr+dReFrVLPxdpmSdj3ShXycBT1B+v+FXrq8kvDHJKB9oTgyJwWHbPv71XaNJFZguMfMyrx/wIV9A4yjDllovy/4Hbseapa6Hq3iS9XSdJubwKN6rtRcfeY8D9TXAXmt3QRbQIYXMY8w98nt7VatdYutZtINPvpBN9kkEnmnq64O0N6kdc/SszUU8wrdYA+bBOP73I/pXlQhTeJjCqr2Z1OE1QdSLNLwxemK5aBjhJBxn+8K2NY1OK1ltUaNZGWQSHPVQO4964yCRvtEaxffBBBPQe5qbULmV7u4muDlgSTj07Y/Cumvl9GtjveejV2vw/r0MadepChdLra5vaz4hs4rxLJljlWWIOxaQKMHoOe+OazrPxHpKRJb+Y8HljZiQZHH+0Mg1ztgLPUjtuFXzZHJyxwQB0Az1+la7aBo1jaySOs9xKwIjQ7toOO5XoPesJZZhFDlcnf8Ar5Fxxc29EbcWu2C3S2yTKQ6hw6sCuT/DVTxjqo0rQ3mh+Wa7/cFh124yf8K4MtJp13HMhtpvvEdJFPbkf41T1i/utUs1tydmxiyAMSpOMdD/AErCrlSTTpNtLe51UsRr75U0+0F3HcandNi1tiqqCM+ZITwo+gyT9KuPpf8Aa+swxxECNU3yrnGUX+vaq9pZ3N7YJbMRbxRNuI9TjGcfjVvyI7H5/OZ5CAM9KwfJTqJN3S/qx2XlODa0bLGsrDPfQhDmKBflX0b0/Cu2vNduSptY0MJCAOf4s46e1eayXeZePWu+v4cOlwQBnKEjuRz/AFNdGFcMRik6quun6HHiacqdD3Hsa/he98q5a3Y/LLyP94Vs63qUdskMRRZXLq+09gD1ri7aR2uY1h+8CDk9B9ak1a9mE1zcTAvIDgKo/LHtXbiMBRq428npa7X4HFTr1IULpdbJm9rHiu0gvIbaMxP5ke92diFGeinAOCeazLXxPpMKm3Kvb7XP+2vJzww7Vj6bHZ6gBDcBfNxvkJ4Yk+nUVfutF0TT7OR/JmnnZcxmTd5a8jqy8DrWMsuwXJytv+vwKji6jZozeI7GOWFY3WRJcl5EbO3HTI/GuH+IOpGbVVhDfJDEuOeDnn+oqsHexu45lEExTDgHDqfqO/0qlfW8d9KLyeEQomFbYxxIR2wen4VhWwFOhFTg3pvc7cPWlKWppeBXjt7wX06sqxRP5b7f424BH05qPUpWuNTu7+4cPc3D7mbGAB0AH4ClfVUS2VFwABgAViXF40jHJ7157bbZ3cqvctPLtHBrqfAuoRWY1KSZuvlhR3P3q4hZMx89a2fDwLfaHHQFAfxzW2HoRrVFTm7JmGJm4Um0d/aa3LNrMUkhxCTsCDoAf8iusmZfIYS4KEENn0rzdDt+bOD1Fb1/rZn0y3gU/PIuZD9DjFehj8rTqU40VZPT/g/ceXh8U1GTlutTV0lLePTP9HYsGZiWPU84GfwxXMavAiav9oQqNwJZf9rgZFXNEvRb3RgdsRy9PZqytfTfq5aF+YeB6Z71xzyupHEujDa10/L+tDpjjOaHtJbvcWOd0kWQPtZOc54x3rX/ALUF3B5U4DKeVcdj6iudvQ0mkTSoo3EbSAehNZul6g1sVgnJ2Z+Un+GsI4Gq6cpdYu1jX28VJWZ6Bb6nBPZCxk2sgXym56Gqs9rFLbLppnH2iEFoWbgkE9K4pL2SDXJpI24Mh47GtrUL9L5ba4TKyqpR/Yg5Brpw+AqQqQqRdk+vZ26mVXEc0ZRY15XZpFnQlx8sqHv7/WrPg+3htvGOlgE4kul2vnop6qfr/hWdPcyzskknMijBcdSPenBv+WifKV5IHb3Fe970Ycsv+G/4H5HBbW6IVTyHaNifkJHNXbSadbW6eEhVZNp9SM84/Cor2AzXxdM7JAGY/wB3/wCvV2VBHE6x8BEwK8vFZhH2EYrVuzfyPSwuXupUk5aJXMi+uDBa/KTl/lBFaWmfYb0bJEjZEABU5VvqccVVmh8uTym5BA2n2NDwyWXz20xWXGCXUOD9eh/WurFY+K5JKWkloclLA1ZuUUtYmnrk1va6SLSK1e1syRuliKt5hwflx1985rjm8nzCIpSVB4JG0n/CteS+1iYeWPLYMPm8k4wPXDf41XsNKuLe8SeazNxEv3o3HXI65GaulVpKF5u73tff+vMIUp3tt0uLpZlZtofeF5ALZxkHPX6VtQA+d5TLyykFTUhj05biwNlp81tdrIROMZTbtPU9DzipmiAnj35/d/dbvtz/AEziuWrmCcXHlcYtNeaequdMcG0+ZO7T+9FWSFozlOoOcVnXWojT5jlSABuVs4rZvkkt3CSqVkBwQe/uK5+00yPxL4hm0y81GaBdsnlbE37iELBfYcE5P9a8+hmNaTSlq117p9H3O+vg6MU5x2fTz7oueGbxrg6jIHAyqAY7FiQP61vNtm064U4O9yVOehBAFcN4Hdrc3qvnPySc+ysf5kV6PotqqwxSOMjbwD9c5rnnVdN8yeopOMoNPZ6GfZW6wQOW2mUkBiD244qC8gJeaTOQu0MP9kirWoIbWWWIEjdKCPoeRUSI1zPPCv3n2AfWo+vVIVlib3f9aHXHCUqmG9jsrf0zLXT9w8+KdkIOUBUMAfx5/WmSazq0QdGtYJUPBaNsFh3BVuP1ravbCTTbp42+aKTDRsOO3I/AisaTP2tNoBLsAM8jk1008wlOtKb27HI8vpPDxtvbc567gllfzlgMIIwEMRTH8x+tan9j24slvoTMy7SQsuOuOenWuk1CzuNMlKybpIm+YS4469D6EcVgXesJJYFFIVlLKy9K6auYVKsFyu3oYUMPBX0ucyb90lc7uDmqk920mcnNVZiRIc1HKkgh3/dz93nrXEonQ3YlWTDjJ716zMvnaVGhwZCQ6knHJ5P6V59reh6XaeHbfVdL1G9nDXRtc3MAjW4ITc7xDOdqnCnd6j3A9a06zRIf3g3My4wedoxilOq6DU47mcpRnBxfUy7KCO3tiAQ0jPhm9arXcP8ArpSc7XCke2KklJgkigychyTT7eFr2aWBT8zyjnrgd6z+u1KdZV73f5noSwtKeHdLZW/pmZDZupN1b3LRv0UMocD8+f1qtdavqSo0E1pFNCy4byxuB+qkg/kTW7e2MmnXUsbfNG53Rt04x/8AWrHkDNexLHjc7ADj1NdFPMJyrSn03scby+i6Mbb23OVaMNdgsSkbOCwVCrKvfCtirviAW8elxxw87QCGPUiuy1jR3sZCZEM9qw+aRgDtycYP6Vw+r6JeLAPIlWeMHAUjDAeldGIxcsTGL6Iww9ONK5zQlZuOwpxR9pc9M8n0p5huLR2DQ/N0II5/Ckt7rZIVYcNxXJbS6NnIRCcV2egaZPa6PdzSBCJljaPa2emc1heGNP0vVvE6adqV1PaQTttSWOaONYz1LMZOMYzx1JwO9dF4bhu49Q1nR2FyFtJvJSK5ADoNzZ3AZGcAZwSPSqUnTaqdtTKo1OLj3LdrA13Ic5ESDLEfyq3ekZiwoBRcHHpUkTJBDMirtVcL+P8Ak059jzSKRx5PP4mtq+aSeIjW+zHp5dTWjlkfqzp/aa38+hQQF5FVSQSc59Khnytw4OTkk5q1aDbId/3iuV+nSqd8xSck9G/Su6pmkXjFyaxSt9+pw0stbwrcl7zf5EtnClw8iyMQhwCR2561laja+SWSRcMOh9a1bI7RhsfPknnn0q5e2q31uNw+fb8p9D3rV41KvJ7xf9XMVhn7JfzI5QIFaJxgEDn39K0bKRZJJIG6kAlT6j/9dS3GktHCq8H5cHFUrWCSPUI9+VY/Lu+o4rz3i37KdN6p7HXGguaNRbrcvNHsYFeQOo9KahML4B6dDUOuSz2ls20tFLuG7HXrU+s+HdX0fQNLvry4uFubzzPMhZMCEAIUVjj7xDZx2+oNRRx9ZqMpa209V2ZrWw9FN8uz/M1bmFFsYZhnfI4VueMVXkdjHdc9BxRRXl/ZZ6WG+EjvjgMcAkRjBPanXH+rPuDRRWdNttJm80k5NeX5Fazyxlj3EKADx/vAf1rcsJW2r6n/AAz/ADoor0qXU8ut8TNy0t45bd2Zfmyee/HFYl0xW3R++Qee+eDRRWC+OQqZuXdpDfaWVmXO2PcrDqpA7V5Wmp3Gk+IZL622edGzBd65HzKVPH0JoorKh8TCL/dtF3wjEkl9JEwypUL+HNelQ8FQOlFFRiPjMnsjN18Dz7VsctkH3xTNCUPrs7N/BCCPr0ooqPsI74N/Vmb2pW8dzYSiQZ2AupHUEVw9kok1SwDDgyj/ABoopw3foZ0H+6Z6BPDHc2zwzKGRxhgfSvMNa022W8uAqlSC+CDzxiiitqByw3OL1G2W3umCs5/3jmqU7HygeuD0oorrRT2Zra74sk8QQW0M2kaZam3VI4pLVJFKRrnCAFyoXnJwOTzXtcPQfQUUVhi+hijF1QAaxwOqZ/GrXhhQ1xfTH7wcAe1FFcr+FHpyb+rGvq8Ec+mStIuWiUuh9DiuN0tVl1yw3D+In8hmiiiG79DKg/3LO+mRZbZ45FDoy4IPQ15/fIttqSwpkoxyQf8AeFFFbUHqzkiS31hbXAYSxhveuH1XTreGZtikY6c0UU6bAzLDXn0dp4zpunX8UzK7R3sHmBWTO0gggjqcjOD3Brt/h/f3OqalrWoXkplurl0llfGMsdxPA6D2oorev/CI6mnfjbLIBwDLmli5uJs/88hRRXBP4Pke7h9kWtSt47e5tzEu3MCg4+orn9S6j60UVWG+IxTvRX9dS7LBHDomnTouJHIVm9Qc1ZgYtFuJ5wDRRXoUPgPMluy1dop0sNtAIUYI+tYd0ALiLgffx+FFFYw2ZUNi34ohSbwx5rj95HIu1h1HNco3iLVdQsrbTbu8mmt7d3kXzJGYkvjOSTzjbx6ZPrRRU0vhZC+E/9k=", "info": {"video_id": "20662", "label": "lifting card up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "76c5b87cf727ffa84594b35fddb25f247536a5d4624d48c557ae6aafc8c26d9b"} +{"episode": 44837, "episode_seed": 1203841972, "split": "train", "timestamp": "2025-10-13T03:18:42.199225", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1203841972, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cup on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "83034", "label": "putting cup on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "83034", "label": "putting cup on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "83034", "label": "putting cup on a surface", "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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"info": {"video_id": "83034", "label": "putting cup on a surface", "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": "20611e7e94700dcf9c419b77c0a0ed4be9c60d94157283a44023415e5cdd9196"} +{"episode": 44838, "episode_seed": 2766683199, "split": "train", "timestamp": "2025-10-13T03:18:44.900417", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2766683199, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'bottle colliding with another bottle and both are being deflected'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "63221", "label": "bottle colliding with another bottle and both are being deflected", "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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y2O1N59KcetSojScKpOOuKHoNFOaykvImhijaSQ/dVRk57VU067EK/Z5cqwOBnt7V3enab5Gktc4Yyhg+F64HJNcNrUQfVZ5VBAk/eD3PeuV1Lz0OiCXLZl4TmN8joeopzOrcg1UhYvbxs/XH51JGu1xg8Hrmt+exnyGpGatJ09qpRnPNWFfjAqrmTRLNzC49q6/XxZ2Xw/tGEu68CRpKMcMzL2+lcaGyMdar3WqajqUcNnO0JggyQVB3P2Ge3A9K4cbhp15U+XZPU7cDXjRjPm3toUaUbc/N0709oSg5qJhuUr6jFehY5NzrXaF9HkcHa5Xbhe68j865BQFXb6CrUGswpY/Y5F/fEbS+eh6A+9QNjPpXPThy3H7Ry0atYQYYhSetV5ImjfgZB71MgzIOvBq9tG3cQKuWxUXYq2O4K24Y571oqPMXafrVQMN3FTeasS5NOOiIlqx10QHHrjmu1+H2JpZbFyuxSZZAx4CkdfzrgFczTgnua0I9Rn0m9ivoIzIV+VkVsblPUVzY2i61FqO+6OrB1VSqpvZ6FvxjaR2PiW6jhk8yF8SI2MZBH+INM0SCKFkvrkB4s/KoOdxH8J9vWq15fSazcteTxiNmO1UBztUdBnuawY9Tnt76S0RSyq5YL6VVGM44eMZ72RliHzV26e1zrvEetk24eJVMznACjAyewHoK5KS1e4KSXMu9gckDp9KlDTzyebcEZAwijoo/xqeFdwNXCkktSXJ3uMXAHt2qQxrLEOx9ajcEPt9DVuOM7QMED6VqySkIHBBzwK0IiPxqJ2x2p8ZqYBO7LsbEfMOo5BrvrVl1fw4zOhKzQ/Mo7HvXnyvhcCuz8Ba3DbpdWssYeaEZjRujAnr+HNebm0X7JVF0Z6OVTtOVPujgJF8qV4iclGKn8DULEc1e1zyx4hv/ACRiMzMVA7ZOcVnHkc16dKXNBS7o8+rHlm49mSwxtNKI0GSa3rbSltXSeT/V45JPJqvokKW5S+mO6MkhQpHLDoD+OM+1X9f1uN7EzptFy5xsUYG4noPQf4VlXm78qFTcZK6KGt6jBLFEylhISVOWzkdh/OsBiCvPNMWNy/mTSGSTt6D6UoBZ8c1VOHKim7keBu6VasuFapFhXbkgUq43YFC+IcneI3LSPuI4PAr03w4Te+HovtCs7eWUfB64yP5CvPUCqQcDIHFdv4C1uO0a7t3QPLGN0Ibpgnn8j/OuDNY/ueddGd2WTtVcO6OSv7XbNLGDyjEfhWa6Mucit7W5FbXL0pgK0pOB0GeSKznK4yRXpUHz04y7pHm1lyVJR7NmaMs2B1PGK7PTdJSPTlZpEEj8iM/eIHVsenpXKW93b2+oxmdFMbgjJ7Gr0mvCFWnaQnK4HOSR2A/Sor3ashU5e800SarqqWkxjWR/NKldqnmsEkyLmUZLA59qW3ieWR5ZOZpDuYnt7VO1scHPUUQp8upbZBHGrxbAMbRgUiwOrAntT7fcJdpBANWJGxxim7FK4iNgYzUgfJ4qsGqSP1rRGbRaR+2aAqAkhQCaiB4p4b5apENENzJn5RVQmpJTmTmomo6lpaGe9jI+oC48xdm4NgjmtxAjqCRzVMnC1YtmUghiRWfKkXJtlpYdp3YCj6daZK5YHsPWleb5Rg5Heqei239t+JpNNn1Ga1jZJTF5abizKhYL6AcHk+nvWc5qKux04OTsh6kA8HNQzy75OOg4rP0e6lmWVpXLcKRntmrqxkrx1b9KqDurhKPLKzLFmCSXz0q46rKm1s49qgiUIgUVKDyK1RlJi4CR4UYArOdV81nwNx6nHNaDn5DVAnk05BEM0+KTYwqMHmmFuakqxYYmSVsHAzzVvfhFCk/iazjIoYlQRxzVW8u5YbZvLdg24YIrJu12Wo30NOVhuO489akRsCoNasbS28PQapp2rX06tdfZc3MKxrcEJuZ4gOdqnCnd6j3AcGwB61NKalexVSm42uWQ5GKjlnu7WZJrO6e3kORvQDOCORzTUOTUvB5PJFayhGa5ZLQyhNwlzLcSOHESBslscljkk+9QTgJwKtZ+UHNUpjl60tZaEp3d2Z9rq80Ur2m1tolLbeuKsb57iYSzkALnYg7Z7/WkMSCQyBRvIxu74qQ9KyUNbsv3V8KLsSxlRxzTxCofIUbfeq1sd3GQPrVuSY7R0IoZNiOVxgqBjHQ1CpwxxSaEtpqvioaZqV/cWtvM+xJY5oo1j7ksZOMYzwOScDvVZY5rPV9SspRcD7NM0QS4wJFAJGGxxnpnHFYxqJz5Td02ocxoB6jkmubeRZrS7lt5OQXj64xyKaD0qYYOOORW8oKceWWxlGThLmW4+3GyFFJOccljkk+5onb92aM/N0pk7fLWiSSsjJtuV2Y2o2stwimI/Op6E8EVNDbrGF3ZdlHU1NQDzUcqvc25naxLA5R+KvoTLkZArKDYcVfjkUL8oI45oZFiC6HlSYXPrmozcK5+b7x5qtrMrx2haNiCGGCKk8Q+GtV8O6BpGoXktws98ZPNhMZAt8BCgY/3mVs47dOoNc9SoouzOinTclckWpk6CiiulGDJc8GnD/Vg0UVSM2UpDzUbHGKKKRqtg6inQk7qKKkCyTkZPpWFHqdxo+unULXZ58TNt3rkfMpU8fRjRRXPX+E3ofEJow2+ao6AKP51srxRRWlH4EZ1vjZOvQGnZ/eAdqKK2RgK4+WqD9zRRRIqI0HikPeiioZY01R1A4tvowoorKezNYbos674ofX7e2hl0nTbYwIscUlqkilI1zhAC5UDnJwOTzV5elFFZ4bqXiOhKhIFTdBRRXWjjYE/KapyffNFFU9giRnoKaeRRRUssfCfmxVk8kDsRRRUMbMiPXG0i7u4zp2nX0U0gcx3sHmAMmcEEEEdTkZwe4NPtL+51TUL6/vJDJc3L+bK+MZY57DoPaiiuSH8U6pfwzRU81OlFFdyOJjgSZMVDcH+dFFUStysaZk0UVBoBq1GTtoopMbKGsH/AEE+zDFZ9/4j1XUtLt9MvL2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRXHX+JHXQ+E//Z", "info": {"video_id": "63221", "label": "bottle colliding with another bottle and both are being deflected", "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": "63221", "label": "bottle colliding with another bottle and both are being deflected", "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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W8F1c7yM4GMg9a2dfiFlqUtohOxTuGfQ8isN/SnGaqRUlsxOnKnNp7oiSNIl2oAo9BUfBqU01lA5qrBchKj0oihit8+WiJu5O0YzWrpWmi+di+7YOgUZJ/wDrVV1G3W3u2SPIj6qCc4/HvWfNFy5epok7XGi64KuenQ1Ezh+VOfpVdjk4piBll9jVe0toCp9TajNWk6e1UoznmrCvxgU7mTRLNzC49q6/XxZ2Xw/tGEu68CRpKMcMzL2+lcaGyMdar3WqajqUcNnO0JggyQVB3P2Ge3A9K4cbhp15U+XZPU7cDXjRjPm3toUaUbc/N0709oSg5qJhuUr6jFehY5NzrXaF9HkcHa5Xbhe68j865BQFXb6CrUGswpY/Y5F/fEbS+eh6A+9QNjPpXPThy3H7Ry0atYQYYhSetV5ImjfgZB71MgzIOvBq9tG3cQKuWxUXYq2O4K24Y571oqPMXafrVQMN3FTeasS5NOOiIlqx10QHHrjmu1+H2JpZbFyuxSZZAx4CkdfzrgFczTgnua0I9Rn0m9ivoIzIV+VkVsblPUVzY2i61FqO+6OrB1VSqpvZ6FvxjaR2PiW6jhk8yF8SI2MZBH+INM0SCKFkvrkB4s/KoOdxH8J9vWq15fSazcteTxiNmO1UBztUdBnuawY9Tnt76S0RSyq5YL6VVGM44eMZ72RliHzV26e1zrvEetk24eJVMznACjAyewHoK5KS1e4KSXMu9gckDp9KlDTzyebcEZAwijoo/wAanhXcDVwpJLUlyd7jFwB7dqkMayxDsfWo3BD7fQ1bjjO0DBA+laskpCBwQewqzK7bQij71OdsdqdGAeSO1TEcvM1fCcskOtxKD+7kVlYfQZH6j9a6TxfaIIbeYIQ33ST3Hb+tchb3f2KWK4jX/VMDtHcd/wBK77xdqdve+G4EhRBEjI0T92yOa8rE3p42nL+bQ9Og/aYOce2p5xNAysSORVZsjgitPdn3qrclAuMc17djxky1oVgb69AyFA6u3Cr7k9gK6DUUisYXk80eUckOOAR61ztnq0H2CNIgEdlKygHG4A9/0NU9U1E6m0dsH3RRcuR0PoK5Kic52Nacrx2sJdak186BGdokGMt0+gqrhBIH2/MBt/CrIt22DAwPaoZomjIwDWsYqKsF7sHtzuynQ/pUtupjBVqkjJMIY9enNIrZakrXHK/KXIyK6LwxeeXqX2Uj5ZULA+hH/wBb+Vc3EcYzViG++w3UN3glY2+YD+6eDWeKh7SjKK7GmEn7OvGTNvx1aCO7t7sAqWUI2e/GQf51yDEEZr0Xx7fWt94YthDGv7t0Mco6vkHP+P4V5tngVz5XUc8OvJ2OjMoctf11Ank1pWGmPeKWweR8o9ao20BubhIUYBnOBmuxsr+3srQWTAbesjn728DAAI7YP5121puMdDhhyuXKyrBJb6dCsEoJDcSBWwMelcrPOJZThshflqXWLuS9v5I4ZdsEZ2kqOp7gVS2LGgVRgVjSg78zLb6DZACaaoyy4FWIYt3UfnUxREHArSW5SdkPRsDGakD5PFVg1SR+taoyaLSP2zQFQEkKATUQPFPDfLVIhohuZM/KKqE1JKcyc1E1HUtLQz3sZH1AXHmLs3BsEc1uIEdQSOapk4WrFsykEMSKz5Ui5NstLDtO7AUfTrTJXLA9h60rzfKMHI71T0W2/tvxNJps+ozWsbJKYvLTcWZULBfQDg8n096znNRV2OnBydkPUgHg5qGeXfJx0HFZ+j3UsyytK5bhSM9s1dWMleOrfpVQd1cJR5ZWZYswSS+elXHVZU2tnHtUEShECipQeRWqMpMXASPCjAFZzqvms+BuPU45rQc/IaoE8mnIIhmnxSbGFRg80wtzUlWLDEyStg4Geat78IoUn8TWcZFDEqCOOaq3l3LDbN5bsG3DBFZN2uy1G+hpysNx3detORvyqLWrG0tvD0Gqadq19OrXX2XNzCsa3BCbmeIDnapwp3eo9wBWzjippTUtiqkHG1yxneMZxUVvJcyyRpPdTTRQgiJGPyx59BToz3qUYAOBxWrhGTTa2M1OUU0nuTZ44qhcklyKthhtqlM2X5rRmcdzKtrCSKeQu58vouDya0ERY1CqMAUppC3FQopbGrk5F6GY7BmpZ4t0RYnJ7AVStnUfeGasyPle4I7UmQkU1n2ZB+6eakidWOVqvoEFlqviwaZqd7cWsEz7UljmijWPuSxk4xjPA5JwO9Mghls9Y1SxlFwv2acxhLgASLhiPmxxnpnHHpWEaic+U6JU2ocxqB6dkupH5VWDVMp4rpObZkUMl3cGOO4upZYYARFG33UB/mfc1K8ahc05cA4HFMmbCEUQhGEbRQ5zlOV5Myr67a0MU8eQUkByD0qRdTurqHMQCFzkue30p0iLKhVwGU9QaEUKNqjAAwBUSjd6lWjvbUktURAEbkD17n1q6YkZeFyelZ6thxWjC+wZDKcimxAAIl+6N1V5TljzioNWuXitC6MUcMBkVJ4h8P6t4f0HSdQvZrhZ70yebC0ZAgACFAx/vMrZx26dQawqVFF2ZtTpuSuMWpk6CiiulGLJc8GnD/Vg0UVSM2UpDzUbHGKKKRqtg6inQk7qKKkCyTkZPpWFHqdxo+unULXZ58TNt3rkfMpU8fRjRRXPX+E3ofEJow2+ao6AKP51srxRRWlH4EZ1vjZOvQGnZ/eAdqKK2RgK4+WqD9zRRRIqI0HikPeiioZY01R1A4tvowoorKezNYbos674ofX7e2il0nTbYwIscUlqkilI1zhAC5UDnJwOTzV1eBRRWeG6l4joTIalJwhxRRXYcjF/5Z1SkPzGiihiiRk44oooqWaIdHw1WGJHNFFSwMZdcbSL27jOnadfRTSK5jvYPMAZB8pBBBHU5GcHuDUllf3Oqahf395IZbm5cSyuRjLHPYdPpRRXJD+Kdc/4Rpj71Tqc0UV3I4WO71FOeKKKroStyqeKbRRUmg08HNW4j8n4UUVLGUdW/wCPHPcsP51Sv/EWq6lpdvpl5ezT21vI8qCSRmJZ8ZySecbePTJ9aKK5K3xHVR+E/9k=", 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", 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", "info": {"video_id": "63221", "label": "bottle colliding with another bottle and both are being deflected", "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": "d91f07fb8c845f85548e7a09160d0937fc4eeb9436b6a8dc3f80e98d65a62f22"} +{"episode": 44839, "episode_seed": 3506343410, "split": "train", "timestamp": "2025-10-13T03:18:46.303231", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3506343410, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 silver 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": "217831", "label": "holding silver plate", "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": "217831", "label": "holding silver plate", "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": "217831", "label": "holding silver plate", "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": "1d2ba52135ac7f9a9fbd3ffca48708c7b22adc254dd9724f25059bb2fba65c04"} +{"episode": 44840, "episode_seed": 507819320, "split": "train", "timestamp": "2025-10-13T03:18:46.868793", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 507819320, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a piece of paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "37311", "label": "tearing a piece of paper into two pieces", "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": "37311", "label": "tearing a piece of paper into two pieces", "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": "37311", "label": "tearing a piece of paper into two pieces", "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": "e75ed2ada9a2459cb670d8585a67ad09c2ad27cdf4694bb1b914413ce2250b4f"} +{"episode": 44841, "episode_seed": 176836871, "split": "train", "timestamp": "2025-10-13T03:18:48.437463", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 176836871, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "177699", "label": "uncovering pencil", "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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TPtWCO+ZC+AFJBBYc4o0vUXngiSZz5h9vvDPFVjeJ5eG5B96lttJn+wgRZebbl1VgW+gGc/lXRRTd0jws3aXI35/odVp9jf2jGZ7dJIX583Z5ifjtO5R74OPSr9xbxStLHDasWMeZ7QPuQjsdvdT2kTGD1FR+Gri5+xwEBkOQpVmzHIR/Dz80cnoa0dditRPZXcsklphikV7GP9Ux/hcf3T39DXq04JRSR87KTb1OO8bNbf2EkyS3CRyxKeeW2qw5/wCukZ/MGsrw3E0N4l5MEErQmRmi/wBVfRjqR6SKefwrd8fvNFpttDcvFbXkk6kSgZhkfs4PbcvDfgaoafYqmnR2zwtapJOPtNsW/wCPWUDPmRn+46g8f/WrOu1GLk+h0YSPPUjHuyLXb+aaS23MS7/v2OO7dP8Ax3B/GqdtMbh2Xq6Z696kuZvtd4zsArl9yjPAHYflxWfbt9n1Y7jgHtXgwu1d7s++hBQgoo3pQk1oVPBU1VtEd7V4S2SDnntU+ogxLIoXG9QQc8kVBpwY3SfOGEgYEEcE9q0RlLYVYwpaMjgDGfepbXbIkuVPqCR0NVZrlFuDtJ56qeCD3FTWF4TJK8ccpTALuqEqnPG4jpmq5XLRGEqkYLmk7I10lddMm2nDOQuRzWcsTNNCH3BWzg1auWMUtsqAgMpYj1P+TV5LdXNuQACVzj0PFYiW9zQFv5ckUrY+SP8ASsTULg3k544BPBrc1iby7aOMDDOo6egrnkGWZuo5qZaG1FXXMyokKXWpWtqciIZkn/3F5P8ALFRXMs01zcztjcxLH2yamtWKDUGKuJJgqRt/sZyw/QUwfvvMjYEOq9exFZJPnbZqlrcm0+T7TEGU/Op5HrU16yy2yhwN5GPTkVn+H5FW+MH9496s6jlXMbMW2PgD1rZGctyeJEltF54TsKh+by2wdzA5A/pUtkAkc/lgAuodVPQ46iqDSzK8hSF8LzjrjNWjF7no13cw3b3W2EKRA5L5znGMfnVrSfLGi3BVQGZMse5qteQLp51DexkaW3LKFXHXiq2hXYk0u7QHjYa9qmrT13PhfsnP6lcBE254ByfyrHtpUtoWuJThiPWpr6dHRmkJWMH5iOayooW1e7RLeTMIrgr3lOyPo8tSpUXUl1/Q1dND6rcBm5QYOdvSu4srRtMDQAcsvmxN2yOo/I5/A1V8OWCRI1vIgSQDAOMc1tuzbMN/ywcxn12tyv5EOv0rvw9FQXmePjsZLET8lsKLlbe9Ls4WNW+bJ4ANcF4j1r/hIJGMTfuASo9wO9bOuzmS11GJTznI+m4f/XrkLKKOGeSNTsGMgE9DWGO0aPTyKmmpTe6KlujxswGCOvI/KnT3JEscjHjPI64q00Qa4YxkA5zhTVTUbVjb7lQluteej35bm1ZXtvY2l00ihlm2qChwe5z+FL9ogntYWJxGUB2s3oTgZrnDC9xAsauAwIzuUnH0retrEwyxSXFwLSPAVGuIC0Z+p6V20U5pRPlMxajiJP0/JGo9vb3VmJLgIoK7Y3mU+ST6eYmdh+oxW74Zea1jjjltzAVyCEk3xyDvj0ccH0IrENhc21yPsMcGnapIhaONH3WWop3UA8A+x/StPwncWiyz2j6fNpV05Ba1kyY9w6MmencY9PpXpKKR5fNc05gsGtXBVQ9vIyC6hIyY3x+7mX2ONp+ledX6eb4unt1mZYInRN+ebfJzDMPYE7T7V6LO2zVDMyESQQfMO01uxww+qNg/Q155pixPql/eyN5tuglaJz0mtydssR90JDD/APVRLRXHBOUkl1Jb+4d7K4sHjEQLGV4x/wAs3zh1HtvBI9mrF0C4FpeyRSHhxtxV2W6aSOSd2DySIQSere/9apwQrJCZWTa4PBHrXh1Z882z77C0FQoKmT3FuVkDD06GpjK6xMjYG4bs+9WbgLJbqcqTwc5/Oovs7FcNlh1B9qhDkyvZsk8JQqpZSRt/wrX+xzShraFobybbltN1K28mRv8Arm/r9DXMoj21zLuyqgcEd8c12byWk2hGSe8l1PQ2+UTOP9J0+Ttnvj9K9HAr4j5vPX/D+f6E/g9zBDcBtHureP8AjjlYsWXPv1Knv1rpNTEnkh4I1u4yMy2r/wDLeL+LH+0OvrxWB4KttRRJ5bfXo9SjD5AJzke/cZHeulvESUwRxOYJ/MElu392QclT9RkfjXejwmzgPHEqubHTraP7dbqPMFu5+eSHuB/tL+dQ6lsitLG2jkM6JGPs87/faI8qrf7SnIqTxEn23xxZxSj7KynfaXsR+VJeoVvQHB/zmkvj9q1aRvLWMoclR0Vu+PbOa4sbO0bdz38ioqVV1H0Me5TZKjbQdp3H6VV1WPZdrMvGcE+xq42f7XnTqu3GelNnfz7tFKKykAZ7GvJR9Y2Xp5VvbSGReoTaSaq2/mR5IAO35hx3qzYokRljU4XghSfzpBExlcxnv90HPFUjnl2K0twv2xGbbtbv6E1rabGYJp7iGCXKRNme3lx5YIx8ydHQ9D6daxNTtWEaMiHOcHHpmr2lvHJHcpIsDlY1OTIVmQscZT+8vOGHoR6V0Yd2nf1/I83HrmocvnH/ANKRYjkNxKi5yUXAz9a6AACaIA4OzAHvx/TFZUlqLe7jkjHykKCB+ta0q7LyKVeVwAw989f0rlZ2dEUvFUwgmtG5wAQcdhgVUtVEySbTjPIo8ZycJ0IyPr0qHSZUFsHTj5eRUSNqWlNCLFmZgVIVOtV7QGS7Eqt8rkqwz6VqCLy7JpJByQf5Vi2cywWZkcsBu7HkGpSNU7lchrXUROiHAbP0rXu1FzH5+Mh+eDVS0DM8rElh16VciniS0KklWGR07GqM5laLckW5XOB178VXiuFjvWRiQG6f7Jq3FLasMiZAcc7uM1nX0afaUkjlTA64Pp3rRGEtzt/HGpLb6rYIAGDRNvHp6VzGi621jZ3YCEhnZSPTNL45vxO2nzq6jYxBHc9P8K5rTZ3+yzxMN28mRWA/Ag17tWKiuZbnwtLV2exZvnmvWitoRksck5rrPDuhSWO0kHeMEnoceo9RWLoFjPNdqANsvVVdOGr0TR5BNGEUBZFbywG/gkH8J9Aayo0bPmZ2YjFXgqUXoi+0fm2TOmEniID47Z6MPxw34Gobi5ElvO6jaZbWKcD/AGskEfgadbuFv40UEJLGwUHrtOTtPurqy/RqyNamaG0ZIiRKsskK4/2T5yD8RkV2JHnSZn3U6Np91dyEDfErYPbeS2P1rl9qyTsyOBk8ZFb+rRxy2BtkwUO3j1UdP0rlvs3lQtsG1kPOfSvLxslKdux9Xk9N0sPzP7WpJBapJMyyuTk5DA9qLm1WMXC+ezcHaaiAljC7gcgnJqjpiSa14pm0241Oe1VlkMXlpu3MqFgvoBwTk/1rmhTcnZHbiMQqS5mXNIjNzbySSQ3cscYBla2XLLnPJrq9JFzFaSXnh/UX1azQf6Xpd2vz7e/y/wBRXGeAYNfvnvLzRNQ2XlsqP9nZ+ZlOc4HQ4x+tdvp8w8QSPqelRjTfE9l809svC3AHUge/p/8Arr1sNDlgfJ4+r7Su2vL8ieVNN/sj5JpB4cvzhC/L6bcjp+H9KueGRq9ui6frrpfWsjYtb9G3FGHIG7rjjvUYvbC70q61Q2zLYXQ8jWLNBzBJ2lUfWoPCFpNobCGO8S/0O/YrHKpz5co+79DW5yI2dbuvscczTECGdMQzZ/1UpG10PoDhTXn7K1t4d8tozDNdOXnhIwYZ1+VyPZhg123iYK2lzxyxtcWF5KguFT70J+4zj6EA/wD664rxJKwYI7q7RxiMyD+PaMBvyArkxlTlhZdT2clw/tK/O9omNGTd3MEIztQc1q7I44DArAkEcjmqmgRqZg54fdwSOtW7+xRbwy7OGY5I968ix9bOfQjuYW8tMOCueg4yKkezQW3mRTspLcrnqMVVMcsc5Xqi9cfQ1R1i7uLbS2MTFG3AcVcY3djlqVFGLfYfeHydQHzkxlM8+tdzoer2Wsabe3trp6RX8cZW/sAcR3Kd2X0brXn2t2ttHodvqlhq1/Pm6+zA3MQjWchNzPF/FtU4U7vUe4HX+G7tNcu7nU9IVLXW7cFprU/cnXvx/WvTwsHC9z5jNcRGvy8q2v8AoWvCGm6RdLNeeG76aG9hbebaY/eHce/FdlNcx3UUHmrs81so/wDzzmX/ABxXLeHIdM1S4fWNHgaw1O1lzdWefldScNj9a6XVp4baymmuLd5NPlHmM8f3oXHeuyx5Nzg3uEfXdYvkLFFYQXllJ/AeqSp/wI/5BqW0z5M8pIB2ZzWJr0klvLFDcOstwpO27j4FxbtymfUjp+nata1lDaQ7jGT6+lePjZc1S3Y+zyej7PDJveRhXE3k3EsmfmdSBVixgWOCOeVgCT0Pes+TE18oOSuRnFdFJaLPpsaYVgDx/WuSx605WRV8vfI7I4BJJ5FRWlskkhEsjKdwIYHtUJt2jgBj4ZTtNKDJGE4wQOT15zVJHPKQXkJjtbj9+zOvKmsy7upIfDlxNCLcyCWHlv8AWqeTlf8AZPIP1FSaS8Oq+LG0zU9QubSCd9iyRyxxrH6ljJxjGeOpOBUMGmSvcaxp8kcw+y3G0C4A81QCy4OOM9CcZHHFdlGk00zxMdjIuEoLdW/BnV6FqiavpsNywwwAUjPII4NdFNgTBgRyBx+NeZeFLo2Vzd2ZyCrbgPX1Fd9Depc/vFPKx/1rkrU+STR6WFq+1pRkUPFYEkQP93AP1xWRotznEJbv+Na+vA+fcqvIcKwH4VzNizRXy4Ujt6VjY7qfwo7K/wAJp0abTnJJrlgTPOsCDKhs4rotWlVrOJvm+72rF0tG85pNoIP/AOv/AD9amwJ2RfuJo7FxE6Mu5euMg1CzW0kDDJB9Oa1NRtUkjBU/w4Geaybi0LlCCVO3J579quKMnPQnt0t2haKVAWCkAjj8aytTSMW0XljBSQcg84pmum6s7B5omaNi6gMvHHeqviDRtc0PQ9Jvby5ufPvTJ5kDR/6jG0oGOPvENnHb6g10QouSujgr4uFOXLIXX2M0yK5yFmZR9CKs+H7aJphvBbe4VsntgUUV6ktj5WOx6NFp8It5Y13r5Kb43B+ZTjsfwqRHJ17RLgYDarbOl2B0cquQ2OzD1ooreJzvc241El/ayH7zTKxx6ugLfmVB/OuU1OR2v4gTwYo5P+BK0IB/JiPxooq0HUzlQsjAuxBHt0HFQfZIzHISW4I7+1FFeHP4mfbU9IJISa3iijIVAenXnqDXnw1O4sPFk19AIxLC7FQVyvzLtPH0Y0UV0UVqeZmDfKXdIuZtIe3vbGQxTQuoUr0xg8H16V6F46/4lV1o3iKwAt7+4QPKU4Vjx2980UV6cPhPnJfEzbSCL/hK7FfLURa1aul7EPuvx1x2PvWB4NgFjP4k02J3a2gcOgc5IZWIB+tFFMOhp+LHe0kWeBijG4MbKPusrxBmBH1rg9cctPtOMCiivLx3xo+ryJfuG/Mu6HGGhByQVJxjHataaISMpYnJIoorjPTk3cabOFXkOCSvTJ+v+Fc14ycQ6YVSNOZFGcehNFFb0l7yODFN8jKd54g/txbVJdK063eCNEiktkdSiL0QAuVA5ycDk81oeK8+F/iQt3pBNtI0YmIX7uT1GPQ+lFFepTPlpvU9Nis7eDUdM1m3iWG6vo/9IEfCOSuSceuaXXb2bTp40h2tFLMiPE4yrKzbWGPcE0UVojHqeU+IoEt9Znt493lwytGgJzhQxwK0rSVl0lsY6elFFeDU+Jn6HR/hx9EZ1kA18o9SRXWJEBDs3NgjNFFSFR6kJtYzEzEsSG9fakuoIoInCxg4zjdz0Gf6UUVcDiqtnBprZs9V1FJNO069hllDmK7g3qrLnaQcgjqcjOD3BrsPC8r6tPrF7et5lxMnmu2MZY57UUV6tJbHymLb5mYOoRrZeIIZYBteUqG/EVt+GnZ5rlGOVwP50UVxY3dHuZM37J+v6E2tM3nrzn5cfoKwInY3oJ780UVwHuQ2R0F4vmW8W4nHHFaGkWduIg/lKWPUn6f/AF6KKUdzOu7I3BaQNDzEvXHFY95ILeSNY44x8h6r9aKK6YJXPMqylyvUyvEFv9p8LyTySyBvMjwFwAOT7VyJ1zUr6xg026vJ5oLeZ5E8yVmYlsdSTzjbx6ZPrRRXowSUdD5+vKTnqz//2Q==", "info": {"video_id": "177699", "label": "uncovering pencil", "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": "177699", "label": "uncovering pencil", "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": "c666a4ee453bf50f640d27c4555806faaa6826dea51d9085b5356a040db0cc10"} +{"episode": 44842, "episode_seed": 3828251188, "split": "train", "timestamp": "2025-10-13T03:18:50.234366", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3828251188, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 perfume bottle next to knife'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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44VwGwM4AzivKLZFuoVYqCwOGHoa9hSLABJ7VpFEMi8kHpSBEL7WIz125q2FVRUFwI0ilm2rvEbYbHPSrsScZod0t54guPMRWS43fKwz06fpWhr+mQDRrwxRIjeU2CvHasDS2+y6rZMOm4Z/Hiuw1kbtLuR6xNz+FFrMT1i0fP2pLILSSQT3Akiy6mN8HIB4/GuItrC+vRIJ5mxKwLlhlmA6AevJ6e3tXrp0CdhhNgHv3q7ZaUbWMh1UuWznHtWtZxautzz8vdWnLkkvdOC0Pw4LFRczxgSDBSFuQnuf9r+VaF9A9zcLMxAwNvsPeuruLPYwYj5dwDD2qu+nJGZOdw659jXG0z1pS5jnTod5tBRY5FPOVbORXf/C6wlt31YSxlc+VjOP9qsfT08h/IfhW+6e2fSu78GwbDe4HXZn9auOupD2OkSABcDOPc5pfs4A5AI+lWVj4AJp5Qbdp71pYk5vX44LHTJJwgWZyERgSME9/yzRpcP27SYrjzp0kwVbD5GQcdDUfiyFUtLO3QkjzGc7jnoP/AK9L4Tm36bNH/ck/mKLaDuc745Sa30pSZTIBKMBhjsecivHPE11ew2wktriSNpQIikZ4PU5PHXr+de6eNoftGmxxdzKCPfg8V56/h+eWQHZGR7nmtoNcnKzzMQqscQqlNdDyqHSrq+SBZV3Kp+WMfedjgkn9OfQV2OlaLbabblp18262Fd2zhfZf8a7L+yIYYFVIkVwoUsqgE/jVSWwZ0dkHKEBvb3rkk3c9eM/cS+85FYZduWQ5B5AHApfLz8q9BXULbvaTLKnp8w7MK1TZQXMQby0IYZztFJak2PZQwo3+9VtzD1pAxLVuQOvptlnMc/8ALNv5GvMX1nT9P1GzE93Gkm5dilsnrx0r0tgWPOMelePfGbSre0i03VLZSlwztCVjX7wAL54+lNAevTNviOOTiuCvLBre8kWRCyk56jnNddpV0t7pNtOpyJYlcH6gGsnUkbzmBG5Tyc+lQ9BSV9znUG1thi2r61Hd2+cFF5B3A9xWq8YJ3jkHqDUeAyEMozUNjjojKa3M0ckqhe2cetV0j8iYSoPZl9RWpCUgkdtwUEdCMjPv6VWkISUYUANyMHIpNdUVc6/wltVbp16NsP8AOuoEoxXDeFr2KyF0JtwVtpX9c10qatYt/wAt8fWtFsJmp5uRWRrsM95Z+XbKrMrhiC2MjnNWkvbRsgXCmn+ZCfuyxn8atCPLfC/im4PxBl0a6tUgK+anDEnK/oRXpF+iTQN5jEDHWvH/ABFepZ/He1ZSF+aGP5RwwaMgnP4ivYJGDW3IOCOeKTA46a0ZMx72xjOahjidAQ3zA1qXMZgnIbhieh9KqSBTnbx6is3uJGbcQMkolOeDnp2pj2qm2jmTLKBz7ZrQkcMnPbtVcSBI9igjccFgfXsRS0ZZSt18icSDIQ4Dj+tetrIMCvJGbZK6OR8rY6da9MW8tmxidKcNNBMv+bnNQXTF4HjTG5lIGT04qNbiAtxPGfxp26InIkQn/erQR4/4w13UvCuoWaS2kQSRd/mFi2cNggY6V6xvS8swSMo69PUEV5z8bjGPC9gTjDXm0soDEDY1dV4Mv/7R8JaZODuL2yZPuBg/ypvYOhn31n9muHa3IUHA2jjmqJgdZiSxyPXvXQanAxPnbWAHB46Gstmyoyp9jisnvqJIpzW3nKGIzj3qC3hVw8MoCtgBW9qvcqMBSV9arGRlc7AAcbeRkEehpXRZSkt8MUfjB612PgufdHdhh8y7AffrXIzg5iZV+Yg7gPXNdJ4NkVftoc7D8g+Y9etEdJCO38wY60hkHrVYMGHDKf8AgVOCsV68+xrURz/ilpCsMiwyyJGHLFE3EcCud+Hvim11m7voLeN4zGqv85HzAkjPFd80fy4wT9a8V8Hy2+m/GHWbO3Cxwu00SRg9NrA/40+gHq2s2ourZgSuQMrkd65OWCVV2K+Mc4HFdneBZINueT0rm5F2sQ+DnrWbEzOjRtuHAz61SliMTs7HhgQa1nGOVOQDmoZyrrk8j6UikZ9zaCMhvvKRgNjrSWQELmNuIm+7nsatlw8aQDOcd+QT6j0qjvDrhio56E1NrO6Hc7Vbi+X7t1n6r/8AXpVv9RwCJkP1FVlYhgGP0NSFjiuiyM7lg6rqC9REw+v/ANavNPjJeXF3oenGaMII7lvmQ+qEV6A7ntjrzXnvxXhv59CtZLON5I4LjfMqDJ6YU47gHP50WGnrqb3gfxO//CJ6aslsXAgVdw744/pWpfa/AYnD2sq7RlW5/LpXM+D7K4s/Cunpcxsk5jLsjDBXcxIB/Air+qh3tWZWIAU5Ud6mwNjzrticEl1PuacNW02RQ3nEMT3rnFdjEDkj6809XRuTtwB6VnyiUjfM1o2WFwOexqOb7M4QLcIxXgDOOK56WOIjLRjr1HBFYWmwvqXi6bTG1S4tY8SGLy13FmVCwX2HB5Pp70KI+Y9Q0MLELgo25SRn261sEJIOVHscV538Mb25vDqZnneTAhIDnOM7q9AVthP93uPStYqysJu48ww94059qiaCLnAI+jEVKTioWPOe9MR4x47ZYfiNE8U3zp5DNknIOeg98YNeo29xexrsW7fjjBGa5zXvAdvrPiq21k3TRBGRp4QM+aV6c9ugBrpWjIOc45zSaK5tDMvtYv4XjjN0shBI57+3eoP7bvcjMUbH6ima1DgpKuFG7DfjWexwwKjOeM1DSuTdmwddd8mWzwvcj/61MOu2IbDxOvrnIrL8wY2/nWR4huZrfS3eFyrBlAYfypcqHzM6oalYTOSpI9Qe9deI4GA/drz7V5DfbLXRYtT07Wb+Xfc/Zt1xEqLcYUMzxDrtUnad3qPcD1wZXBHcAketXGNgbuO+zxAcoKRoIuMbh9GNPBDDI6VG5yMelVoLU4L4rRxr4XiJlIYXSBAzE5JBz+lReAZpv+EXtdlw6hGeP5TwcMelb3jDw6nijR/sbTGGVH8yKUc7W6cj0IpmgaFHoGh22nJKZTECWkIxuYnJNJopS0sTX91cwRs322Tc6HCkdcVkLql7syLn/voH/Gtq8hElu8ZPUYzXMIQI2XdkgnPNTJEts0k1XUVG3zkbvzQ2tXqqR5SP2zkVnpIQuQQTjsKQtvX5Dzng1NkPmZe/t24mZUa2XDHGO5roNAm+1PcrNGVK7cEHr19K850mdb3xo2n32pXVrA8hSOSKWONY/UsX4xjPA5JwO9dT4Hkuv7X8QWd1Jck2sqRqtxgOmC4+bHGeBnHFVGK3DmZ2/kLxteQYPOHNOCOv3biUf8CpEfseD7d6Vm71dkF2IZbuNflu349QK8USa5svi/PKjfvGvHUydsupODXszMQWPX2ry6PwRqUfxHbVXdG04TNciQsNxY5wuOvU9fQUmhp23PRV1rU3gx+6Y44Pv+VZN5r1ytyPMt4y+35sY6/nV0KU6dK53U4PJu49g+QjGT+tS1dCbL/9v4YbrM474FOOt2kn+sgdBn6Vibir4GefQ04uCNoP1zUcocxrjV9M3f6wjHPHY0z7TYSBisg2npntXJeIbh7fTnkiYpIJFAcDnFQ6vpmteH9A02+u7m4We9MhlhaPHk4ClAxx94hs47fXNPkuPmPX2+8B2Ip6HMYJ60UVsIjboTUD9c0UUgZAw5qndn5DRRSYjkUkYxyZx8pOKcjF0yewFFFQIWI71BbnmuNk1GfSvFM99bbfOikfbuGR8ylTx9CaKKa3Gdn8KOG1hewEI/8AQq9EJIz7UUVY0L94c9qjYmiikwRVkYg1Cx4Y96KKAZga65EAGAQzAcisMyNlR6ZxRRUsQ+Rj5K+vFZviVz/YZPBzImfzoopAY2reKJNbggik0vTrYwKkcT2yOpRB0QAuQBzngcnmvdemPoKKKsBQSOB3prcCiimykV5ScVXbkc0UUhFK8YhGrjmldjIxPOTzRRUMTC3lZkYnqaFkZC4B4zRRSA5qTWW03V7+NrCwvYpZQ5jvIfMAZRwQcgjqcjOD3Brs/hnfXOo3mvX11J5lzcSRSSPjGWO7PHaiirQHoR4/CnMxJFFFUMifoart1oooArsThvrWBrXMYPOVbIooqWJmQ7ttLZ5AxRMxUoR3NFFShGb4nP8AxJj/ANdEP61zV14h1TUNLi066u5Zre3kaRPMkZiS+M5JJzjbx6ZPrRRVRGf/2Q==", 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", 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", "info": {"video_id": "105703", "label": "holding perfume bottle next to knife", "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": "105703", "label": "holding perfume bottle next to knife", "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": "105703", "label": "holding perfume bottle next to knife", "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": "1f42ea9fcca503b25bc8cb1d5b1d7b4ee2fcb67fb7bca11b3f2b26e15184b039"} +{"episode": 44843, "episode_seed": 1471836551, "split": "train", "timestamp": "2025-10-13T03:18:51.591111", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1471836551, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pen closer to pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "108682", "label": "moving pen closer to pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "108682", "label": "moving pen closer to pencil", "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": "108682", "label": "moving pen closer to pencil", "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": "e0b62cc144e5af3e8ebee8326a8c9d386e2054b8d7c8eb50e2b42c733b08d21f"} +{"episode": 44844, "episode_seed": 3340747558, "split": "train", "timestamp": "2025-10-13T03:18:52.985427", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3340747558, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deodorant'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "49553", "label": "putting deodorant", "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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GT7xfHsRj86hLUdS7i0jG1S5FzqU8vAMkjPgDHU5qNW+UGoLeJrqaSXB2L1P8qnRcDFUxokBOK1PPgis2mViJUKkJ2681lZGKsTzQvp7oIQs2OXA4IH9a0pSszpou10bN9rKvo1os0jyKpI2K3KgnPGa9A8EfEfTBBaaL5dyJREQJGUbflBOOvtXiMk4dfLPy46HtmtTws3l+JdPcsp/e9FOeMHNZYiCmtTzlRXK15s65dRTdcSOcNNI7IuMnljWDqeI95Y4wOtbEcimaJYgfLfnLLyOAetYetZcyL055rvxkvcpx8jgyymoyqS7sgsvEssOnyWwiBkfjcHI49xVC2vWjlyzEK5w/sex/z71G9n9neJt4bcu7jtVd8CbnhTwT6e9ee1c9lPqje1C+kh8OW1l5h2l2uNuehbCr+gzXW+A9BX/hE7i5kUb7tjjP9wcD9c15uWe+uo7eEswZlVc+vQV9B2Nl9h0a2s4sFIYghUdyKoiTPFNRtfs12646MRVTbXU+MLQW2oO2OGOeK5gEVLLT0HRD51UsqgsD8+ccVB+8O1SwKNKGxj3I/pS3ExiCsFDDPINJbszTPu4CyAAenJP9auLsiptOmovuejeFNUsrPR5hJdRI8DsXV3Axx1xXCWlzPLKEWVwkk5cpng9T/Wqdzg3NwcdWq5pAHnqTyEVj+fFY048jlJPcxlFSeuo66PznNUJDV+7+Z2IrNkPNUbI3dA1ObT9F1yOOTat0kUOM99xOfwAP50/wFpn9q+IZbphmK2Qvk+p4WuaWYpDKgzl8AAdz0/kTXqXhLSm8P6AzT/LcT4kcf3eOBSnUUI3Y403N2Rga34fZb+Ty2ABORxWTLo8kSbmkX6YrX1XXZHunVFzg/erNbUjJxKRzWcZykaShGKM6LzIGfA+8pU8Z6+1MkkMcxAjYgxAZIwQcZ/xqxc3USKWH3m4FUxK00qqA77gCW64xkf1ropyaM5WdNwZ1/gMlJZecZgB/CqvifVJofFdy0LLhIFXDDODt/wDr1z5uJbVrSS3mkicIQWRiDUCO88ztK7O8nBZjkkk+tZwTjV9omc9SEZx5ZK6NW6ZzEm/720ZrMkNbGohdwC9qxJTyaq99TWKsrEEnPFe0f8I6tp4NgsMDekYZv948mvFT98fUV9JSMstkBkMNgywHU4q4oyrO1jwW8tmguGQ1VKnNdV4psjDeOQuATmucEbNIFVSWJwAByTSkVB3R32gzloIe5KD+VdK8zpEAT2rK8PaYdN0+P7SAZ9vzD+77U7U9USCNmbGFFeVOzlZHopu2pxN3I3/CwbS7bgNNsUE8kBcZx6Zz+VZUN/dNcXEaS/JLcenYknrVfW5GaW3mVhvdixcH5hnoMjsO3enaOqtfxhvuhmY/gK9SleGqfSx5taEZv3lcsXhPmHNZshya0b7BlbHSsqU80FIry80sUhjtplB+8QB9ef6Zprc1Jp9o9/qVvaoMtLIFH4mmtxs9E8O+GiPA0lzJH+9uj5i5HO0cD+tcfPC0UzKRj2r3lLWGDSks48FI08sADoAK8g8R2Zt75wBxmqaMYSuznypqVpVaFI2wCkbj69SKVY2ZwqjJNEgkhbYXVNwK4apjudVJ+8YoAllVAMMf51qaIksGp2lyysq4lKkjrtQ1ThaN9QgdtuzcgO8DHA9+K0dWaaK+tSXYymIjf0+U9sduCRkdaJPWxk1uaWnaq0kFvF5OHwxZ93BAA7VWvX3ysx71JoEHmyO2ceXCT+bVBe8SN9a0qVJTfvGFGlCndRW5nyGqUvJNWpGxmqrcmsjoNbRIEg1GGdjlo23DPrXs2mao13a7gFY4654rwxLpkb5WUEVq2fie/s1xG8ZHuKLhKNzs/FsZlTc0eO+R2rg2wD1rSu/FVzfQbJYoR/u5FYxkLE4A/OgEmhLj5lH1p1vgOxPrmkMbyDA2H/gYp6wXCZPksfcEGkNkMuWkc+pq1YuYi/uuKh2S7v8AUyfgKmjinckLBMTjoI2P9KBWCV8tjPvVKQlmNWZEkjbDo6H0ZCKl8OaVBr3iI6dc38lqrRStGY495d1QsF9AODyfT3oRV7Gh4N06C61R7u4AZbXDKh7seh/DFd1qFyZYSucDvXCeBZGY3pZieIz/ADrsJH3DHrXDXf7zU7qCXs7o5W6spri5byhhfWudvVlhm2ZOc44r01IVWAhYwTVSDQLdJmurlVznPIrSNWMUZTpSkzkNJ0Ca6Zbi8BSEc4bvW3qLWllYkRBPMPygCk8QassI8mHhRwAK5B7uWa5zIxwOgNXDmm+Zkz5YLlW5PcHmIf3RTbU7Z42PZgaHYNjpSoRkYFbnNYv3M5Ziw6Gs6Zs49alcsetVLxmWLcCQc0IoaRhh9a+i4LiJrZXUZ3IOhrw7W9G0y18OW+raZqV7OGuvsubmARrcEJud4hnO1ThTu/vD3A6/Ttd3W6o5OF96uOhjVV7Gl4ytFmg3oNuOc5zVLwvoAtVGoXa5mPMSn+Eev1rRtITdMZ5yWQncFbvWhNJhTXHiK32YnThqLS5pEF9d7FIBrz/xTqL+SY1Ygt6V1V/NkGvOdbuPNvpBnheBWeHheVzetK0TPaeW4MYkd22njcxOK0rCQxTbu+CKzo15U47VcjOPrXdc4rFmWUkn35qjKcscDipmYk5qB880DRCevNdF4GMcXiCO5kGfK6Z9TxmqXhWx0zWPEkWm6tdT20M52pNHNFGsZ7ljJxjGeByTgd6ktVbR9e1KzcTxfZ5zFsuABIoUkYbBIz64JFNbilqj3tJ43hD/AC56g5615540tVZhMmBkc4Oas6T4itpLVIZXTcO5fFVNcubedHaNwzP6MCBVNnOotMxNF00yMJW5BGRWPriBbqEY5DEn867mzh+zW0SY+YRjNcRr2TqL+gNckJ80zvlDlgjEfMUIZSQyyZBFPe6luriN5W3FUwDtA/lV60sGvQ2R8inrTL23SDUDEi4CIB+Nb3VzC2ho6POsNtcZ+8wABqtPJvJz+NRRPsQgd6Yzkg570xJWKsnJNQmnXLMsZKkg57Vs+IvCOoeHPD+kajeGZZ74yebA0ZAt8BCgY/3mVs47dOoOAozY0SSFWZFJI9KQwRf3BRRQAkltErEAHg+tRNCo6Z/OiihCI2QY7/nUeSDwTRRTAcs0qcrI4+jGrUOr6lAcxX9yh/2ZSKKKBmnD4w8RhPLOtXrJ/deUv/PNUIfEeo2Gtf2pG8b3SMxBkjBB3KVOR9GNFFIZs+CmJ+2DAGBGOB9a63vRRXn1/wCIz0KP8NGjbgbRWfrM8iwtg0UVktzRnBuPtN2vm8/NWbdYS5JCjqeO1FFenHZHmy3Y5LnPBhi4/wBmr9tJEWXdaQN9Q3+NFFUQjVhvrMX7W76HpsiBsZYSA/mHFSa7ZaeNLaWHT4IWDr9xn/qxoooGzP17xF/wkFvbRTaRptsYEWOKS1WRSkag4QAuVA5ycDk81d8K263urLHOzNGiF9ueCR60UVM/hY4fEj0ccLxVa4Y4oory3ueh0Od1BiEauBkjE184cnljnFFFduH6nLiOhbg0+Ay7DuxjPWuk07wtYXIJd7gfRx/hRRXScpvW/gnRWvmt3imZVUHcZmB/Q4/SqWs+D9IsnUQxygEd5SaKKaIuzkRqMegXt5bppmn30Ekgby76HzArJnaQQQR1ORnB7g1mXN9calqNzqF3IZLm5kMsrkYyx56dh7UUUGiDcRV7TwJdQt1flS3IoopPYs9GJJf9K4PxP8l0Cvc80UVx0PiOmt8KN3SbeJPD8Thfmfkmsa4soZ9QmL7gd2Mg0UVvD42YT+FGrpvhuyuWRXkuAGbB2uP8K7CT4XaGLZZBc6gCRnHmr/8AE0UVsYM868RaDa6fG/kyTHa+BuYev0rI1DxBqupaVb6XeX089tbSPKgklZiWfGcknnG3j0yfWiigaP/Z", 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", "info": {"video_id": "49553", "label": "putting deodorant", "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": "b3edc96ff3ffb0a4723a0ff137d97589cd5d3d3a84615542cd94167d2f4daeb6"} +{"episode": 44845, "episode_seed": 2365607875, "split": "train", "timestamp": "2025-10-13T03:18:54.585111", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2365607875, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'spinning toy wheel that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "156247", "label": "spinning toy wheel that quickly stops spinning", "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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dKlU5H1FIy/yoAoSr1FZF8vyH2rdlTk1j3q5BHpQBx2pRDaWxWBIOTXUakMI49a5iXqaClsVJK6jwtCfJuZSRjYgUZ54zk/TJ/Ss7wrp+l6x4ki03Vrqa2hnO1ZkmjjWM9yxk4xjPHUnA71p6Da/2bq3iDT2SeNreXYI7gASAKzD5gCRnpnBx6UyWdNZ/cHoavRcP9Kz7U/uFNaMRBwaQGlAM1ZxgGqkLbcVdHIOKYiFhVGVcg1psnWqcsfBoA57UF+QnFcpqMWATXZXy5BrldSHyMPyoBHOOKrSd6nuiVjJU4Oe1a/iTwff+HPD2kaje+cs9+ZPNhaMgW+AhQMf7zK2cdunXOGUdJocjS6Ykj8sTzWnnBFFFYlmhCTitC2PSiigC8wGw1Vl6UUUAZV4Bg1yupjhqKKAOTm4mYVUstWudE1iO/tNnnx7gu9dw+ZSp4+jGiiriKRp+Dj+/mH+0n9a74dKKKoksW5Oc+9aMZwRRRSEaMPK0SDrRRQBSuBxisHUBwaKKAOP1bvWBdcQ568iiihbldC74h8WyeIre3hm0jTLU26pHFJapIpSNQcIAXKgcknAyTz613NlzaRf7ooopskvw9cVoxE4FFFIC9AeRVlgNtFFAFaboT7VkXoAU0UUwOU1T7rVysn3moopFLYTT9efRmnQ6bp1/FM6sY76DzArLnBBBBHU5GcHuDUmnave3/iOfUbqYyXN3IWmYjG4tkngdPYdqKKpEnfWfNrH9KvQHnFFFT1A0IycfhWhAc4+lFFMCaQDAqnN900UUAYt8oANclqnCmiimJHL3fEZ9jTtT8Tavqek22l3t9NPbW0ryoJJGYlmA6knnG3j0yfWiikUz/9k=", "info": {"video_id": "156247", "label": "spinning toy wheel that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "156247", "label": "spinning toy wheel that quickly stops spinning", "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": "8c563ca3a1e44a15017202acc20ecc0fe491e61d40b01ecbdcb7557a0a22fae9"} +{"episode": 44846, "episode_seed": 2237905179, "split": "train", "timestamp": "2025-10-13T03:18:56.963658", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2237905179, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'attaching cap to 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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BN9wcrjtXR6pdAy72lYfpWNc3ImjYQq8jdOOR/hScp30BWPNLsotwY3uTgc8LnnI4610GiWUdlB5rDMr85PYVBd+HZTdmVTGgJzhlyQa07OKRIwsx344B2gVFW7VkXBlhpgyknt71SNyj5LfKPSrbgDO1QKqtGPQflXPyMu6EVldTtI4rNTxJHaO0hcM2OFBq3JIIlPB6c8Vg+HNAtf7Zg/tEhkyHILjaeeh+tb0Va9yZPsbunaf4i8XHzbe2MNqTxLIdoP0Heu20f4Y21ria8torm5P/AC0mJOPoM4FdVY6haQ28aQpGiquByKsNrS7SPNT8DmtCOZmbP4atoLVgscKcfwoK56bSY1B2SBTjGQoFdHe6mJYmAkOPZa5aa8jUkGVmOemRRKUujErHD63YvYTyiWfC8FSB1FZenWkd9cJmQuFIZxjGOOldZrFnLqaFREy4+6zjismy0u5sX4dcE8hY+tKTfLruVFq5qGVY4xGnyqOABWVqgSeExsMk9z2rWZF28pzWfdrvyFXn6dK51FmjaOLNzJpztE3zJ29q6XwTEt1PeTpFI6xFWZU7ZDdfQcHmq8umKXLSkN7YroPCenqtnqbg4CmMkAgZ4aumDV1cht9Dq7fR57q/ijjs5xySQzgYGQR3PHNdcnhWF8s2moXPJZ5nOfwyKreD5ba2s2kwXmkOSGbJX2rpH1THOUUe5q5vXRkJsy18MQJ/y6WyY9FJ/mTWZq2iW0ZAGwH2QVuzauCvLj8BXN6xeKzh2lYfkKhylbcXU5bxDpD/AGEtBN9wfdx0Fee3ZjFyUe4PqcLnnI4616ZdXAmjYQh5GPHHIrjbzw7MbsyqERSQcMuSDRFu3vFaX0JdFs47K380jMr85PYVfefIJz+GaZaxSxx7ZvnxwDtAp0i9cLj8K5ZRbdzVNFF7lXJLce1RkR3CMowBjmpZUVQeBn6VSeUxj5V/TFCgx3NmHw5buiuylD6EcitGHTBBzHMy/SrhRicFiPpVeeOQH5WJ5zknpXTcwGS6fLNwmo3SH/Ykx+lV4tBlMm651CSVM8A4Wpo7eQ/KCNpPOSc1ajtHOFkk4DbsYppsBbaSCzGyNEB9hzVx7hXjHOCRTY7VVIJfn1xT3gjAHJP1pXsOxnTJtkIL45qAqHOBLn6VeljTOdoNV2RFbIUA1DZZVeHjqaqzwl0ZASpIxkdq0WbNRMR3NIRg2Npe2tw8XltLHKB84JwMev51u2s9zacIoH0FSwMvz7Tjp+FSDaertVx0VhSbk7svR6rNKgV2YcdQcUhg+09LmUZ65bNU/KLMD9e9TRQMCCpVTnJobsKxaXTLSMl2/eMOrOc0k78bUcAegFPSEgEGTg8njrS+QhUBnY4o5mFjNeGNwWLk4IyagMcCnlgfxrReFApHUEY5qo6Jg/IPypNjIGhTbwBVdoQqEgZqyWAGB07Uxmz0pAc1rGmz3OJIJCCByhPBq3ZaB5iJLIrRsexHIrRcIevr+VbBtiV++QfanB2G22kuxVis5oFxHOwHtUF1ZzTDa1/dRZ7pIQPyrQKOuBknnOSelQzWpm6kY9+aq5NjJh0ZopCZtVnmUnhWOB+NaUDrafJG0a/Qc0semOcCRwRuzjHercVgFYM0pJwQeBQ5MEiFpnmUgsMH2qvJbojHc+Oa1GtowBye/U1VmjQtkqDkVLY7FEwwnodx9M1TuYj26VosEV8gAH1qKTDf0pAYktvuRl5UkYyO1R+HRcaZc3NvJG0kdxtPmr0GM9fzrVeMN7Zp1tDuD7Tg8cjtTXxXHzNRaN+xaZQDD8v4VrGWd0CvIc+qnFYOnu8SlGdz75q8ZXK9cE9s1TbJSHzWDTHP2qUZ9WzSf2daRDc2JGXq0hzio8S5BDKvPanGBmVgZfvHnjrU8zHYe13Ai4LjA7AVTnuLaTJHQHk1L9hQ4DOzfjioXtYwhXGQRjmhsLFCWWHJ5H51VfDDK9DVx7aLB/dr09KiKKAMcCpGZ0ka5z3rB1ixuLkhoHxtHKHgGumlTJyKpyxDr+dFrjjJxd0dUSMUw4IIqyotx1Vj9TSebApyIwfrWypsyc0U1IU1OrE9FJNWPtMYXiJR+FILz0AH4U+QXMRqz5+4fyprM5/hNSm7Ycgj8qz7i5lfq/HtUuA+YWSbj0/GqrzKf4hVaWTk5OapSS4JqXFFXZfkuo0By1UpdQTtVCWaqGj2w1rxPJps2ozWqMkhi8tNxZ1QsF9hweT6e9NQTE5WOq0WYXJuOPu7f61pGEAmuW+HVw12L9riRnwIiOfXdXdEwKCNmfxquUXMUANlTRuOmCT9KtpcRr0hX8qPteG4RR9BRyBzkYZu0bYppaTH+rIqdrtyeKr3F5KUADAfhR7MOdkEkjLjdwKqSSgZ5FQzyMQSWJ5qjLL1xU8qHdlt5kUfeFVZb6NTjNUpZjWLq1zJFZF4nKvuAyKaigbZtS36k8DvXXeZhea881i0tbbQLfVNO1a/nVrr7Lm5hWNbghNzvEBztU4U7vUe4HpKiAIMqT9TTdMSmVyw6d6aZNpx3q0JoVbIiX8ak+1Jt4iQfhS9mHtCqrMw4Vvyp4MmR8jflVhbs7TgAfhQbt17/nR7MOcqsZO6kVTll45IBp13cyP1bv2rLlkwTmlyIakyy8q/3hxVaS6jXPNU5ZSCeapTSknrRyod2XJL9O1XdEuDO0+BwNv9a5nQ1tdU8VjTdSv7m1gmfYksc0Uax9yWMnGMZ4HJOB3rf8HQtBrGu2Vz9pBtZxGqT4Ei4LD5scZ4GccVfITzHRDCnI4qRX71Yb7OpI2Zp6XEadIl/Kj2dxc5Vjkz13fQCpgW7Rtj3qX7WN3CAfQUpumJ44pOn5j5yuTJj/Vmq0sjL94YH1qzc3kmwBSBWJcSMclmJOankSGpNkskygnLCq7zIo+9VOWXriqcs1LlQ7suTXsQPXNUpb5T0FY+rXMkVmXjco24cipPEGgav4e0HSb+8muFnvjJ5sLRkCDAQoGOPvMGzjt9QatQRLkz0AsdvWoixz1oorQQu4nvTskDrRRSJImkb1qhNK2TzRRUsaM6eV8Nz3qk0r+tFFZmsdipLI3rWDHqtzo+unULXZ58TNt3rkfMpU8fRjRRVxJlsdN8OflGoAdAIh/6FXbFzk80UVRDGb2x1pyscZzRRQJA0jA9arXErbBzRRSKMyeRsHms2WV9/WiioZSK0sjcc1kaqx+xEnn5xRRQtxsZrnih9ehtopdJ022MCJHFJapIpSNc4QAuVC85OByea9P3Hyxz2oorVmfQZuJPWnBmz1oopCH7j60wyNjrRRQUZ1zK/PNZtxK4B5oorNlIotIxHXtVWR2OOaKKRRkJrraRd3cbadp1/FNIHMd7B5gDJnBBBBHU5GcHuDXU+BtQutT1DWb+7lMlzcuksr4xlju7Dp9KKK2RkzrWdsnmm72HeiiqJ6j1Y4zmkMjA9aKKllIrXEr7etZdxI2DzRRWci0Zs0r7+tVHds9aKKkoydVY/Yjz/GKp33iLVdS0y30y8vZp7a2keVBJIzEs+M5JPONvHpk+tFFaQ2Iluf/Z", "info": {"video_id": "16529", "label": "attaching cap to pen", "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": "16529", "label": "attaching cap to pen", "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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NrZkN3MDUtEgjm42Djsgrltf0d2sy8U33B93HQV0uq3qvLuaVh+lYd1dGWNhCryE8ZHP/ANapcp30BWsedXbRrcFHuDjrwuecjjrW9o9nHZW/mkZkfnJ7CobvQJmujKuxASDhlyQa0bWKRI9sx346HaBU1btWRpBhLPuBJOfbNcjrEJEv2qH5SOoFdbMqqDhR+VZF1aNPnoq+4rKEWimzlJdQW5ULIuGB6+ldJonht3lD3VrcSSDDMeBgHI9enHXvVZ9NiGAAM55OK7aw0+G38RpDMzbNwdm3cHB6V0wavqZu503hfwsW0zNxp7EPhgpmK849q6JPC0KjP2C3X6szfzNasGoRRwqsagKBxk019W28b0/Dmi7vuTdmVdeHbaO3YmOFD/soK52XR4V3FHCn1Ciuj1HUfOiZRIenZa5WW8iRirSscnpkUpSl0YKxwuvWUljcy+bPheCpA6isnTrSO+uUzKXAIZ+MY46V2Gt2EupxkCIqB91nHFY9lpVxYPxImD1Cp1ok3y67lRaubKyJFGscYCqOBioLi4CEDGc9/Sp9q7OV5qvKoY9B+VcnIzTmRCZo93UZq5Z2pll87y5JFi+YhO3Bxn0HXmqTqF5wMfStHR4/tVpesSQIimRkDOQ1a0YpTVxSemht2+jz3V/FHHZzjkkhnAwMgjueOa65PCsL5ZtNQueSzzOc/hkVW8Hy21tZtJgvNIckM2SvtXSPqmOcoo9zXTN66MyTZlr4YgT/AJdLZMeik/zJrM1bRLaMgDYD7IK3ZtXBXlx+Arm9YvFZw7SsPyFQ5StuLqct4h0h/sJaCb7g+7joK89uzGLko9wfU4XPORx1r0y6uBNGwhDyMeOORXG3nh2Y3ZlUIikg4ZckGiLdveK0voS6LZx2Vv5pGZX5yewq+8+QTn8M0y1iljj2zfPjgHaBTpF64XH4Vyyi27mqaKL3KuSW49qjIjuEZRgDHNSyoqg8DP0qk8pjHyr+mKFBjubMPhy3dFdlKH0I5FaMOmCDmOZl+lXCjE4LEfSq88cgPysTznJPSum5gMl0+WbhNRukP+xJj9KrxaDKZN1zqEkqZ4BwtTR28h+UEbSeck5q1HaOcLJJwG3YxTTYC20kFmNkaID7Dmrj3CvGOcEimx2qqQS/PrinvBGAOSfrSvYdjOmTbIQXxzUBUOcCXP0q9LGmc7QarsiK2QoBqGyyq8PHU1VnhLoyAlSRjI7Vos2aiYjuaQjmYtFuHuvLlDOhHEg5x9a3rHRRbDKSFT9Kv2aLKX2nGMZxU/kMpJEjY9M1cXZWCTcndld4bnbtNzKPdWwR+VZc+kTTncusXaHPIZ93862yjMpB4J96qnTnZ8qwXnJwPypp2JtcrwWUVuNxn85l/ilOavreOVCq6n0AHFEWmY/5adTluOpq3FZoqKC7HAxScmOxRkj87c7MOMZxVcxQjgyD8603hQKR1BGOapvHGARsH5UmwKkkKhPkFZssJLZIzWwSAuB+FV5FB6d6VwOY1TTZpyrwtyo5QnANdDbC6dVnkgKORyH6imNEuc1sM2f4yB7U46bDlJtJPoS2mq3UfynIX6Vaa4NzjdNKuewciqO0E8EnnOSaVLfhQcfiapskuLpscgLTXDup/hLYFTCC3tVKxKiH261BFC+0BpBgHOMVP5WSGaQk9+KXMwsU5v3hO+U4J4AqrJbxKSC3f1rTkt4/UknPWqksaZztByO9Ju47WKnlwnhcEj3qJ4FLVOwVWyAAaYWFK4GfdQb0aPJXI6jtVDQVudLuri3lRpo7jaRKDnbtz1/OtiTB60kUW/fsOD6jtRH4rj5motG3YtMoBh+X8K1jLO6BXkOfVTisHT3eJSjO5981eMrleuCe2attkpD5rBpjn7VKM+rZpP7OtIhubEjL1aQ5xUeJcghlXntTjAzKwMv3jzx1qeZjsPa7gRcFxgdgKpz3FtJkjoDyal+wocBnZvxxUL2sYQrjIIxzQ2FihLLDk8j86qvhhlehq49tFg/u16elRFFAGOBUjM6SNc571g6xY3FyQ0D42jlDwDXTSpk5FU5Yh1/Oi1xxk4u6OqJGKYcEEVZUW46qx+ppPNgU5EYP1rZU2ZOaKakKanVieikmrH2mMLxEo/CkF56AD8KfILmI1Z8/cP5U1mc/wmpTdsOQR+VZ9xcyv1fj2qXAfMLJNx6fjVV5lP8AEKrSycnJzVKSXBNS4oq7L8l1GgOWqlLqCdqoSzVQ0e2GteJ5NNm1Ga1RkkMXlpuLOqFgvsODyfT3pqCYnKx1mhXXmm4wOBt/rWu0gznsOtcd8O7hroX7XEjvgREc9M7q7gtbgECPPPc0+TUOcrFgOaElyeATVtLmMdIU/Knfaxu4RR9BR7MXtCuDJnIRsfSlBk2/cNWTdMT6Cq9xeSbAAw/Kj2Yc5Xldlxnj61TeUAnLCop5WOSWJ5qjLLwcUuVFXZbeZFHLCqkt7Gpxmqcs3vWNq1zJFZF4nKvuABFNRQm2bEl+M8DkmuqaEMM1wWsWlrbaBb6pp2rX86tdfZc3MKxrcEJud4gOdqnCnd6j3A9LVLcKDgn6mq5OwuYzxGF+oqRXweau+bCrcRD8aebpQvESD8KXIw5yujE9EY/hT90nGI2/KpReNtOAPypDduOc/nR7MOcru0n90j61Tkl45IyKLq4kc/M/Ge1ZksmCc1PIkNSZZeVc/eHFVpLqNcktVOSYgmqM0xzRyod2XpdQTt3q5otwZ3nwOBt/rXMaGtrqnisabqV/c2sEz7ElimijWPuSxk4xjPA5JwK6DwdC8Gsa7ZXP2kG1nEapPgSLgsPmxxngZxxV8hPMdCMKcjipFfvVhvs6kjZmnpcRp0iX8qPZ3FzlWOTPXd9AKmBbtG2PepftY3cIB9BSm6Ynjik6fmPnK5MmP9WarSyMv3hgfWrNzeSbAFIFYlxIxyWYk5qeRIak2SyTKCcsKrvMij71U5ZeuKpyzUuVDuy5NexA9c1SlvlPQVj6tcyRWZeNyjbhyKk8QaBq/h7QdJv7ya4We+MnmwtGQIMBCgY4+8wbOO31Bq1BEuTPQCx29aiLHPWiitBC7ie9OyQOtFFIkiaRvWqE0rZPNFFSxozp5Xw3PeqTSv60UVmax2KksjetYMeq3Oj66dQtdnnxM23euR8ylTx9GNFFXEmWx0fw8+X7eo6ARj/0Ku1djnrRRVEMQMcdaerHGc0UUCQM7DHNV55GC9aKKT2KMueRuee9Zs0r7zzRRWZZWkdsjntWTqrH7ESefnFFFNbgxmueKH1+G2hl0nTbYwKkcUlqkilI1zhAC5ULzk4HJ5r1Mudi8+lFFaszGM7Z60m9i2M0UUhDyxA4NRmVvWiikUZ88r5PNZtxKw3c0UVLGik0jEdaqSuxxzRRUlmOmutpN3dxtp2nX0U0gcx3sHmAMmcEEEEdTkZwe4NdT4H1C61PUNZv7uUyXNy6SyvjGWO7sOn0oorZGTOtZ2yeabvYd6KKonqPVjjOaQyMD1ooqWUitcSvt61l3EjYPNFFZyLRmzSvv61Ud2z1ooqSjJ1Vj9iPP8YqnfeItV1LTLfTLy9mntraR5UEkjMSz4zkk8428emT60UVpDYiW5//2Q==", 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", 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", "info": {"video_id": "16529", "label": "attaching cap to pen", "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": "a8a8187c5ff03f861fe57686a833e2a54efd0b37d3251664f336e1acb5c33b45"} +{"episode": 44847, "episode_seed": 2862818478, "split": "train", "timestamp": "2025-10-13T03:18:58.835988", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2862818478, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy bus behind a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "67665", "label": "showing a toy bus behind a book", "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": "67665", "label": "showing a toy bus behind a book", "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": "dea292d31564193e851ea1c7faae3b925b4c8a6ab3f95516c50e386ce90c7944"} +{"episode": 44848, "episode_seed": 228037675, "split": "train", "timestamp": "2025-10-13T03:18:59.920860", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 228037675, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tomato'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "9035", "label": "taking tomato", "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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vo0mhdGOBViI7bSJc9EUfpWTq83lwNg9RU3HbU838RhVugqHKhiM1RFwq2mxlBJPFaurQGZDgcjmuflV0xuHSs2kzojNwT8xJwol+XptGfrW7Fz5YHb5f04rnixY5NalnOS3PfB/EUSWiJjJOTPbfButPq2mmK45uLcBWP95ex+vHNdZZHp7V5j8PJCuszR5+WSAn64I/xr0q2YjI96IPQyqK0jeV8J+FeFLL/pA/Efma9pSTKEe1eFQzBtThTP3nUf8Aj1aRZKO+JG3H4VQvLgQwuxweOlWy3zEVl6vEXtyV6Gmy2tTzPxCGlnMpH8Wak8PW0k7SSbTsRTz71sXVisuQwHNa+lxQWkCwoBjqfesXqbRm4XscvceGpdQlzAdsp7Y4Nc/aT3FheMI5pIZFJVijFTkV7HbIqjICg57CvJPEFx5/iC8kMIiIlKlfocZql2MW9bksSy3eoNcTSF5GOWY9TXrPw7Yra3CZ4Dg15Xp7qdpFep+AQBbXDDu9Qm+Y0mvcPTbSX5cVxnxKl/dacP8Arr/7LXUW7YArividLtj03n/np/7LWi3MEV9CcNaSN6vj9KuylQTzWd4dYPpCyf3pG5/HFaFwmYjjqBV3Ka0OD8XNGwZIl5IO41yGkSMlyoXO7PFdrqdm1xK+RT/DfhdIrs3k0YIX7mfX1rGceZNHRRq+ykplO80xnAj28gAGtLwr4Vhiuhe3EQYxnMYbpn1rqW0+BpQShJ61bjUIu1QABxxVxgYyqu+hejOSDVhuGQ1VgPNWJjhUPvVmLZr2LgEVrwyAZ5rn7NuAa1I34qWwR87Xd5t2gHnP9K7LwluGgBz1eZz/ACFeeKxnmUkMRn0r0/w7Hs0C24wTuOPqTTNUXJ1MkTAenFcff6c8sjLtPX0ruFUYxVO+hyjY70mJOx5JqenLEWCjkelT+GNNuL2/SKNSAT8zdlHrXTXGkmebbtyc+ldDomlxabEdoHmN1IrKUeZWZvCq6butxni61+0+GpoVHIwBXkVlNLb+YqsVZSDj3Fe8SxLcRNGwBBrxLW7cWPia/gX7omJH0PP9avoYrc9n8KasuoaNbTMSZANjgAnkf/WxXWwz8DEch/4Dj+deVfDbVPIupLB2+Sb54x/tAf4V0sV3e33jK703+2Lm0izJ5QjUNllTcF9hweT/AFoTdiZqzIfiXcELppZSv+s6kH+7Xme97q52DoWArU8Q6rqGpJa/abh59oJXe33c4z2qnpNtI17GDt5kUdPpVrYaPQrmTy1AHYYrBvWafK54rVvZcqTWYo6kmobNTFubIJAzNyewrnLqyMuQq812t0olXywM56U610UB1eUDHXHrSE3Y8sZWRirAhgcEHtU9tJtdee9dN460oW15DfQpiOZdr4HAcf4j+VckDggiraujNOzPTfAVyRr9oM/e3IfxB/wr1aJ3WVgIWPPXIA/nXg/hrVfsGpW12BkRuGK+o7161rGtmTw42oaZcMm6RArrwRzyKzhpoXV1szq1lm2n92gGO7/4CvBdHZrjxHaDsJQT+BJr0HU7+5t9Ei1Cw17UZVac2+Z41RZiEyzx99qn5Tu9R7gcN4XtT/bkbFidqlv0NaIzjud6xweeoqpeSjy2HtVmUkoPWsm8YkYobNTGnOXai2chxmiYYcn1psZCkVmM6G2fIBrgvH9sI9YinCgedHyR3I4rt7F9yisPx/Y+bpMN2PvQvg/Q1aMWcRpsu04969g8BRiTTZG3uuZOdpxmvE4JPLlB7V7H8OLxJbGaEH5lfd+GKlq0jS94HosdtHgZLN/vOTXn3xXKwx6SsaqpYydB/u1p2+oS3PjOfTLrVru0tnl2RvFLGix9CSxcYxjPHUnArivGMt/Pqn2W8nuX+yzyRqtyBvX5gOccZ4GccVVjJHT+GotvhuzDfxKWP4sa2UUMuDVLSY/K0i0iPaJf5VoIOapGjKUmmwGXeQT7VOQqIFUYA7VPIPTtVaQhhmgi4gc5xTwcEHNVt2DSXFwLa1lnc/LGhc/gKLi3Ir7xNa6VdJbv88h5IB6VvrMt7Yw3EDrtc5BYZrwV9Ue+1OW8lY5Y5HsK9H8F+KILyKSydthaTMYJ7+lY88/aW6HTKlD2V1ueg20c2BmcY/2UA/nV9I+Pmlkb/gWP5VzPiG9uLLw809rM8UokQb064J5rL1f/AISTRNH028udSvFmuy/mRFcCHAUqCcfeIbOP/r1o9TlPNrdR5kfHrXpmkKF0u1x/zyFFFUy1uXV61HOAaKKkGV9qhCQBn1qNmKwykHkKSKKKCUZWm6jcyW9wGYHapwcV5nr8jSeIJnb7xxn8qKKSLW5q6LM9vNbTRttkR1IP412F9qVxp3iu4voNnnJISNwyPmTaePoxooqYDqbnOXijMQ7DI/lVnSABfxf9dRRRWnQldDoLsnJFU884oorJmwqKN2e+a1f4BRRTREhtxY2+pWUtrcpviccjuPQj3rxaRQkrqOgYiiirRmXdOY7iM16Jpszt4QvYycotzEwHuc5/lRRWf2jV/AWNW8QtrMMMUmm2FuYUVI3t1dSqAHCgFiAOc9OvNUfDAH9st7RmiitTKO51cp61jXR5ooqWa9TNnqAUUVIzb0wfLUfjEA+E7w46Bf8A0IUUVRi9zyHvXofwyuZV1hYw3yOpBFFFORUdmdDqerHTNf1KM2NjeRyzhil3DvAZRwQQQR15GcHuDXPavdz6hem8un8yeeQySNjGSaKKaIPQLbi1gx/zzX+VWVoooRox7/d/Cqh6UUVT2MyqxO8j3qnrZJ0LUAf+fZ//AEE0UVAHiyMQDj0qzp1xLb3iPE5VlYEEetFFJm3RHtusTyXHgeGaQ5d2iYketczda3qN9YQ2FzdSywQO0i75GYktjrk84xx6ZPrRRQtjFn//2Q==", 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", 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", "info": {"video_id": "9035", "label": "taking tomato", "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": "69408ad74ec809ba921208ec6860d403ceabb0f68d7418b131160336a91a11be"} +{"episode": 44849, "episode_seed": 3374664546, "split": "train", "timestamp": "2025-10-13T03:19:02.072353", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3374664546, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a pencil sharpener behind a small plastic container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "129583", "label": "pretending to put a pencil sharpener behind a small plastic container", "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": "129583", "label": "pretending to put a pencil sharpener behind a small plastic container", "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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tEJxnt3oQjoIV8q2Vs8kd67T4ds0HiHy3/wCW0DBfcghv8a420Pmwp0yDjmup0aRrTULS5XIeGRX4547j8iR+NMZ615+Yo17Plm9+cf41Mblgig9B0pLm1LrFd2o3wMuSF6jJzn9agMq7MseB0zVAaTXAkt1dj8xUqfr/AJxXn3iaH7Rq9ywzvgjTgHrgV2kA22v2y4PlWsG6RmYY3dMY9q84ubg3d9NcuzfvmZsDtntUsaMdogSQpJ6msq8s8EFepHIHat/y1jYAKQCOtUbpDnBPHqBSGcN4gup7dI44nMYkznbwSBjisGNcfievpXQeLFWOS2w277+P0rCgUk49eaCW2bWmxhomZu1a1kHWZbsZJicOB9CD/SszTTjcn410mnxhVBYgjrimM9pS4+Qyxn5WhDxkejcZ/U1NFIwTC54HNZvhAJqHhtNPZ9s0A2q3U7Qcj644H5VpGxvIDseFmx/EvINMCa0uPndSflZT+nNY3iiYHRicjEsioM98cn9BWvb2V3c3AIiaKPBBdxjHGOB3rkfF95by3senW5zBZqQTnq/fn/PU0mCOXv4YopiqlSjDcu0+vFUJ7cMnzDjHb1rVKCTaEQFsYA65NVZV3Rg4IYdcdKks5q4gMYO0dea8+hXPT1r067jUId+QT3rzZAFIAH1oREi/Z5Zwo6E8VvBSBsxuY96xbH5ZFPYGujt03Tq20k+tUI9Q+H8+PDThusczqfbOD/I12Jny4h/hjxx6t3/w/CuE8BMPtlzp7n5LlN6n0df/AK38q7GQNFeSxyrg7iwPqPUU7AaIvmSYSDr6etTXTKSdvQkEfjWY7Ar5hPI/lT5p2t9Pm1CTiGKABM/xvjt+g/8A1UMDzzVoy97d3SMQrTup46cn+tYckOVIPPGeK1i0rwyI8o+bk+59areWBuQcnrz3qblHOXVsySENgjqa5vxDwLbAxyw/lXbXKb2KjAPeuO8SxEPbKeOW4/KhbkvYxolBcZGcCtmy25AC8Y61lINoI7962dJA3MeenQ1RJoRqEn3k5JBz+VfQloQ0UajHz4/LFeB21t5u/d1PAr2fSLo3OhWl2OjW21v9lx8pH86e4zpYLxQxWNVEYHDEctTzJHcRlwAJE6gdxWNE3y9cADg1NaytHcc/xAjH4UxGf4sUf2HcAc7WRh/31/8AXrzS6feiDncM5/rXoniq6VdHjYnHnSgL7hck/wCFcLfsj3BaIEqwB5HQng/yqGUtjnryLALNkgniszyv3hKjA6V008KlTwCSKxLiEKflI9aQHDW4Jwe1bNqo2YrLgHyVqWhx34zQhG/YxD7OdnUHn6VtWLDeASc4IDYrnbO48sFMna7VsadJIpCkEY5GelMZ7F4W1aRbJI3+bbwy56H1rpzc2xG9kGevKivJtN1GaBopISAcYbPRh710M/iG48natsiue5YkflRcdix4x1hri3FnFwpO5hnrjpn8a4RXUYA+ZhxzWnczNIXeWTe7HkkVhtlpi3Ur2pDsXbgssAQkYySPxqhIwkXDZ3EZq6TugZGOXXnFclYLPqfi2fTJdWuLWP8AeGHy03ZZULBfQDg8n096AZjeMI8SWmB3fP6Vi2aguPWpbu+ub8RNcyvJgZG7tnFJapiTOaCTd0uJDLjHJFbdt8jFclyOvP61gW83lS716hcGta3d96yAcEA9aZR6F4YvGtroEOVDkbTno3/169LttVLxjzFBPqOK8XsLgqjJkHPT6f411dhrd7FbAfJKAOrjkfl1pXC1zsNX1029pIU+Tjr3ryu7ci5MknJY1r3l5PeSB7h8gH5UUYUViag+4jGdp4PvS3HaxJbsXyysMqcgD+VVJWxIeSR3HrTocxDJOFTGKyfFkslvpxmt5GRt6gEHBOaAJbhVkQsAPevL4Rk+5rudVVLXQotS07WdQmVrn7MTcRLGtwQm5niA52qcKd3qPcDiI+uaNiW7mrbw7sYrpbZGjZdvOR1ziuft8+V7gVuJcAxIFONoGfWmhHVaJdNa3UU6P0cHI6ivY7G8s9StkW5RN/oehPqD2rw7TLhQ6nAG7g+ldvo+tpAfJl3FF+64GcD3p3HY9CfT9MT55EQgdAWyPyrhvHGr/azHZwfLBH82PU9Bn6VavvEMAj22++Vz0GCB+JNcpeyNIjySHLscmk2CRT3AsOSS3T2ptywARgmCBhsdTVSJ2WTI4Xooq1dZaASd8YP1pDKdwoZSRtyeorivE48trYjJ+9yfwra0qZdR8XNpuoajdWlvLJsWSKWKNY/UsZOMYzwOScCuZ8QC4i1e4tJ3uM28zxhLjAdcHHzAcZ6ZxxTSJexShG5wK2dPBWZQBx0NY9txIK37FgtxGB3OM+1MRtWRRBkfe9jXqHgW6hlsptMnI2u24duW5I/SvLIpFWbahA7g112gXPkSrLnjADgenrTuB6YdFuoWxGRJGOh6N+IpYNJu5J98+IYgDkhvmPGOPT60thq0pt1IcSJjgnn9aoa9r8kdq0e8KzjCqOM//Wo5gscr4p1OK71T7Nbri1tV8uIDue5H+e1Ym1ptq5AyMA9BUd2xilL9f7xNJbsrrnJ3Hlc1JRDKN8XONy8ZzzWTcgLhdoPv6UeIrqWzsWlhkMUm9QCPrzVHxBpWt6Joel395dXInvTJ5sLJgQ4ClAxx94hs47fXNFhHGwn92K07VRtB70UUIC7ATkH0Oa3onZXz1PXmiimB0lsT5n1Ga0lkZhgnsP1oopFFe8yjDBP3c1m5PmOfQCiigYkchMxzjlea4S71KfSPE1xf2uzzopX271yPmXaePoxoopolmC/ybAOgGKt2oBxn1oopCL6E72+lbNsT9mTnoaKKYzdsWLQAns2BW5ASFJBIxiiikykPmHyP7dPzrIuHO3r3oopDI3YiM+mBxWP4pYtoceefmU4+hoopoTOf1rxM+uwwRS6Xp1uYEWOJ7ZHUoijhAC5UDnJwOTzXPxAbhRRQ9yDXi/1da1gAZXBGRtzRRTQzasRlmGeApb8a37KRuG4JoopMC/I3OcDoKoTHdwenNFFIopQ8E/UGlRiyTqTwp4oooA4eXWW0rUb5G0+wvYpZQ5jvIN4DKMggggjqcjOD3BrG1K9uNSv5L67kMlxcOZJHxjLH27fSiiqM2Jbj5x9a1omIK47ciiikBpQMWSNiTkrXUaczAHBPKg0UUykdBY3E8MOIppIwRkhW4qNizuXdmdyeWY5NFFSHUx785lGe1Ng+WRsfwsAKKKYzG8YKBYMR2lQfzrlb3xBql/YQaddXk01vbyPKgkkZiWfGc5PONvHpk+tFFNEs/9k=", 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tEJxnt3oQjoIV8q2Vs8kd67T4ds0HiHy3/wCW0DBfcghv8a420Pmwp0yDjmup0aRrTULS5XIeGRX4547j8iR+NMZ615+Yo17Plm9+cf41Mblgig9B0pLm1LrFd2o3wMuSF6jJzn9agMq7MseB0zVAaTXAkt1dj8xUqfr/AJxXn3iaH7Rq9ywzvgjTgHrgV2kA22v2y4PlWsG6RmYY3dMY9q84ubg3d9NcuzfvmZsDtntUsaMdogSQpJ6msq8s8EFepHIHat/y1jYAKQCOtUbpDnBPHqBSGcN4gup7dI44nMYkznbwSBjisGNcfievpXQeLFWOS2w277+P0rCgUk49eaCW2bWmxhomZu1a1kHWZbsZJicOB9CD/SszTTjcn410mnxhVBYgjrimM9pS4+Qyxn5WhDxkejcZ/U1NFIwTC54HNZvhAJqHhtNPZ9s0A2q3U7Qcj644H5VpGxvIDseFmx/EvINMCa0uPndSflZT+nNY3iiYHRicjEsioM98cn9BWvb2V3c3AIiaKPBBdxjHGOB3rkfF95by3senW5zBZqQTnq/fn/PU0mCOXv4YopiqlSjDcu0+vFUJ7cMnzDjHb1rVKCTaEQFsYA65NVZV3Rg4IYdcdKks5q4gMYO0dea8+hXPT1r067jUId+QT3rzZAFIAH1oREi/Z5Zwo6E8VvBSBsxuY96xbH5ZFPYGujt03Tq20k+tUI9Q+H8+PDThusczqfbOD/I12Jny4h/hjxx6t3/w/CuE8BMPtlzp7n5LlN6n0df/AK38q7GQNFeSxyrg7iwPqPUU7AaIvmSYSDr6etTXTKSdvQkEfjWY7Ar5hPI/lT5p2t9Pm1CTiGKABM/xvjt+g/8A1UMDzzVoy97d3SMQrTup46cn+tYckOVIPPGeK1i0rwyI8o+bk+59areWBuQcnrz3qblHOXVsySENgjqa5vxDwLbAxyw/lXbXKb2KjAPeuO8SxEPbKeOW4/KhbkvYxolBcZGcCtmy25AC8Y61lINoI7962dJA3MeenQ1RJoRqEn3k5JBz+VfQloQ0UajHz4/LFeB21t5u/d1PAr2fSLo3OhWl2OjW21v9lx8pH86e4zpYLxQxWNVEYHDEctTzJHcRlwAJE6gdxWNE3y9cADg1NaytHcc/xAjH4UxGf4sUf2HcAc7WRh/31/8AXrzS6feiDncM5/rXoniq6VdHjYnHnSgL7hck/wCFcLfsj3BaIEqwB5HQng/yqGUtjnryLALNkgniszyv3hKjA6V008KlTwCSKxLiEKflI9aQHDW4Jwe1bNqo2YrLgHyVqWhx34zQhG/YxD7OdnUHn6VtWLDeASc4IDYrnbO48sFMna7VsadJIpCkEY5GelMZ7F4W1aRbJI3+bbwy56H1rpzc2xG9kGevKivJtN1GaBopISAcYbPRh710M/iG48natsiue5YkflRcdix4x1hri3FnFwpO5hnrjpn8a4RXUYA+ZhxzWnczNIXeWTe7HkkVhtlpi3Ur2pDsXbgssAQkYySPxqhIwkXDZ3EZq6TugZGOXXnFclYLPqfi2fTJdWuLWP8AeGHy03ZZULBfQDg8n096AZjeMI8SWmB3fP6Vi2aguPWpbu+ub8RNcyvJgZG7tnFJapiTOaCTd0uJDLjHJFbdt8jFclyOvP61gW83lS716hcGta3d96yAcEA9aZR6F4YvGtroEOVDkbTno3/169LttVLxjzFBPqOK8XsLgqjJkHPT6f411dhrd7FbAfJKAOrjkfl1pXC1zsNX1029pIU+Tjr3ryu7ci5MknJY1r3l5PeSB7h8gH5UUYUViag+4jGdp4PvS3HaxJbsXyysMqcgD+VVJWxIeSR3HrTocxDJOFTGKyfFkslvpxmt5GRt6gEHBOaAJbhVkQsAPevL4Rk+5rudVVLXQotS07WdQmVrn7MTcRLGtwQm5niA52qcKd3qPcDiI+uaNiW7mrbw7sYrpbZGjZdvOR1ziuft8+V7gVuJcAxIFONoGfWmhHVaJdNa3UU6P0cHI6ivY7G8s9StkW5RN/oehPqD2rw7TLhQ6nAG7g+ldvo+tpAfJl3FF+64GcD3p3HY9CfT9MT55EQgdAWyPyrhvHGr/azHZwfLBH82PU9Bn6VavvEMAj22++Vz0GCB+JNcpeyNIjySHLscmk2CRT3AsOSS3T2ptywARgmCBhsdTVSJ2WTI4Xooq1dZaASd8YP1pDKdwoZSRtyeorivE48trYjJ+9yfwra0qZdR8XNpuoajdWlvLJsWSKWKNY/UsZOMYzwOScCuZ8QC4i1e4tJ3uM28zxhLjAdcHHzAcZ6ZxxTSJexShG5wK2dPBWZQBx0NY9txIK37FgtxGB3OM+1MRtWRRBkfe9jXqHgW6hlsptMnI2u24duW5I/SvLIpFWbahA7g112gXPkSrLnjADgenrTuB6YdFuoWxGRJGOh6N+IpYNJu5J98+IYgDkhvmPGOPT60thq0pt1IcSJjgnn9aoa9r8kdq0e8KzjCqOM//Wo5gscr4p1OK71T7Nbri1tV8uIDue5H+e1Ym1ptq5AyMA9BUd2xilL9f7xNJbsrrnJ3Hlc1JRDKN8XONy8ZzzWTcgLhdoPv6UeIrqWzsWlhkMUm9QCPrzVHxBpWt6Joel395dXInvTJ5sLJgQ4ClAxx94hs47fXNFhHGwn92K07VRtB70UUIC7ATkH0Oa3onZXz1PXmiimB0lsT5n1Ga0lkZhgnsP1oopFFe8yjDBP3c1m5PmOfQCiigYkchMxzjlea4S71KfSPE1xf2uzzopX271yPmXaePoxoopolmC/ybAOgGKt2oBxn1oopCL6E72+lbNsT9mTnoaKKYzdsWLQAns2BW5ASFJBIxiiikykPmHyP7dPzrIuHO3r3oopDI3YiM+mBxWP4pYtoceefmU4+hoopoTOf1rxM+uwwRS6Xp1uYEWOJ7ZHUoijhAC5UDnJwOTzXPxAbhRRQ9yDXi/1da1gAZXBGRtzRRTQzasRlmGeApb8a37KRuG4JoopMC/I3OcDoKoTHdwenNFFIopQ8E/UGlRiyTqTwp4oooA4eXWW0rUb5G0+wvYpZQ5jvIN4DKMggggjqcjOD3BrG1K9uNSv5L67kMlxcOZJHxjLH27fSiiqM2Jbj5x9a1omIK47ciiikBpQMWSNiTkrXUaczAHBPKg0UUykdBY3E8MOIppIwRkhW4qNizuXdmdyeWY5NFFSHUx785lGe1Ng+WRsfwsAKKKYzG8YKBYMR2lQfzrlb3xBql/YQaddXk01vbyPKgkkZiWfGc5PONvHpk+tFFNEs/9k=", 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", "info": {"video_id": "129583", "label": "pretending to put a pencil sharpener behind a small plastic container", "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": "93961cad4fc1bf25f515782a0b2c5317a25e6a222122074dc14d326e80ddc1e2"} +{"episode": 44850, "episode_seed": 1043991570, "split": "train", "timestamp": "2025-10-13T03:19:02.645595", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1043991570, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 fur of a cat'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "196572", "label": "moving fur of a cat", "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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nXS0RrGm92Z+t3W6eVlctNI5Jb19a7f4XX0s2m3ljKTtjcSR59D1H5j9a872TXMskxU5GccV2PgXStYbF9YSpDCTskaXkPjkgAc0qejCeqPS5lznNR6f81xPJjjcEH4D/ABJqeYevSodMH+jK/XzGMhPrkk/yxXUjnNlOgxU6R4AqsmTjmriOcDiquCRIqDHpXOeIRElpqDTLnBjVf++c/wBa6Rclea5LxkQml3cjEgC5Qf8AkNaifwmkNzz3WL57q8iR/ujkr9OldToFj9p0623DAU7wPxrhPNe6vWk298D8eK9L8ORtBZRwt99Btb8ea8ypGyO+i7sj122HkMMcVkaJZgjCDCrha6nXIg1sQOTisnwwFkluoiMMr78exH/1qML8QYn4TTtLfyrkEdCDRqBIhfb94rsH1PH9a0JIwro4Has67bfd20Xq5c/RRn+eK9NHmvc0IFCqBjgYFN1O2WW0d8gOgyG9Knt+lVtYnEFi3q/ygetKSXLqON7nI296GuYljPyI4yx7nNdF4h8T2VhYPCjia5bACKeOoPJ/CuHunKyMC+xFPAA71QSA3d/DGJAPNYAbj05rgdf2d0up2Rpe0s2PvdSuNcu5ZpmLTkFlXPC+wqJ7cObS4aMnzF2kdt2KufYH0vxAkcoXHK5HetS4t2jjHeMPux6GseZy+I6ORLY5TaFZ5dvQYxXU+CbJZ9VluyoxHH8mfU4H+P51hG2E3nIoP+swhrufDlstg8FquP8AUNu92yDW9CHvXOarLSx0hGDxVeYcGrbDAzVaf7td5yMW16Yq9EwUHPas61Y5GOlTySFVYitDM881ieY67qEszltz4Qf3VA6VjJFJfXDSNyqqVQe571qanbT3esywQqWdiST2FZ1qTb3MlpIdkkbYwfpXDVhe7Z105WsQtbyxTIkhwg5p93GEgZcZ749KZdXebyMnkMe/b/OKjurgiUqVbDnJ46DHSvPnSbaZ1xqWGXULW+mQXSvuaQcj0FSvbOixyZ4MWePpUogabRpIxnduG1cVekiZIEVl5VcVtGyFLU5NZmgtzI3XPGayLq7a5c44HoK6G7sJr2eK0gQySk/KijrU+g+Dl1LxFJpN/dNaOI5NoRN7M6oWC+gHHJ9vet6UepzTethvg2K4ubO7ggwBvXc5/hyD/OtnVNMjKwWjKSkfU9wT2HrSfD6xkjtdRUuVeRU6Hp96lub+eKRYj85yQWI9KVWnrzBCfQz4NLm03W7S5t7gLJEQcj6HNdinji/t12yeW7L1yuK4WG/e51BicKhO1OO3rVuXbLJ8rkkYDEVzuvKnombqlGe5uar4v1fVrd4/NSKLHKRL97PrWbJMBahkUZAAJNUmf7PcDn5XHStKC1aVZI1GFcZFUqrqasr2ajsYt6kn2lIg5kVyNxx6mrWoW4k08RJtwrD8KtXECxzxIwwxHWprCzl1K/a2kULCjhpHA7Y6D61KhKUlYTkkma+g+DIE0+2ub7LmZlIiBwAD6+9dpaWVvY2iwW0KQxLkhEGBST7UtoAoAVXjAA7DIFZ/ie7ns9DaW2laKUOo3KecE16aioo4W2y9cYKVn2ujWi7fLM8WOnlzuP0zWJq872+hw6hYa3qEytc/Zs3ESos5C7meIDnapwp3eo9wOrtPuqTVJ3JasOGnSDHl6jeR/wDAg38xVlLLUUIKasXHpJbqf1GKnQhquRr8oq0BnoNYRiHms5lA4/dsh/ma5Dx/qF0NGaGaKFVludilHJbcgAPGOnvXoRTmvKdfsp9T8XvDO5FusrMoHcFjnH5GoqbFQ3MjQbOaN1vjaTTxDIxGBnPryea7DSr9XvmBguISVGRMm3JHp61bWFYoVjjQKq8AAdBQ8DTRlV++OV+tZTpXg4msKlpJk2oziQYU54rD024+wa4Hk4SVdh/pVyyk+0Hcx59Kg1bT/NhbC5FeZCp7OaO6pHnjY62U4TB59DWbIga8SQZyqlfzI/wri/DiW1/4k/sy8v72xjd9ivBcrEsfqW3nGMZ46k4FX9Ns55NW1KzvLrUibSYxoJptsickc7eM8DPUeletGSZ5bjbc7OFvlxXPeIb/AHajBaq3+rG5/wAa0YrCaOP93qF0PdiH/mK4y7lkGpTtM5d2O3cRgmpqytEcFdmRrEgaUeSWYs/PsBUEcknnCc9gAhHr61dK+bfrHEFEYRi31NP1EILfdFwiAjI4NedKLbO2LsjXeFtQg0+6HMqTBX+nf+Va9xbDyGIHFZXhWRmgQSjA3EgV1M8GbcnsRUVNGbwd1c5CzgVNWWJscsWTPc4rpLJDHqtvn+ISL/47n+lc/fRtbXCTL1jbcD9K6aN0lnsp42BVpByPdW4ruw0k4nHiFaRtsMoQPSqczApzVHxNd3FnojzW8rRSCRBuXrisLXbXX9D0XTb27vrsTXhk8yIpgQ42lATj7xDZx2/Oum9jmsdTa9DSzMdrUUVsZmTaKpQPgbmJJP41534sYx+JrkocHCnj6UUVnV+E0gX9As4b2IyzruZCcUatAkalBnDkZoorkktDWL1LOigOMsM96vXqKEYgdqKK5JHZH4SXwjbw/a5pjGpk5UMeoHtWTq1/NpXi26v7YJ58Mr7CwyPmQqePoxoor0af8NHnz+NjvBUzpb6iwPKKgB/OsLV7mVFuCpweeaKKyr7IqnuQzqImgCjG6Ifn61d04A2oYgZYnNFFec/hOyO4t5GroHI+YHjFdJbHZYQsAMkdaKKcNjQo6l963bHO8VojS4mtluYpZ7ecLnfDJjP1HQ/lRRXZQ3OarsTaNr19qE72lyY3WJ0Afbhjhh1xx+la3i/jQJP+uqfzNFFdnQ5mcjrXiJ9ahgil0zT7cwKscb26OpVB0QAsQBzngcnmvQbP7qfSiinAmRpRfd/Gr6fdFFFWhEy8so9xXMwRpKVkdQWZnyf+BtRRQ9ykF8ioVCjHFQWv+ujooqWBnwKI9SuY1HyiU4FaNwimE5HaiivCr/xGepT+BHm02tvo2vX0QsLC8hmmDNHeQ7wGUcEEEEdTkZwe4NdH4YvJ9S1HUb26k8y4uGWSRsYyxz2oor1KHwo8+t8TOyh+6K4TW0VdcuABgYBoorStsKnuYKMy3rqCRuIBp+pSMEtwMAHgj1oorjfQ6EdNpxxBaMAASCDiullY/ZF+lFFZYj4jaj8JzlwokBLDJJNQ6NplsbrcA6MJkIKyEYyef50UVrhtyMRsWPGCS22isEup2XzE+V2yP5Vxd74o1e+0+DTrq8lnt7d3kXzHZiS2OpJ5xt49Mn1ooruZxH//2Q==", 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", 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", "info": {"video_id": "196572", "label": "moving fur of a cat", "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": "196572", "label": "moving fur of a cat", "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": "562f456a1b531a3eea2f5a67bf63eb5b1990c9586d6ab25f18573d43e67528be"} +{"episode": 44851, "episode_seed": 2554552159, "split": "train", "timestamp": "2025-10-13T03:19:03.453875", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2554552159, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a rubber into a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "171389", "label": "pretending to put a rubber into a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ff28e8aae755c95382b935b564c53d7d485e551dc385cf6bd79752fc3cf880d8"} +{"episode": 44852, "episode_seed": 947571681, "split": "train", "timestamp": "2025-10-13T03:19:04.601031", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 947571681, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning a box upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "162208", "label": "turning a box upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "162208", "label": "turning a box upside down", "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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4JpppmDpelpqljdrY3yKFco2+IEY7HPrgdq6bw34Tltjm6vWmRjj5MjA7Yz9aq+HphJPLbQ2zojpvEgQKgJHA9zg5rqVcW9nEzcuOf3nPTuMdulMiDfNoZevXjanq0uh29w1rYWMSCR42AeR2GQuT90Y6981X0XwtpFne29zb2yh0jLs5YsWP1riF8QTQ6tqu6Jpbq9nIScMPlx8oO3GDjGa9DtI59H8MRS3zK19LHulYDHX1A4zjrWFaE783Np2OelRnUr3b0Rk31z9p1weYfkTLH8K43W52+1NeWyOxyFlVeQVz1NaD3+6a4mJ6jaKj06UB5XK5DDaM9/Wog7O57E4pqxsaBrFv9hWPaf33V+mB71wHiq3SPxBdNbhcYDuF7E+v6U7UotQttQkXT5ZEg4cgH7pPb9KsQG0u7mGItILq5+SZpMlXbIIJx0GfSulPqjjlFLYz7HTprmwme4j2RkApIw547j2qKGzuZIZGXbuTondh7V3dpoOqRxG2uXspIQp5RmyQe3pir+maUotpUa3hi5xuQA7h75oTfUm3MrnN3moywaHa26RSrGzMzSSDl8HC5Pfg1Ppuq3+paT/Y8UDSs7geZ1CpnOPbn9K0vEkREUdtfyI8zsSqowJX157D6/0ro/hnoASCe4zLtMgBZnG0qB/DjrycfhTFNKLte5zmoeGNSsIJJPLDW8S5aZWAHTnjr7Vwsgkb7fkAbUAA7kBvmx+Vei/FjXmjni02wLPCGY3EWflckjb0+hri9A8M3oX7YZokZ8ho5QSChBzk0LTVibbRgLcAOHR8MpyD6V6J4EurvX7pY5/K8vS7DyIGVMH5m6se5wP0rzC/lRWSGK3RXjBVpI3J8zk84Jxn6VpQ6VdR2yTw34QvHuby2Ixx93IPJrRtLVnLKyV2bdz4gga91WVmRjPftJwuWCqNox6Voabf37273Uit9njUeXCoy3sB71x1rawQlftEpBdQysD0Pf612Gm63ZRRQx+TM77gC2Ao6YB685z+FRLU6oNxjZEGsXFr5NrfMs0cjuf3Ybaybfcd66PSNYuCxtrq6BWRA8UjDDEDGcH1Heue1jTITpdyqNNJcQyGQs/Qg9QP8e9ZTWOoXOnRXck3moEAhUdPp7VNimnB6noF7ei7NhC8gFuUkzcBsNgYOR+AqhpPi1LXUnhwkdrMxAJHKHoCT+VZXhiRLuB7e+tZXa2OIg2RtDDBx69BVVNElk1uO2j8p1eUIAz7RSt3Kqa+89mdHd+INRuXuI7S7uDpsUoKHPQ9vm69c4rrdDup763hmuX3OF64x+Na0GkWmkaA0iwRLEis+w9Gwp9e9V9Jm+26a195SRCRcrGowF46VlW0iXQd5GP5fnawx7DitXVZFg08J3IqvpcBe6kkcdWqzqlt9okx2Fcl9Dua94xLSMbUJ7HJqlrmoLEAoGT0AFX7xhaQFV61zBSW61ANIPkBzk1UdWKSsia2tEuJFnT5Z1wTg8itKe8MaASMWI6mnxJHBBwACep9a5jXb91V44huY8cVpfmlZGduWPMzrrDWFtVkEoG3blAOc896iu9St/EGkTRQoZ51iLfZnXAdvQeuMdfxrznSdckh1Ty7+4ZkICOWOSvuK7TTbCJL64itncFk2BpCPunBJH+e3vXXFW0OV2n5dzl9ae/t4LGC4Ty40hAVQ2cHv/KtbQ7PVfEdvaW8i7LKAnMwGS34euOKTW2tmjEeWlto2KvO6kANnBAHX/69eieC7Cz0jQIJZ/Jid1MgQEktnndz7YqjGSS+HU811/w7c6ZCtxdtAsbEiM7/AL3f+Vc9cz7tCZSylzMS205xwMc1qeNb251/xHKloF+ysohCk5CFeCR6fhUE/hV7TTkWOfcWX5kcYw3Jzx2oTtqyZyajdnJlc85P50KCGzmiZZ4CwltpBt6kDIH41EtwuR8pGa1Tuc52dtrdvDa2McaJJNHAiBFTqwJ6n8a3V1iW3s0l1NGkaXgbEzjryfQfSuJs2tLIiV5j50bfOo53D0FdPbalbajG9pE8scjw4D44AHJ46+2O9ZNHWm7aC/aW0vWjBaX8qvIg+Un92xIzgj+tXdW1VJ9KiurpAs0e+NUVurHGSR6gfzrB1a1Ftc2F5ZyGZmwhMndxxz7EU5rG6nt7w34IuHIkHH3SM547f/WpWBpp2e5qab4rSXT5ra9k2iJd0ewbS3HAGOpziqz6xrDeRd3F1OW24jdzwwHX6jNU/C2gtfavsnijkiRdxy/4Dgc9a9N1uBNG0yJVtI7mWQx28MLc/M7YHHp0oZN7Mwfhz4dS8ZvEF+uURyLZW6M/8Tfh0FXfG+tLnyVbnpiukvANA0WC1twDHAgRlxgMe5/PJrzTUW/tG9adwQoPANck5OcjtoQ5EUtp8gdc4qezR4LcNIckZx9KVRukA/hFOvGHlCNM5Y4ouaGLc6j5eqFBDveQDr2WnXRhuFdreVUniG9yrcrj+tNu5YYtTLOyIUQdSOmDUYsmuXzDJAI5oirSZ5Zj2/lXTFaI45t8zRLZeIL5YYxNKLqHO3cPlYH0NdTpXiAJvWT5QF+QYyeD0NeawyXEEdzapCWLnaxI+7VrT9Ua31DF5IzLwjknJUeop8pEJJbnqcHhm81Ww1CVndprgeaY0jAy2Pu89KkfxFp+h+HLawt58XFvGS6dNr55z75PFdpLqdtoEaW1tGZZGGd/c+p9hntXkniLQXa4k1OzkeQktJKkh6E5JIPfB5xVJWNIxnFcyWhmTLdardT3SrN58YDSArkOAfX6V1s8d42j26oyWciy7XBTJdWGMCqHg2S3isWxcSPcgkPGSD8ueCAfT1Fbuqzp9l2Wyh2QoA3OVwD835E0jNJWfc8r1e2sLnVjFAGSBZNiBPQcfiTW9Do5t0+ys6IrqQMLjy89s9Cferi6FZ6tGLmLbawLnY+MMxHGT7D8ya1rTR7qO3WcvDKsRVo2wTvIYZz6cA0PVajdJct5LQypNEgtbW3luEj8pfkZnGdinHzYHPX8K0NO07TbfSjgq18qCfIG4smf4QOnHpyKJy99BeW9vEZJXTywq8k1Tj0a7h0lrwQq/O0RZKuMHlgR0IpJtjU7tysQ32otJEYbdcoUaSQohJY5GBux361teGo7a+0SIzRmZMbCgwD16Z9vWofD+27urfyhjzF64xkDjJqz4isNKts2mlbbS9JGGjdlXvnP1pjSfN7yNLULuOIJb6RbhHkK7xGqnbHnk59eareHNIltfFzR3EO22tYvOEcjBjk/dJP459qf4B0e4N5drfAAW4jzKTkFDnAB7nPb6Vp/EBGuLeE6KyieNWWZkbDFccL/ADpWC2uqIPE3iSfV5otEjdA7sNxTpgHkD8K6mEraafFb7Nvy8gV518PtPmv9Ve8uQWaM/Nv/AIWHavQb190voBXLiJX0OijFPW1iIt5b5Tiop7gqhLUwy4NUNQucRY71ynUZ88puJ8ds80140jGcCo4n/iNQ3V0qDBNWhkN9fCOMkngDpWFYSLeaxOhAztAxnGOfTvxT7mZLh2TIYDqK0bfw8vyanbz/AGSQjbwgZX9zmuujC2px153dug9/Cel3NhO5mWS4OdgOFEf49+9QaM73EZZLo7zHsR17gcZI7EdDjrWLLreprc+VdExp/AyjCttz+ef8K6zwpa2C3tzeTsHjwrOTiONT/dU5rexzuKvZbGmvgqK68OzPFGodD5qtIxwe7dfXHWub1jxpHqEf2e0jMQUBCWPQAfyFdtqviKSWR4rZwtoBjheOR0Fec+JNGt0hlvrZVhyAJIlHDDP6YNVYtU5wjdEenaReTyRX8cYR2kKv8+VPHX8/51d8SyXNvcrdvO4SOEM9sOBkHbn371o+Gr+0k0+FI7cR7ABIhyNxA+8Oxo8QzFVFzNbloUHzpgAliTj8Kl9jCUU48rPLtSvo7sI0S3GQxyhHyj1Y47n+lP0yCW7uo7cAPj5wqkNXa3Phu3WT7TNOIJnPAVflP+yPp6960YtJbSI/OLKSUIchQOMggg1d7LQfsnBK5zVxpI+0mFxEk0zAxu3VznDAHpx/nrWxHa6faQxz2jhkYmNsn5i3pntxniodXtZryyt2hgZ44iWZ0GQucDH5017CbSFh+0xgo5Bd0Yle2FcdCPf1NSndFRelw1HUIpZoo9sXkRzqkfHDEYJZs9u2RW5rVm10tvBAsj+ajOwhGGJBG0c/U1a0zSbTU7aa1uI82+4bgDgjHPB9a1dB06xh1CcLfNLBAqjZK+7acngfhj8qSBp633MbwUJLCyutUnijMwcxx5AGFB56e9a2h37eKfGYuWwbfTYy+P8AbPCn+ZrjfGk93YalMunLJHphcEBTldxHPTpzmu5+Gemmx8KPeyD97fSFgx6tGvCn8TuNTUlaJSSdkkT+KbgrCy56muCc5JOR1rq/FM2ZCoPeuPdutcaOxbCq4BPNV/M3TknoOlNd9qH1qq0pGFU8niqSuDdtTH1KxlvNdm52rgNubuPartksVvbDzt4jhBcrj5v85z9azJ5JxczpHI7Ay5BAyeP89KvW0SXUbGRgylgSFztb39vpXYtEcXNrdFvS1jm1e6wm1nA3Dd93nv68VoS+GbC5gm/fK8xyEXgbT9aji0V1uft1jMsLlQro4JDe+fyrM/tq6a6a3dVhI+XK9yDzTJsrane3GpRrE08km/dGpRm5JJ6n1qtqd2lvoH2hpAHlBRIyRkZHXHp/Wm67DcX+rp9lgYqFyqQxHCk/w8DHTnms7xfoV3p1ta3ErLIJBtcpn5SOmaFK6ubyrNrQ57T9QNpKdiZHUMOGH4+lejaO15caKLq9tkSJlJikkJyykdeO3WuR0XS9Ov7EvvcXEYIkRm4yehrr55HaGwtGllEEUARQvGTgdvXFJtGaqfZexatraytrX+z4QktqQVZv73f+tTeVELXyIo1jTd8oIx+NVbW2SGNml8vMm0RqGwRgdqkvhIyRrAcsHxIByVGM8+lJuyIlJtkXhzSo7O9ed2b7xIwOuT+tZHirULHT1vYFvZprlGJlVpcZZs/dA47811Ph4XWXa8UbhI5jU/3R90Z968d8XSXT+Ib03hVpxIQWUYBHYj2xUwu9yVuy/oXiv7C5iihCZOIxuJwT3Jq7DObm98+4f55HJPPeuY0PTkv9RiilkSOHOXdzgY9M9s10mkwQ3njCe0t9VmgUeabeSKPdllQsFGenQ8n8OtadbGsavKdxY3d1pVvdw7JFSRFJlZcA9fu/nUZYm6FvGNzAdAOSa57w/qt7qWlXd1qd7cTzQRp5asQQAckn9BWh4UjubrVN43eYPnZyM8dqG0jaNVcvmehaJZLZ2TS4AeQcgDvVa6fDk1szYhtljB6Dmueumy55rzaju7m1Mgd8Ak1h6hPvfANaV3JtTrWDIxaQmoRuiTzNkdZV03muBmrNzNhMVzWs3jw2pZCVYn5WHGDWsI3ZnUlaNyOTULeHWSJZQ3yiIxop9jmtnVNdW7t4bWzb90oySvRq84ldppWdyWYnJJ6mukfSr228NR3Rd4izAKTxhT29/wD69d+isjgjU116G8fLXRnN0Q0AU/e/vY4xnvVG28+8uoYbaNpJWYbUA6mrkvk2Ph6K60rVb6WP7T9n3XMKqs7BMs8Q5IVSdpz6jnqB03hpbHS9Kunjlge9ckK4bJICg4XPbmnJ8qFKpzsz9QvJbe5e12gSOwLfNwAOMVl+JdUia3itIAxIH74lcZbtj2rZXSYb/Wi8l1GqkjKAEkge/TJ65rM8aaTBbTR3lmT5GFjkUkkq2ODz2oTdtRynJ6MwdMnuzJFBCQxdwiZ7ZOMV6bcWi21vFZ6vMk7AgSeWg5IHHvjNc3pFxY3Fjb3TwxQyLIAxGFBKkYOa3DC09/M2zMrOHWTuOg/yKLk+1b0ZcDQ3iAuiShOUBHSodUs1vbN4mIDbQMAAnrUiTWdkYrV5og8ak/OcHGecfn0qvex3c/my2LbgYwIW4ADf59amTsiL3dyxaaZFDpc9uZXi3Id7LxgDr9MiuF8Satp/2SFYLie5ic8bpPm4z94duTXo14t3D4Zu/szKt4IsBmXnpk4HcnoPrXg0wLyHIxknNEVoTFndWHi1pNMkhgjxMV+cg/dzx1xyas6ZK0cc0AfBkYZ59M9cfWuQ8IWVpqHiP7LqOoT2kEh2JLHNHGE9SxfjGOw5JwK0902l3epW5kuTJBMYQLgDeoyQQccA4HatEdFKslujpEUX7i3EYkEjhAh5HPFemzJDpmnQ2kQCxwRCNQOmAMV554CSabV4wAGijUyzO/XjoB/wLv7V0niHU9jMma5cRLWxsnzu5zWt3PnTkg1gO3U1au5tzk+tZ0smMisEbEMz+9U9ss1zGIgTzyf6VJMxxmr+lvD50ULD98yFgR6A1rDc568rRsWLvTfsLpJb2OFMWJJNwABz2rnI5oYNUkVzHEjgLtVud3B/rW1411F7I2dvBcMJlHmsuMjB6Z9fp715+8jSTtIW+ZiSTXUtjljJqx3upaqvkJa2j9vmK/yzVMwiWxIuBuQAncf4e/WsQW14mipOp25IUEcYXPc10Or+HNR0Tw5pc2oTXDSXpdpIHQhYdu0oGOPvENnB+nY01qX7RJWsdct3Ol+m2Rh8wXr2rR1eMXNtNDKS0ckLBlz6c/zoooexviEk1Y80+3z6VNcxWpC72CliMtjH/wBeu68MzyXWgW0kzF5BKyBz97APHNFFScjNPXYElsoN+WBjDEZxkgg1k+HpZBpt++9t0NyqIc8gE8j+dFFJjhub9nqVzNahSygBcfKMV574yiTYZcfPkEnuecD8s0UUIFsxNVt4rXTrZoU2m4JaTHfAXHH4msW0vZdG1Nb612+fGzYLjI+Zdp4+hNFFVHcDpfCMaNY3yMu5NsYKnuOeDXqHhWCCG3/cwJHvGW2jk/jRRWNTqa0+ho38jZPNYE7Hd1oorgZ3RMu8Y461kOxyaKKaNDOu2OOtULq2iutMKyrna+4fhRRW9H4jCv8ACctYWsMkfmuu4rMBgngjBPP5VPd3s9xCElkLIowqk8KM5wPQUUV29ThRq6l4kfW4oIZNM0+28lFjje2R1KoOiAFiAOc8Dk81raEczSt3Cce3Ioooe4UfiNTT1K6u7b2PPAJ4HFauookllcb1DfJnkdwMj+VFFMrEfEeWxu8kYRnYoOi54H4V7LokCXOm2k0uS4hjOc+ooop9DLoc34kZZHvS0Sbo22qcc4JH+Aq/a3Ekeh2F0rfvRb5JPO4g9/yoorMuOxpSXk11pSyyNlnGTj615vd28K+KUTy1KOrgqRxwD2ooqiFsY+paovh/Xr6yTTrC+tWkQ+XfQ+YFKjIIIII+8cjOD3Bra0vzNb1G9ur2Z2mldZpGAA3MevGOnPQUUVT2FHdnrum2FvpHhgSWq4kGULMckgE9fzrkNSkeXLOck80UVw1fiO6hsc9cfeNUJ+lFFQjZkAUPLEjdGYA/nXQ29jBHdEoCGVCA3fHXFFFbw3OTEdDG8bxrcG2lcYfdsyvGQRn+lcXZwJNcwo2cPIFOPTNFFdKOY1L/AFC6lgNu8p8qJtqqOBweCcdTU8uvalf6dFp11dzTQW7tKnmSMxLPjOSTzjbx6ZPrRRTQ3sf/2Q==", 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", "info": {"video_id": "162208", "label": "turning a box upside down", "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": "162208", "label": "turning a box upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "772469da27a62b8594b551cb4eeb786a80af11c6f53e4bf060fab4b4a77f82b3"} +{"episode": 44853, "episode_seed": 3751637528, "split": "train", "timestamp": "2025-10-13T03:19:07.017322", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3751637528, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'moving basket up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "43858", "label": "moving basket up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "21beb75d0b95811ca25cc6e3a903ba83728d55a6fe06f330bca6658b648024c0"} +{"episode": 44854, "episode_seed": 1222836160, "split": "train", "timestamp": "2025-10-13T03:19:07.949106", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1222836160, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cigarette box next to beverage 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14742", "label": "pretending to put cigarette box next to beverage bottle", "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": "14742", "label": "pretending to put cigarette box next to beverage bottle", "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": "14742", "label": "pretending to put cigarette box next to beverage bottle", "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": "5292fe213b9cbe31b1caada34075cb14206cb06b7d5c041e838a3dbaf955d00b"} +{"episode": 44855, "episode_seed": 1794662001, "split": "train", "timestamp": "2025-10-13T03:19:09.547769", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1794662001, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a pen over 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', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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KaaWT5Io4SSR9RXf2C/2JpXlOY/OkdnkC/MCzHpnvgYFVdR0q0vdNlVbOKOeRfvIu07uo6e+K5IxSnzGzjJwseba5r09/IV5S3BIWMH9W9TXNXMgdCTn8ak1Oz1C409okTyp2f5ldwuwZ5rOltb9bVpLmaB/JG4qrEEgfh1r0JS5VocEY80kmUpfH98STFGqg+oyf1NVH8b6m33WCfTH+Fctk0lYubOn2cToX8Xao/PnkfQ01vFWrkY+3yKD2BxWNbRCe5iiLhA7qpYngZOM1vTm40mV7VY/sUi5BBQBj6EkjJ+vSoc2aRpxM+TVr2YkvdysT1BeoDdSnOZHOf9o1r20t7qDpbrGb93OPKZPMJ+h6r9QRisi8gFtezwA5EUjJn6HFTzXL5UiIuT1xT1mZehqM9Kbmi5LOm8I+ILnSdZjZJmVHOCM8V7ZHrJukR2l3ZFfN6MUYMpwR3r0zw1q4utIGSTInBNcuIjb3kd2Eal7jOo8a+KItEhsCzNmXfgKfTH+NcRL8R8rtEL4/3yTVb4i3TXEWlBjkr5v/ALLXCbjXTQm/Zo48VSXtXc9f0HxLpeq2zNfajLbz9oo4s4+pJ5/Ctby7OZGNt4l2HsJrTj9DXhWavaekkju5klEcYBbYxB5OAM9q561PESk5QqteVkbUnhuVRnTu+9/+AetXFhr87ulr4i0naACGKsmc/UVnS+EPHd0f9HvrO6PYQ3ig/kcVxw1m6t2VbcKqg4y5Zyfrk1YfxBqQVri2nlt7mBdxaNvlZcgdD0OT64NZx+upq9RNehtyYFrRNfj+qN5tO8R6Lod2lzZyvctODM+8MEVRhVLDuWLHHtWh8O9Qu5fEyWt9kB0Z0BHcDn+dYeneN7u9tfsWoXbbmkZ2Zz8shY55969Q07wxptta2+v285Z/LzGFPALDBonrK8tzt56caKhT2O4tZQylBXIfEvw82ueF5fJTdc2p86IdzgfMPxH8q1NMvghAJzmttmWdD3rWMrnmzhZnyCXaOQOpIZWBB9K9O+3+FLRty2FhuIw2Ig5NY3xH8H3Gi+IZJbS2kayuyZItikhW/iWuCLk/eJJ9zXXCaOOpTbPVB4r0K25gtraMeiW6KaafiDYR48tBn0AWvLN1KGJOc1ftWZ+xR6gPiVbxnd9ncn/Z/wD1VXuPidK3+rtD/wADeuFtLFZo/NnnMUR6BV3M3uBxx9an+yaYWZBJfLg/fIQjH04/nUutItUInQzfELUpMhUjQH9Ky5vF2rSsSLllz6Vk3doLVlMcyzwv9yRQRn1BB5BHpVY9KXtJPqP2UV0NI63fSsTJcyN7bjSy6xOy7RsXtkLzWVnFKDRzMOREzSsxJJP51r+H9AGvPMTfJai3ZGyU3Fs56cj0rEqe11K5sFkW3lMfmY3YPXH/AOuiL11FKLtodyfA1j54nn1e4c+iQqO/uTVg+HfD8Y/eXlw3HTzVH9K88fU7t2Ja4ck+pz/Ouh0HV/Dcdrs1bT5p7n+KSS5kCn6CPGPxzRUrKnHmUW/QKeHlUly8yXrodPBYeE7aPy1JwVVWLSgk4bPJx17H1FWTqPhGzuGuMQtKRtJ3FuPTHSsiO48BXjiNdKfe3QJezj+eaVtN8DeaysLmPJ4VNRB2/mvNcjzGK3pyXyOpZZUe0k/+3l/maEnjbQoD+5tEYjoViHFa+k+OClhLqSoIwzm3hZjzwMsf1Ufia5ttB8CkruvNUhVuji5idfpnZ19qnvfDmkyaBZpZalO5yxihJH3WY5YnAyScemMd6JYz2sGkreuh1YbLHTmp1Vovmd54a8RPr0uPNEioxdyD39DXoAcPACOteKfDu3m0XXL2GRH8lrfOWHRww4P4H9K9d064EqdeDUUtNAxUVzaLQ8Y+LVpeaX4hS6hlkS0vk3AKcASDhh+PB/E15zDfOkriaVjHKjRuSSeCOv4HB/CvpHx34bHiXw3cWaAfaU/e25/6aDoPxGR+NfMc6MhZWUqynBB6g9xXVF8yszz5Rs7ohoo6dant7K6uji3tppf9xCR+dW2luJJt6EaHDqcZAI49a9R/tbWLVY7W3lMkKrhI7iNJVXAzxvBwACK42y8F61eEZiWEHu7ZI/AZr0+HTp3MCJCDN5ZH2ps7YVGM8HgtnJHtgmuDEV4XXK7no4ahJJ86sVLSTX7iSFL65WCzMgWZIUSPac8KyoByfSvLrm3ur7VLs21tNMWnkP7tCf4jXtel6ba212stq0yTeWQJJGylynGZDjjdnH861YdMto/uRKPqK5Fi3TbaV7nRPDxmkm7WPEbTwVrt3j/RlhH/AE0bJ/IZrYt/hjeMwNxeqi99ic/qa9e8g4wBgfkKhMCA8vk/7PNZyx9V9bDjhKK6XOFsvh3pdiyvMHuj/wBNDx+VdCNHg+z+VBCkeBxtGK3EjTptPtu703G3IHQdvSsXWnJ3kzeMYx0irHjnxDtZrR7BZVIz5mD6/driM16b8XDu/sj/ALbf+yV5lXt4SXNRT/rc8fF/xn/XQWt/wnMYtWfAjZTC26OVN6OvGQw7isOGCa4bbBDJKfRFJ/lXW+EtC1ODVluJ7PERjZSjsAWJ6DHv0q604xi7smhTlKadtDUMujSyqP8AhFIWlLbQIryZFJPT5cn8s0/WQq+Dr949Mt9Pi8yNPLRTuZt45JYljjBFdFBYrJDILeeVbZS32m5xhsd1jC5BbPGfbA4zWomiJdWAt7/y7wZBFwUHzqD8qkeorzpYm1n2PR+rqzS6nhcUctw22CJ5W9EUt/KvU/B99qVp4b+w3iyxLHIfLV/7p5/nmuvg0i1tVCxwIAPbinXNkZrdkVABjjjHNRUx3PpayKo4WNN3vcTS71JI+W5FdRpt6HwteWR3EtnLJwQVOCK6zQdXiZASwDd+a2pzCvR0ujub7T7fULN4Z0DoQevavjpuGI9zX17bairxHBzwa+Qn++31Nd1Jp3Z5dZNWTEpwptKDitTE7bR7LS9R0C3OoS3FnLHmNbmCMSoy5OA6ZByM9Qenap18OaIJCW8UCTP8MenSbv8Ax4gfrS+ErAal4fWNFdpfOcBVxkjIyR64HOPeuii0y2glmEOkNeCLAuVRmOwHoF9WH8RHfgVwVK7jJo9GGHjKKkcX4qs7Kxs9MjsRL5UnmuXmxvc5UZIHA+grlyRivYdc8Gx69PZs1y3k28RQCMBBgnOO/QcU60+H2jWoBa3Erju+XP6/4VMcdCMbPVhLBSlJtWSPGlDSH5FZv90E1oWuhareMBDYy893XaP1r2yPR7K3XZFbIAParUdrtG1YsD6YrOWYv7KNI5fBfE7nmOn/AA8upVDXl0sfqkYyfzrN8ZaBa6GliturZk37mY5Jxj/GvYltQpyTx7V558V1C/2TgAf63/2WjD4ipUrJSf8AVgxFCnTovlX9XPNsUCik716p5Ru+HrNL97i3+0R28pVSkspIQ4zlWIBxnjnpxzWu3gzWCwcCxKZz5ov4dv8A6FWb4Qia41KaJGAZoeM+uRXRx6JAESe4EzbyfLhRBvlA647jA5Jx7da5alXklY7KNHngmZGqaH/Zmh3E8l5bzSmSNTHbtvVMknJboTwenYnms3S9euNNKKQJoUOVRjgrzng9vpXbaj4fbUvC8UGlFWhluFkEkud+AGBBAHY4FVLH4ZE4a8u3PqqAKP6msfrNPlaqM29hVjO9LQ9Nj8Tafq/huzubVVjklVWdcYOcYOfxq7p94yFWBO2uKXR10PTUgtiTCpPBJJGee9X9N1fEWxjyKzjVUndHQ6FoHpcMomjHrXm3jD4YWt7qs+sW6vtmO6aBegfuwx2Pf3rr9GvC+0k8V0iSJIma6U3JaOxwtcktVc8UsvCGk2mCtvHuHcrk/mc1uwWVtGAEiBx6jNW49PkBBYfrWjFYqMFvyrxZynL4mez7sdIlGONuAAAPQVfhtlVQDkZ5KAffPvVlIwuAoAqwEPGOM9fWlCL1M5zIAhKFWIYDnb2H0p/zH7qhffvTmG0njp6UB3PtSkiEyM2+47nyfrTGQDotTlT/AHjSbRQoj5ioUbHbn0qKSBnA+cq46HPX2NXGxziuIF1fX3jO70xtYubSIGTyljUNllTcF9hweTWtKk6jsiKlZU1djPGPh2PXpbHzndPI35CnGc7ev5VmWfgvSbUgmCNyO7jcf1qx4fvtQ1bzTcXMs5QLjdzjOa6SCxYsN4J+tVOdWn+7T0RrTjSmvaW1ZRt9NtIVASEEemK0IrcMAm3Yv+zwavR2KrjcfwFWo4lUgBQB+tYq7abNJTVtCutuMoWVGZDuQL0U/wB4+9SxwQxHiPYOTtQYGSck/jVgRgA/KB6470gYL2J9Kck9TJO5GQ54VAvueTTTATzIxb6mp97HoAKTDE8moUSr2MHUdEjunLxko568cGuZurG60qcM2dufvL0NehFPeud8ZO8Ph6RomKv5iDI9Ca6KcndRB1LJtkmk6wBEAX5IxivGrbwhqt05zGkQJ/jbJ/IZrq9Zt103R4NS03WdQlDXP2bNxEqLPhNzPFjnapwp3eo9wOyjb5QFXFdlSrPDqy6nLClSxLvrocBZfDlnINzcufZQFH9TXSWHgbSbTDNCjsO7Dcf1rpooXbufwq7FZMeW49zXFPE1Z7s6Y0KVP4YmWukWzQNAN0cBAyyY3D2H16GtVLM4jEUvkLH/AKlRk8nqWHQ+1W4oNgyrAkeo4qbYM5wGP8R/wqdWkKUtSBbfGTtSMA9BwKa4j7Zc+i8frVny1PJ6e9IfLWsne40ymUkP3VVB+ZphiP8AExJq6SGPyg4qMxZ5xTSHzFZmzwPvD/x7/wCvXmXxRD3TaUsUUjMPNG0KSf4a6WK8e58bT6Xd6rd2ts02yN4pY0WPoSWLjGMZ46k4FVIHnl1XULfUHuJWtZTGi3ON68kfMF4zwM44rtpwlRtW3OaU4126Pc8ytvDOq3RGLbywe8jY/TrW9ZfDu4lIa5uCoPZFx+p/wr0SFAOI4wB9MVbjgd8DB/CiePqy20LhgKMN9TmdK8HWOlN5kaNI7DY3zEsQew6egrobfTJFYyG5826cnfeHrEM5AQHOPStKGzKkZwD+tWhFhQCijHRR0+tYOpKSvJmtox0irFaC2k6yRoJiPnaPO1voD7VO8SryxAPp1qZUyPlJUY6UvlRpWMr3GihPbpcwPF5ZIYY3HjFcVdWs9jLJE42spyD6ivRCVPC1WmtIrgYljVx/tDNaU5uJSkjmtH8RNDtikzu6ZrudO1UTKCWrzTxjpLaXpxvrB2jAdQQDyufT2qrqkfiLw3oek3t1f3kc175nmQlcCAAIUDHH3iGzjt9Qa9GjeceZHDiZQjKx6ntAPApRRRXms6BScGr1pEjsdwztTI+tFFa4dXmZ1vhH61aR2AjMG750ydxzyKpjlAe5FFFViUlOyJotuF2JTTRRWBqRsMKa8s1e/n0vxje3tvt86OZtu8ZHK7Tx9CaKK6cL8bOfE/CjW+HqAi/Hp5YH/j1duFC9BRRUV/jZrQ/hoXtT14K/WiisVujV7FoRAwF8nJbH6ZquBwPpRRW1VaGcAxwabRRWKNGMfpXNeNTjw4//AF2j/maKKul8aIqfAzh9f1065aQxTaZYQGBFSJ7dXUoi9FALEAc54HJ5r0yK1iUIAvUCiiurGboxwG0i9bxqEyFHXFTHrRRXEdT3JUUFee9DqAmR24ooq18Jn1IGAyzelPAHHFFFZdTToIAKR/u0UVRLPMdW1dtN8RaojWNleRyzhil3DvAZRwQQQR15GcHuDVrw5PLqt/qF3duZJ53WSRumSc0UV31f4COTD/7x951tvbxq3Aq/sVCFUYFFFeez0ZbjkUbxUhQBOO/NFFXD4TKW5CckqMnoacqjHSiioe5S2HgCkfgUUUxHM+NP+Rdc/wDTaP8AnXmWsa7qV5aw6Zc3k0ttbu0yCSRmJZ8Zzk8428emT60UV6OE+A4cT8aP/9k=", "info": {"video_id": "182839", "label": "holding a pen over a glass", "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": "182839", "label": "holding a pen over a glass", "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": "182839", "label": "holding a pen over a glass", "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": "68008887e236adb6d7ad64b12c8c0b1f65f8ddfdb1bd9a34a809c4ae1c970d52"} +{"episode": 44856, "episode_seed": 1954225038, "split": "train", "timestamp": "2025-10-13T03:19:12.763991", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1954225038, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting a book with a pen on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "89330", "label": "tilting a book with a pen on it until it falls off", "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": "89330", "label": "tilting a book with a pen on it until it falls off", "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": "89330", "label": "tilting a book with a pen on it until it falls off", "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": "236ca6d0d78c01c3d478e147bbac99dbf4e83018a1c86a39037b4a48e3ab7120"} +{"episode": 44857, "episode_seed": 670650326, "split": "train", "timestamp": "2025-10-13T03:19:16.513150", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 670650326, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote control toy in front of mobile charger'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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woQqsWZ0d1VX+bOA3oc1ZWWS5keeWMRhsNtU9Kh1G3FveHyR8jSKyE85HY1cVJHRWklyzc5K9eef1rsTujHqQSQsWcAH5xt/Cks7IrIEhkO/+6c+n6elXTCzRbtrFemQO9SxPLa6NcSJIQWlVVi8sEscZyDj6VEi4LU59LFxdSScqxChl28e38xW6Ag1NIXCBFCrlvug+/t9PSsvUtQNreI2FnTYpdd+H5APJHBPPpWtawR3artChHTI3HnGP1Pahxas2C1bSN3SdPvI0Gm/Z41WRmk8wDmNkOMgntzwB1z+VvbHocNrbXFsZRdbxIGXPKnIB7nJxWhotl9q0SySKaT7ZG8jRDGd4zg4zyDj8BU40m7eaB7sEzxrIBuIZQ4bIIB4Jweh9q5KjVzdLQotq7x2m62QxxB9vzMfLIYkt8h7Ek8VQ0Z2uJEtYGZVCneG6Kc4wvfk4OPXitG6hg+ytE8OHgkU5ccbCwbg/3gTg+mSKxp4JbK6OW8oMVIVMkx5OSfcHkZqbaaCa7nOvIslvNbscbSJPQbunHqMVRtdtqW3oSSTtxz34q60LeazNhSxzg9agdArk7mB6nHfHr716CVjlcrl+BFeUKWOMZO0Y59KtaTbrLrdoofbmQAFhuGcE8j04qvYxNKhCM2VX53fnPf157CtWIPGkDtEUlSJnRu7HceB3zjNRN6GsI63MHxHD/ZkF+v2hLyQkPKUUkEcnjtyD36YrD0G9jje4VfmRVWRgOQvbnH1Fb8k+oahY/wBjpHM9ttLbQRgyHu7Y6ZHQ+grI0vQrZLkkGd5XUbTESePpjkBuPSqi7QcWEo3mmju/D19/pySW8UofyCqqqBTkDqPbjn1rrbuS02CZrCV5G/dlwPnkDYBYDsBwfcZHeuQ8N2gt7iGSKISvGxklMoK7v4duegPpnuDXe/aok3uzW6bdrhchcBuBkmuGq/eOiK0K17pzO1uUR4pDLgFDgcDC9M4BzyPpWVHos0/2mKaF7WQPvUuASBnkYA56nmuimS2eJZDHHKzkES+WPnGccHv/APWqDz4S24PHjaVMaL8y4Ofu55GRn/61QpNLQHHU8y8T2QthbwK0jJHKygMORjaeP0rn5Y2bk5BPc/19q7zx9MXkgZ8DaG2svcYU/nx+tcWV86PKAgDoM8nNehQd4JnHU0m0QW0R37dsaA8k5546VqwIkkkccwKLtbDE46A/pxWUYpIpdpHyAjOU4GD0rr7C3+1yzOIQERFjXeeVJHOcY/LtVTlZFQjcy5NRTT7O2tp5HWykdpp0RyhlQgfKCM98D2riNehF/fLdWMawK8eNm8sUUEgbmPfpXp0GgW+q6WJ7iKRGiV1YJIOB1UDI7DtXM63YQWfh2GQI9tG7F4GdAFcBlXkAk/MNzHt8vvU0mnLQuorLUzNNsrxIYEeGORlQLwMgY/iIJ5+vtXpPhyO0NrPDMwd4nyoaEbnBx0z1H6CuRsNKlsTbyxRSmJsEtMRiYDGdm0/dJIx3rudHIawIhiNrJBuXDPvHPt17n8RWdfTQqlrqa0Ftbx3bTqh+0OvBbG5V+h7Dinm22XEiu0ciyKNytbjB/DPH4VTEGoxvG0d5uVUCrAxGJiD1J64yeT74qWaGSYukTRGVuVjWQ5Tvx/eG4YzXKjVjxFA9o8To/kgODhcFQeRkdsdK8rmXfcK0Yb5VwMdQenX6V3drd30xC3bD7TvdfMKkhxjhcDgZ5wenGM1x97sh2DG4HbwOM/5xXVRW9znrPaxmSwszfdz3KnOD/wDXq1Zq20HaAEIwFJyfU+1D27ShSB2yVx90Duak0kGLUUM8ZZVB2gLgnv17D1+lbN6GcVqXVtRcxyEMVk3hNvfkHn1zxXXa5rMtt8Prm9tZSssq+SjKclGZtuc9jjn2rHFqV0yC5+znzGkVy4bkEnAIBGOnPNS61olxb6JIkV/LDYyXX2hlMYfAxwQeffPbgVNKuoTuy6tBzgl8zipvDv8Aogh22VxLsU5t5R8rY54PJ/Ouk0nUT4a0QXbna9rcmBvmyWQjIHvg/pXOSvctLHGkFnOIPljfyfLZiAQCT16E+nbim351R9IcS6Y+6GLeiAEr82Bvwee1aUqnNFqo+gqiakpQ1dzT1yaLx7FMLe4Wxu1bKQyYMcvrgkEqaxtF0nWdO1EW1wkkYQfu225Ur3Oent+Ncto93cQXG0SN8vZ+oOfWu407WruV8yodnT2rmd1otjrunqdp4flluNVWF5WxCu4AHgZZQx/I1X8d2SW1tbGGNI0ffhV4OR+vesrR9TjttfhmkQmNg0XynoWHB/Otvxa4uo7YsgLRu/zAEK4yBkeuSOo9Kzgn7RGdT4WcLMPMjCkqwQBQSOOOlLab1l2gS7n+XkjA/wDrVYz5y/u23MOckcCqzeZERgH5gQPmII/w7119DmNa3j+0mG2VyGZtoyO57VpW981jpRsht/fz5EjIG8ldv3x3BGCePSn6fbQ3UsQVGdI495YcAtkjknt7+1SJ4cOtWaLG8kYhaSPa8ZOAOnTrz3rCUlszohFrU868VxbdUWaymluYihVZGj2eZgn5goP/ANermkyXkUVqDFcwybAu0YBc+x9OnFat9p9rYRRwJmW4AYSE8kDHKjIAAPBHpUujzLO8ccTym4UhnAK7QMnO0ZyeMfrWjneCIUbSO68N20r6dKWmaLymKSbZgFUHB6YOPr3rags2+0TTSTlkdQiQh9qnHQ59exPfFZek20EFoXtR5ssYKS74/LJbtnscZGD1xV5Lu9imDSWatAqKkjxk793PCp0JPGPp1rz56ydjpW2pLPp4unnS5WWLzDv3pOoxkYOemRjr9KZLYLPYeWjRxzCM/vHOTwfX0xj86feXE8Syz+W7BckDYMOF55/ukg4x1rPg1Jr60YrbsEZXMkI/5ZgEDcCeSM+lHvW0J06nm13IUu9iEAMSB3z9PWla0SUsvQtwFb+I+ufWmXlu8txFKGO0fPtA6D09RziuhtbayOmLc6nkbMrCgwoZj/Fn2r0py5Vc5IQcnZGVp0D2yzwM4AkwrkHr8wB5PYH0rsp4fs97b3ImkMcQbeA+4kcDpk84zxgVy9lDp0g2SfbEuHmUtKAWaMAknA6En+tdRLblLFn2wIzjG90DSZx0Zu3qBXLOV2dcIcqKHjKWz0u2gdSsIkj8sFo13Mv90LgH39sV5lJ4his73fGl0QFAcq4TeODjnOOg/Kt/X4ptGGq3b3kv2yxtreOCXO/DOcuAWzjjmuT8VtZS62DbO/lSQQud+Ad7KC2ccdcn8a76FCKheWtziq1m52jpY9D0LxjZw3VsqQajY2E8xSOaRR5cgbjBPIBz3/lXaXl7o8TzR3JibJ3GIOvz+xz0/p715Sy+ItXSDTZLQLpbxTGzcKFDqAdhznpkACuRvlvYrl0u5mguAdjpNncKwrYaCl7rN6FZyi3JH0LZ6jp89sGt97kkskbPsxxj93jgce/OKZNpaT6gbqyuAzPE0TkHO4/dIH97p+ueOteJ6NqOoWkqWm8GKNQchuHPQD2/+tXo+k63MjxRljhied2ArY65Pb+dc0qTjszV66jPGQXybUwBDlXysZbajcAgZ5H0PNc1o6ecixyxsSQSoPB9hmuv8aTCc2u0qcqysQQc/dPQdO1ZGh23mamCAgCKWy2cA9Afauik7UrnNJXnYhutJ1G1MFm7QvM53EM3KfL9049Bk8Vr6bDe2JuQ8irD5mxblUDhtoAOExkkCq8miSSQRy3UslxPK7HdHgKB3x6gjHXitDR7SWC2W5t7fyRhiJHfcx54wnYDv61lKTa1OmMYp6Ec95d2epLDZWv2iSRCreYpUhR0wASM4NYGq+KtLe7sor8SBrS2eDiNjGH8z+EjOQVA7cV3Uds6Sh4nkQOpDgDlODggHpnnivM9d0lI9ZkV5IJt53iSE8EHnp6+orSi004kVdGmdhoetaVqmkwafppZXhmlnDbGAiHH3uM8k1bsUW3vruDzPvsMIHwWGece+D71zngyL7NqziIyqrxlW8tQwIyPvZ6D3+ldDeZiu4Jb1BNPID5ce/5GdWzliOQCozj3A4qK3xW8gh8Nzbit2tsrHOxTcd0gUtIuT8y4P3R/Mmn3xjWISRXLo2RFuxl1HU5PpwM/jVaPU57oLJGVWNh+6ZYjuA/h3Z6npUzNePdvDcRRIAp3qCfz5HzA9QO3viufU0ZFFcpdBovnjbcTGyY3L3Jx3GcnPOa851JJGt1WMMx4GS3JI9/bOa7WeaVJ45Ps/lKJTExVAdwKnkHr1GR1zzXKhTjDEuAc5Pcnv9a6cP1Rz1OhZ0rTn1SPyIdqTqwJkLBQijq2KeLG6e5nKz2xS2T/AFhB+chTgY9W5znoTV/TNPmm0WcJKYXkcAMI8/KOoz279aS50aBLjEUMs3zLGH8wEuTjngehwcdOKU5+9Y0pxjy3Zq2q3MdrFb3QEDxIMxGHzGyAP4h93j/PWobO7udUiNgmlNcxQsQHeYlmC4+7kcEZ4Ga1LW1lhQQNEIonJbZG/mEdh8/94c5J47VZSzJtzDLcpFEu7a7HYHOOGyO//wBeue6N2kcZNpgTVnwDGI5FjaIqSy5OMY7k4PFdHfw+bpjzxriVcEtgFlGchPXFWIbKRBNNco0YAVFTqWAGFfPXOeeTnJJqxe3JvwViXzwzCEloGWRQRwXBPcjkjsRTc9ieU5jXPB1vr9ut1DDHHqUUYk3ou0y4GcN2bpj1ya85nvXs8xsTu4IX6165o11BbRFJGluWfafJTAVWycqGP8Q4Jxx2ryzxTZFb6UxrgwuVxjnbk4rSk9bMT1WhNp1+FuLeZ+fLdXZQccA13XiqNIbe38oh7aQtJGVbO7O0nAPTn6Zry+1YIQ2SfUV2Mepi70myh4LWwdWOBypxjPrxkVpyvnTMpv3WUNJAmmaGTKguVHHPvxWrPYX1vbo81p5gmceVkgOVB7g+vGD7Gm6ZbLLqFvFt3KSN2W9Oa17ywvrlpLm7uWDLNsgEALY9Du+nGPWqqTs0iaUU9WGjm8sZ545bdQwijy5yYxgEjcwPHB/Sr76sNIvECqbjzgQY7ZsKcZO75hk9T3qPRoZVjMqLdzRpIxLSn92CMAHGcls8H0Fakp+yR/2kdrBIychN3lkDqvqvUfpXM3eWp06JaHnF1HbX2rQm7SFf7SvJraMSXDj7MsfG4YGCSc8nqa4XS7e0l1lXvZXhsYstM0GQ+3IXjHTOfyr0LxnLptnpVk8KQfaZJG+zXDn7m7LMwOepJ79zXBaVDcaVqUN60cV1D1MMoDJIo7MP5V7TpqnaB5MZOouZfI6/T/G6eGmuYbaaa60y4+a1Ny5LoVJVhk84+tbWl/FMXV5FGwwfKPJ+YLz9evv6VFc2Xg+Xw1FHeWCrdxuZElicr8jfNwPTp29a5uTwiL6Fp9HkiuEc/c3COaIfXo36V59WFPnd1Y9Clzci6nrFl4jgvHSa2ZRI2FIdjsYA849+o59farcSW0oR7YQebGx2FujjGCRj+I+3pXnGm2Nzp9mRPCbdx8ojJycdBmuv0i/Lx2wBw0yvC25yo3LjHHYHJ59q4qkFHY0aOQygBJcY5GQf611dtZ2KxabFPGkk6BpUT7xIxljtPH457cVwc9+1uVeIq5X+E9MelPsvH93b6if7Qhje1dSmYkG+LPceo4GV9q7qsZSWhy05JPU7aF7dtQhLaoIXO522MquCQcDPY4/CtuAW0F00EJWQBFQqecDHCsx6gZ9Otc7oY0y+36jatBNDj/WgEtuPUYPQ+xFb1pplkjQymCQTRsSH3MATnoQScjv196456M6omNqlxpaaRqN6EjnjjDF8gNuKZCgg5Ge3SvGZbSHUZnne8iZmG8ndgM3Pyj0/wr13xXon2LQdakhlVVkw5bPABcHn6EkVwTXssVlGYV0+BIEaNFfMnzL0Awe57njIzXrSrJU4KC0sebCm+ed92yfQJ7xbJoEd3aKPzbfJOAufmVQeMd+PeqOr6paa7IkF8hOOjgYZPoe1akF4r3LqGRpihiUxhiCCP7xzn86x73wp4in1G4ks7BpETDbNy7iPYZyT7Cs5tOEZvRnRTk+aUOhNpXhbF7EW1AS2Rfe42/OVA4X8emfeusvVCRlkGFA44rhINQvLHMc0EiSDKsjghkPoR2rb8N3E+va6+nXGp3FrG6SGIIm/cyoWC89BweT6e9c7TbOjmSVjo9e1Mvo+kyB8YRx2PoME9ePwrk18Uajppf7FIqEjGSAazje3M8AjllZ1X51z2yBn+VZc+8t7VrTglCxyzl72h1ml+NbqVPs+oXKQzfdF4VzuUnJD9e+OfTr0r0Szi1JrGKFL7zRMvzSspAUdeuMkc9/w614xarGI8sin6iuy8HeLrOxkGn6i7LbqP9HkLZEZ/un/AGeT9KzrU9LxNKU9bM9M02C4ihK3YhEhyo2HcCOmc+vf8a5270tdU1KRlhV1CuBJGArqcjjnqcc+/NdLHcGOESJ8yOMqq9Txnv2xz9KqnBjcuqoQcqTGSzZPcDnGSfb8M1yxk07nS1dGXp9ta6K0rvOsU0RDI5IIdWAAIPsSePatefUbczINkryfNESQOpAP5+o7UQWVhBbymK1Vwz7wkgU7cgKVyOg4qRLCa/a4MbmA9XKnLAfoAenT0olK7uxJWVkFrpSsoaJ2iHJVTIcntkYP6DtmnSWNwICiyjrsDSksQnfp3IPB61l6i13a2Kw2sMs8ythriMfc57n1Pqaq+INU1Wx8OeXcK0F28iYljGMryTlhwe1KzZLsS6lYRwHbYwbZNymNncsGIOcHPP8Ajz9K4y6vViZpOXXOeep/wrQ1XUp7bQYb7TNe1GVWujB+9iWMTlV3M0ffap+U7vUd8iuNuJJCpIJNdVGDV7nPVktLHTW/jm1t3s7WaynFpHIrPIkhByD1Ix8y+1dLEJNSu4prTUXS2kYuggGR6kjHqR/nFeOMZHkw2R+NdH4a1Wbw7cvNHI3kTDbMnUf7w/2v/wBVOpS6x3CFXoz1w22qzOrrNG6xNtWOYldwPU9MZ5zxx27Voan5aabhzFwQPnXjP+Rx74qnpl5aXVpA9uUkEylvNj+ZfQEnt+OOhHWrt1K8kSxmPzSp67cpkds157ep29CpaJNHbQw/Z3MXDSQr/Euctkn37Zq5HfKZG+0XUUin96JMHIU9MDsAOv1qpLbQXLrEJDGwxInlE4jPHHpggHpnrz2p09lZRmUQWW1pAPmA4HO7GSeMHnvTdmTcrizs5zGbRgsqyOxZYySzMeeD6j8q474gaJe2ezVdhMEhEcjKuAp/hPHYgdfX613aWl7bXKShY44HOWwNrE+pPvzn6VmJ4kgubyawkia6sZBsbIG7B6gk9vY1cJO90I8YdxG+QeO9bWiXGUnwem3IwDnrUQ0TSz8RbjQry/uYLCSYpb3CSxRiMdSXMnGAMjjknHrWdbCfTNV1WyYXCeROYtlwAJFAJADAcZ9cHFd8VfU55y0aOy03xDp+l3L3F1M+QpAQLkkk1uwaoNR0iC6028W5mZnBldNu3PBUr2IBx+JxXk15csW+6M+uKfpdzfWc/wBosp2hb+IAfK49GHQilOjzakQq20PaLCXVFsY186CV5SVUqoAjB569+npxzWvZW1zNazQ6hEqlwYjl93mDGM5z0rD8O63HrMAmwY1iUK0cb5KEDocdQceldFDcBYRInzwuAVI+Yn6f4158m0zsjZo858W6Y/8AaGmSWcSzx2yuXQoSqNkA5xwD1IBrlxJHHcS+dFp4KcF0ypBJI7j0wePWvY1MaiRwEiIbdvyVLZPQgc9Tjp264NNTSNNW3cyW/nhmygdcMFbA2/mMiumWK55c0kYLDxjHlR45rVxiwtJUtPtMcGF5DbGGMkEryPz7VmaZrUsTCW1QxYJLRq5YEA9s8/qa94XTpbnzms4o4WLFyWjBCnHXAzjt+FcZ4y0DTEtUnjtEi1YsC80QwrLn5twHBJxkfSqliVVlqgp0/Zxsmc9ba7cXx8yQEHofSt/RLyUs0SZfEglWMNjPGG9hxg8+ledahe3NhC8IkKMrD7tdBfafrvhTStG1ae6uo7q7MnmQ7MeQMKVVjj7zK+cdvqDgdO60Lc+jMm5J2nmsOVjvOefrRRXacB2vgLcNYgtldlhuGPmIDwSAcH6ivWbWRp79LSTmPy1+vUj+gNFFebifjO6h8BBcf6RfR283zx5JAPbA4/n/AC9KSztLO6vrwvY2YML7VIt0zwFweR1+Y80UVzts1sXWgQyqvPlmbHlg4QdOQBxn/AVNrVtFZp/o6iNim0OowRkdvzoopLdCPH/FWnwwWlvqILtcTSSo5cgjCEY/H5jXG2Ws3ekawdQtinnxM23euR8ylTx9GNFFelDYxZZtvmiGewAqO5Ubc4ooroh8Jzz+NkCMQnWqsLHz89eaKKCT174W3ct/eT6bdHzYEjGzcTuUE4IB9K6u2upJ7y4T5USORUAQYyORz+Qoorzqvxs7qb91FjU3MWh+YmFckMSO5DAf0rYuyhtnnWKNJVCurKOhHfHSiisinuc5ZXs0viF7Ntv2e5kdZE2jBwqn8PvGs3xtaRReE3K7sCWMBSeABniiiqj8SJezPPde8QHV1s4n0ywtykYjSS3V1KIvRVBcqByScDk81RIzRRXfE46nQzrxQrgj1qC5dhFwaKKtko674bard2viGyskk3Wt7MI5oX5U5H3gOzDsa9m1dI9N0Zp4Il8xWMYLZPBGaKK87EL94d1H4RLI/aWiEwDBmXjHT5d3H4irenRJeazqFtMoaMRIV/2fpRRXOi2M18fZ4LuNWZhEiSoXOSM8Ffp7VTvT5NtDfRBY3uICZY1UbGORyRiiiqRJ414t1gaLrOoxjTNOvYWuFYRXsG9VYAkEYII6nIzg9wa5zT7+51XUtQvryUy3Nw4lkcjGWOc8DoPaiivTo/CjmqbMku1HPFQwuyxkg0UVq9jBbi6fqt7p18Lq1naOVfxDD0IPBHsa+ktLt4r+2sbqZT5txCDIVJGSQMn680UVwYtao7cPsVGlZdXmtVACR+UoPcgg9/wqXUMW+jpLEArPKu7Hf5gKKK5OpszY1OGOyspLyBdsgKNgEhT2wR3HNc1BctcXt3psiIbWfzCy88YA6HPvRRVRIZ4N4uiWOQFc5D7M+w6VVl8R6tqOm22mXl7NPb20jyp5kjMSz4zkk8428emT60UV6UfhMZfEf//Z", 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", 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", "info": {"video_id": "51937", "label": "dropping remote control toy in front of mobile charger", "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": "51937", "label": "dropping remote control toy in front of mobile charger", "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": "fe5e72389b489060caf663ecc6eb41d66fc12e00fdf7932a37b771214c45efb5"} +{"episode": 44858, "episode_seed": 3147258749, "split": "train", "timestamp": "2025-10-13T03:19:20.136513", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3147258749, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 or trying and failing to twist nova trimmer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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RhsbmjJGfepcIrY0ilc7WRdKhilnnZ3ZfmO0gA1TZLUwedBcK6YyPmGV9jWVd6bLeOLi2mYwSEbo1OQM+lX7l7LStIWzfTEuLq6g88TyMRtUSCIKpxgZwT9TTULlyaRC7/LjLHtgdAarKzD5mycrjJzk+lNkGXOCc5wQD0H41JEu9MD5R79RUGbV2IcZwp5K8k9j7U15UCqpzuIomUoQgy46jBz+tQSSg3AO0KD1B707CtYkYEKSq59QTmuMF2C3UfhXYrsdT8wDjgccGvObyz1HS59l7bSwnJwWHyt7g9DWkCW7HXaTq8lvJ8srD6HFdUn2TXLoT3BALIqlE+Xcy9Cx6k815VbXhUjJ/Gtuz1iSBwyseKJRTGrPc9EeC3kwqttCjaozSGxQjKNtzwAevTrXOWmrxXW3J2sOetbJe5uIVOHKoMBgCQB6Vm42NiN3wSFc4x25yKqPI7SfeYqG3DJPHv+lOmVySGJD/AN3P6VFFnfgg5P8Ae6GnYzkPLBsufvFgQPb3oMixq2/n5uMGnSRtEmc7ieCAc/hiqs0m2FVKbSv8RGaLCsSfK4yMA9iTXM+KpDEbQs2Cd/8ASukRlLAP3GflHertlCriTdCkyZG7coIAwfbqf6U0+XUmR5tDfqpHzVprqaugIfmvQTpOkzEg6baHK/f8pev5U2Xw7oc0wV9LtgAvO1dh+vFNzRUYs46zvsyrlmI9jXZ2ckU9sVl3Bv4SeCB/WqEvhbSY42mtYXjK8jbO3H4H6VQe5uIJkcZdUG3njcP8aE7lxs9DbaJ1XLHIU4qB5CoLKFDDpgZOfpTIbie6jUpE5lztMQGd3oarPIxABxg527hyPXr3osTJW0JPM3mRio+bsF4HOeKJCwLbm3HAPXOKVVLgBRubPGOnSo3PlnBOP72M8/hRYjlW5I4jGBkZIHGDULEopK5I/LFNco1wdoYqeh9P/rU9QzIXDZPdc85pCNvdHE5Cv/wLHJHSmeeZrowggyKMnb/d9f8APpVfUJYbGBHd/Nby9xQHord+PYUtkzqkEkm0vKd4KYyF7ZP0rNWtdGkZJ7GmgM8bE8Ky4PuP8iqtxD87STAcYww7jrVqKRUjOAR3AXsKzdZuPKWWM/dBB/SnHctLqVLXVb+40+QNIwhlutpY9HRAQFHsCSfwFRMxaUFWyfQGsWDV5r3UvJRQYoVJwBwOwrTDBgZGJTAwAOMmtWQyyrYiJZiSM7h/dqBp1YD5cH1zwPeoXkeKN255GOuRnPemYIT7uQe+O1SK5Z85eVZARjB+vtVbaN20HAPU4oUqVA6r78ZNNcfJ6c9RRYls2tJbaZQ6qyjCsCemMkcdulXzMA4U5zkAHPTPT+tY+lTwRmWKaTEbFSSccdjk9qdqeopJcNFajZA0wgZyOpOACPb3FZfasOMlGyNO2leZHmIKmM45GM84z7itBYf3YJba2Tg56E1SgYxlwCWjTEYdxjnNXYpAXEZBwMocev8AnNK5qncyZoGgy0JeKcqW/d/dLdsjpmt7xxHHZWuhaOG4sIAZMN/Hgde/Jyazl1C1sNQtmuQZEWWNpY1GWKKwJIFZviK/kvdfvrkneryB1B/utnH9K6IP3WTJXa8ikGbD7ckDqev41LK6xop3Fx6jv9KrNwp+ZtzZJXJGBUUsjjZEc/ePUdPSpaFcsGVS2Ru7Zye1MkdHjOCdwPDZ/nVZugHTHrTzyvGeO3rQIRSzMQGztPJJ610LmJcoSHBGMsM5HPb6k1zm5lddrAeuT61t3rxWdtHLJJ5jlC2xT2PGc1ErXRKkk9TPuvD+kX915Rs0SY85tzs49cDis2bwHK6s+nXu4jpHcDGfow/wrobF22Qzsq7pWzGVxuCds/57VpxSKiHAIB5UD0o5mjVJM84Wx1LTZdt5ZyxAf8tANyH8RxW/DrcllBHukQCTpg5B+tdTcYR1G75cgj0Ncpe2EM87vbx7X3E7VPy5Pf8A/VVqVyloamk3mnarfRjU3mhjw2ZIiFOOik5BwM+1VkysPzSZYEjj696kjsbW18IwG7ZWvru5FyUB4jii3CJCPcktj1x6VnmaSMO5JJKnOedx+tVLRWMeZN3JjOjAfe69PU0nnJ0cE8c89PcVUHC8jqMfhTlIIAzn1NSO4hB3BVYnP6VtaTnypUAUr8pcED5gM/nWG4+Q9j9a1NI3vJJjDuxUbsc0pLQhpPc2Y5PJTkMy45J6n1/CiK43SnJ3Ad/c1nXEwtHKM37wsR5Y5O08D6+tW7VI4oDCGP7sg/ORuz3BqLGid9i2zHygWTKAHI65z0P0rKa14ZjlwwBU9OScDArcJITC4yFzgf56VlR6lJo8669PEg0+O5WNGAyX8sguR6jkD659KuCux7alyPTL3wZqD3WsxRxpLbr9nVZN0ssxOQFP8IUcMcY5HqK5u2ElvAqTEvOfnc53ZZvmI/Mmrmr69N4j1FtXuWKPcpiND0hizkIP5n1P4VR3sIyWUfO2AxPP4VtJrZGS5t5blzeYFAyEU8HmonmLSbmZSTwCRnFVp596R9dxJ99wFRbiMbTknrxWdimyeRRt8xCu8HBGKiWRw3cc5bApp4HB4HvTQ5RsKu7cMnFBDL7WQDP9ouCfMRoxPIOY0GCR7+mPwrSEsVvNDY2iqGeEKjsc+Wo6DPc/yqrJaLPFBGGzEzFkjdtoIb7wyf61NBEnnW+GHlxxbEHTheuR06n+VYtXFyu6XQ0YCGijRVBcDaM88A+v+RzXK+IdQ227DO53OAO57CtjULlLTckGYvkwwz0GOR/P8646J5NT1nzAMwWx3H3PYf1rWEdLmzehb0+0NjatkAyMcyHPc9vwq68j5RG+7sBjz0IPFQyHZLI+WAPQDufpSPj7427Rk9fyFMm48zP8q+bkYw3GOT9OtSB5vkHnYKgLkDn8D9KhiYhkbGWzj5hx0qY5jL9Dk7gM+1JojlQF+xAP4YFNkkQKQQV9KRjtwwGcnpmqOhW51jxYbB9SntARI0JjTcWdVLBfYcZJPpVxjfRClJRR0NvaQR2XnGaOWKWMmWMDlcdBjv3p6NaafcQwyIGCshiA+YIWHXp17DPHrWNomrz3Fwy3chcyFPL3EHkg5roJVignZjGcqBgY4fJyM+nTqKxnFrRkxk5RHLO80tykpMaW8v7tB8wznGSfX9K02l3wtIWCqmAc9zkcD/PY1TstiyyMuHy/3nGd3c/qahM4+1FRHwnJxzz/AJFTY3guVWK9zaNqOvrFcR+WkfPmIfvRnqPzFM1C8iknmgjx5jTqo47KOB+ZrR2+Tb+cGbdISef7o/8Ar5rj4ZfNup5znMjkZ7Af45/lWqKlItmSR2Ys+Hzhz1xz+tHmyPIPnUkNlc8DHpioz8jDHBY8Y64xUsf8aBeo6nr07UNGT1HmWWQv9wqTu5HX05ppZCeTj3FJnChcc428VQ1eeS2sWMTssgK4YccUJai0ijQJDugUjLYGCQKtfYmEzNNPuLK0Uczj/VLjJGe+PT8O9Zt9aWkGj2+qWGrX9wjXJtibmAIs5CBmkiA52q2FO71HuAsWsqiBT8wBzg9qqUGhJqe3Q6FXh09IYbVchYQsbP8A8sx2z7+2OKWLUoUjSMozug27ie2f/wBdctea8pzjrjpVCPWWCs7H86lU+5cVy7nX3uuIkWHKgDjOea5abxKokMdtwO5Hesl5LnVrryYASepPZR6mrTaEtumVl3OOrMuBn2q1FIbmadlfyXaMrHJU55/lVrznACsVIP38devGSap21strCADuOdzHpVmNxlXb5uQCP/r/AFpMl6kyyzKsajy8qPTOPf3oyuMEDI7CkOVZ8jqcjB9qaTgbznBNSkJKw5nQIRux9a0LIXmn2y31sElMnRA+ScZB/HnpWHoaWuq+LRpuo39zbQSvsSSOaJFj7ksZOMYzwOScDvWnaR3EOp6pZMJ1NvKIwtwoDqAxyCFOA2PQ/SqnD3bkOab5SxZWlxJfWs/mFjEzNM7Dk5ztTjqec/hzWpFOiTRqrGRy+6Zj2P8Ad46n/wCvVCHzxqwZWMMKuZGiHXYw5I9xj8qm0uB/shVWWNWfftYj0zj1BrJpscL81tkajZh4DbnwRk8ZzXNwyX914fu7S+bFmgdkQjpI33iO+CMfjzW6kkjBICoDs4LMeehzjHbv+lZWu3CQabcQxDCfN+tVDQ3uZUTIFSMnIjAX3wBUrXO5sgMVPyqvJ4qpaORHC7pyoGVPRu5FOQ7Mrwew29vp6VZnclaaNpQdrAB9pHGT+H5U9nibeAHBB6gcAD/GmRDG47yrAcL/AHu9KpAQNnOV9aLEW8x/PYj8abIcEEHHvnpVDVJnhsWkjcowYAEHnmrGr+H9Z0LSNHvLq5uo570yF4TGQLfAQoGP95lbOO31BqlBtXFKaR1DKBEFPzCOLIz9AOfzqtvaCV9h6LwDz3oorDqzWOxz+sTyLbEg8kZJq5olrFH4etpVXDyfvHP94n1oorR7IUt0RT/IxkXhgKjwP3Yx95hn8jRRTGQwSM8cLHrIecVYicv5hPbGKKKBCMx4/wB7H6Vhrqc+i+JDf2gj8+J2271yPmUqcj6MaKKunuZVPhLnhs79WiDAERxmRfr0rtX+7CAAMnn34NFFZ1ug8PsxsK7JSikgMWqgJnRtwxkJu+pGaKKzWxsvhLt1Iw044P8AyyrmoBts4yCfmG4/nRRWiB7IJnKAlQONo/MmpI3YPKAcbACKKKYh6n90G7kVn6u2/TGLAcOoxRRRHdEy2Y+/8SNrtukculadatbxLHFJapIpRFBwgBcgDJycDk81zzyuOjUUVrU3M6PUrAlzliTzTpCcAe9FFSb9DvrTTbaw0qHyEIZwGdieWJHeqNz8kyuMZx3FFFQzJbDOBEuB95uaartkc/xflRRQUWAcs4P8PAozlsetFFIZk2+sHStUuYjp9hexTTKxS8g3hWToVIII6nIzg9wa3tBvLjU9Uv767kL3E0wkdumSc9qKK1n8Bzx/iGnLI6OUDfL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", "info": {"video_id": "60670", "label": "pretending or trying and failing to twist nova trimmer", "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": "60670", "label": "pretending or trying and failing to twist nova trimmer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "60670", "label": "pretending or trying and failing to twist nova trimmer", "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": "60670", "label": "pretending or trying and failing to twist nova trimmer", "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": "72f87d6979acdfde3780d5c3e29df846827901306b1b4c5a966afe351ec84c52"} +{"episode": 44859, "episode_seed": 1331851448, "split": "train", "timestamp": "2025-10-13T03:19:20.862038", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1331851448, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'picking lighter up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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z8daYrF8GvOPium+PSuM8yf8Astd+s2a4n4jSAPpJJIw0hyDyMbaRdJe+jiFtYRFiRWSYcbMYP0r0PwzbTWmjxxzKVYkttPYGuO0Nop/EsDxKzMxyxY57da9HjKgc1UV1Na8tbFhOauJwoqtCRjNS+YBTZzE2aM1AZR603zx60gsW80ZqqLgetOE4oAtA8U6qwmBqVXBpDOGcgcU3OBk1GTk5psj8Vs2UPNxt7003JJ4NVXORTUODWTGkXhMcdab9pIPWoc/LULNilYqxqR3JPerSTe9YccmDVyOU0xWNhJverKTD1rGWWuct7u91DxhdaadYubSL955QjUNllQsF9hweT/WixL0LvxAlJXTwD/z0/wDZa5jQtGbV7/MoItY+ZD6+wp2njVfFMqJNcSSpGATJIRiMH/HH6V3lnYw2NsltAuEXv3J9TTUS1K0SW3toURYYo1SJRgKBwBQukabBdC6jtIln/vKMfjjpmrKgIvvUMktUyU2WPO28A1FJOfWqpc0x24qRWLInPrU0c/vWXvqVJMUWHY10mx3qykvvWOkxrN8TajcWehPNaTPFKJEAZTg4J5FKwmdlHKPWuU1XxFK5ZUwq+tYOo6ldW+iw6hYa/qUqtcfZ8zxqizkLlnjHXap+U7vUe4Gde3BbvRqghZk1xrXlliCWY1ni4vNSl2RjJ9zwB71DBaS3lwIohlj1yeAPU11FvZR2VuIY+T1du7GlGNzVyscndWN7DeJ5n7yHplRkH2IroI3McSKqhQB90dqsyjHSqoyTzQ0DldWLdvMc9a1YJzjrWLHwavRMcUWJsb1vP0ya0YpveudhlwRWjDP8vWglo2klHrWR4h0i31iaya4ZjHBv+RTjcTjqfTiuXt9UmuvGk+mXOr3lpbPLsjeKWNFj6EklxjGM8dScCr2gXd/LqWq2l7PcyG1l8tFucb05Yc44zwM44q4rUnms9DWsdOs9PJFpbRxFuCVHJ/GtIKAOTUUa7eT1pWeqYbk/nbRgGmm4PrVVnqMyVIWLL3JHeoTcnPWq8jnFQF+aLDsaazn1qZJuetZKyEVOk1KwWNdJferEcvvXHeKNRuLLQmmtZ3hlEqDenXBPNYurv4m0TR9NvLnU7xZbsv5kRXAhxtKgnH3iGzj/AOvSsS3Y1e1RyGiirkURGmj71FFZspElQv1oooGC1OhNFFUgJ1Y4rz/UtWudI8VXN9bBPOjlbbvXI5XaePoTRRVGcza+G07SLqakABBEBj/gVd3H1oop9AWw9zhKpOTk0UVI0MofpRRQMrE8mnKxxRRQUODn1rI8WOf+Efb/AK6p/OiikiZbHNat4ifWYYI5NNsLcwqqRvbo6lUHRQCxAHOeB15p0zEuc0UUSCl1N7w7Ci6cZwP3kjEE+w6CtIjrRRVrYb3Ksg+aoCo3GiioY0OAxVqPpRRSGTqasROwoooEzitQ1ltN17UkNjY3kcswYpdw7wGUcEEEEdeRnB7g10fga8n1G91e8un8yed0kkbGMk7qKKtGPU7BzjNQuTRRQyiBiaZmiikMY5qA9aKKBjgaeCaKKYGL4uY/8I+/P/LWP+dcfc65qN9YQWF1dSywQO0i75GYktjrk84xx6ZPrRRSIluf/9k=", "info": {"video_id": "165929", "label": "picking lighter up", "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": "165929", "label": "picking lighter up", "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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Ndgd6QXYPegysaOacDWcLnNTLP70rDsXQa85+K6749L4zzJ/7LXerKDXFfEWQB9JJJGGkOR1GNtIukvfRxK2sIixIrJMONmMH6V6H4ZtprTR445lKsSW2nsDXHaG0U/iWB4lZmY5Ysc9utejxlQOaqK6mteWtiwnNXE4UVWhIxmpfMAps5ibNGagMo9ab549aQWLeaM1VFwPWnCcUAWgeKdVYTA1Krg0hnDOQOKbnAyajJyc02R+K2bKHm4296abkk8GqrnIpqHBrJjSLwmOOtN+0kHrUOflqFmxSsVY1I7knvVpJvesOOTBq5HKaYrGwk3vVlJh61jLLXOW93e6h4wutNOsXNpF+88oRqGyyoWC+w4PJ/rRYl6Hb3+qmxgG3ln6Z9q47UdaeViZH/AVi6frN9fwSG7upJtoUrvPTPWqly/mMeaTvsVBK1y1c63JJ8keQPWoXsdQntmmUqrEZVW6tV7SNIJ23dwo2dY0P8Xufathx1JpqPVluXRHN6JHLFv8AOjPmDgsy8j2zWwszZ60k2cjFIgpMJO7ualtOeOa04ZzxzWHCcVdjciixNjooZhgc1cSX3rAt5+nNVPE+o3NloTzWszxSiRAGU84J6UyGrHZLKNp57V4TKXkYgAlieMV1upaldW+ixahYa/qUqtcG3zPGqLOQuWeMddqn5Tu9R7gS+H/DrWzC9vVxN1jjP8HufenylU5JJljw/oUWmWyzTIDeOPmY/wAAPYVuSabZ3kW27t45V/2xyPoeop8aZOTT5H2iqYru9xsEFvZQrFbxrHGvRRUjXBI61UeQk1HuqWG5O05z1pyz89aos3NCvzRYLGsk2e9WEmz3rISUirCTUmhWNhJR61keIdIt9YmsmuGYxwb/AJFONxOOp/CuYt9TmuvGk+mXWr3lpbPLsjeKWNFj6Eli4xjGeOpOBV7QLu/l1LVrS9nuZDay+Wi3ON6csOccZ4GccVUY6k81noa1jp1np5ItLaOItwSo5P41pBQByaijXbyetKz1THuT+dtGAaabg+tVWeozJUhYsvckd6hNyc9aryOcVAX5osOxprOfWpkm561krIRU6TUrBY10l96sRy+9cd4o1G4stCaa1neGUSoN6dcE81i6u/ibRNH028udTvFluy/mRFcCHG0qCcfeIbOP/r0rEt2NXtUchooq5FERpo+9RRWbKRJUL9aKKBgtToTRRVICdWOK8/1LVrnSPFVzfWwTzo5W271yOV2nj6E0UVRnMqaHcO8dypAAUKBj8a1rOJbjUraKTlGfketFFQ9zSHwnYuMAAdPSoJRxRRWjJKrqCKYAKKKzZRNF1q0poooGTIxBrN8VuT4ffP8Az1T+dFFCIlsc3qniJ9Zit45NNsLcwqqRvbo6lUHRQCxAHOeB15r0xjyBRRWiIiSr0qvOTmiikykViTmlHSiikMgkpgJzRRQNDwxzUiu1FFIDhtQ1l9N17UkaxsbyOWYMUu4d4DKOCCCCOpyM4PcGuj8C3k+o3ur3l0/mTzukkjYxknd+VFFUjLqdi5xmoXJoooZRAxNMzRRSGMc1AetFFAxwNPBNFFMDF8XMf+Effn/lrH/OuPudc1G+sILC6upZYIHaRd8jMSWx1yecY49Mn1oopES3P//Z", 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"info": {"video_id": "165929", "label": "picking lighter up", "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": "57e623a69f43c69aa4758ac6c509db6a34048499922c082c2f7e4e73db9816af"} +{"episode": 44860, "episode_seed": 166130834, "split": "train", "timestamp": "2025-10-13T03:19:23.190357", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 166130834, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chickpeas up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "219763", "label": "moving chickpeas up", "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": "219763", "label": "moving chickpeas up", "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": "080f3a3f107432713c114f853a788e4b5b26672d8511c9f00d03df1ffc12d449"} +{"episode": 44861, "episode_seed": 808600630, "split": "train", "timestamp": "2025-10-13T03:19:24.372595", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 808600630, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'uncovering pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "103850", "label": "uncovering pencil", "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": "103850", "label": "uncovering pencil", "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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Qg8DJJ7VpeHrGDWPEbPNGIobZBudiOZME5z09XI74+lYFx5En2ezeQxtM4jlI5IZhlfqB8oP1NbxvP+Ec8PXeigRlyS/22I/O24YLIehBIC4PPfuRWsnokupxQjZt9jZ0K3XV/E0uoRyebGsfloCD8pz1z7rg9uSeK9UjjW2tFVeMLXFfDbTDbaP50xLSSsXLMOWJ7mup1a8FtaMc42iuuEVFWRx1Jc0rmFrF0s05BOQBg+1c/PzHIASMCnLdC4aQMSWPP1qAyKVLYPy8HNaEHCeNLbzbaG+jU5tz5cnrtbp+uR+Ncb5TMC3JXrXq88FvcyTWkzAQTo0LnGcA9/wOCPcV5ld2lxpd/daZc8SwuVb0OO/0I5/Gs5LU2pvSxUAANd7oVkbG0lSRgTnIIHYAVwqxEwmYj5AwXPqetejTOLbTgzKxZ8L8gyea87GyfuwXU9PAqN5TfQv2b7wqphmbgAdzVPULme/vk0uEMftG2ONwSoQZ+Y4HUYzmoVvZbLTbi5RVUhAkeDyM/eOfXHHHrWzoszR+HLqe/jjkjupXkRYuJbSMnllI5ALYz67e2a2VS0OZo53StU5U7mt4w1aLwlpFjo1nMP3WJFliXKOAcJlx3+83ryBXlmoTMqLvkVmmYzt8uGAb7v5jJx6EVf8AGN/M+ryWckwCoRv8vgM56kj14GfpWesKXLedJLuijyxdQQHwMfKDz2wPoa1pq0UZTfvMrz24lkWOIlQvylsZJJ55GePp7VVuiHuWEUbeWSEjH8TAcD/Pqav3Tf6OsnmBX3bvLK498+4rLZnfLj5AG4Cnp9K1RkDxtDI+513L1wQRkdvf/wCt3qJ5WnneSZsliTgcZJ9hUywZMJaNljZsBugOKhlXY5yhXknpgHntRYpMXKrtIHIGKeLWW7kVIxnAJIJxULNtOPfJNdBpO2a5l2xqioqIACT2689z1rGrPki5G9Kn7SaibNlEILC3BAB2jOPXFaiyQxx75SQEG445J9qy7yWKN4oS3zH59o6ke1Ou7q2it4beYujSMvnhOWCtnAHrgDJ7c4rkwsrp366nXj6dpKz20NjRrRNf8WQpNCvlQgNM5YfvXJyoyOBnIH0Wqni3UbWfWbZ4rgXCRs0UauvBx92Q+vUnGB2rStpx4P0a+sA0MonHmG9jODnDK2w9VZQcYPXP0rzoXjyS3LGV5HZcI0n3hngt+C5FdMPek5djjneKSC5mW6O5IyGjQl3D53Hru59z+tVoW+SWdsnbgZBxgnP+Gfwp9sj+Sd+FVmyFI449AO/vUdxKskKoSdisTtyCc9iR9P5e9bowZBNPuIJGSBglup9KjOEj83zlOWI2gndn1x6Ub08kAIxkJOWJ6ew/nTCjzYYIcdgopjJRG0o3AnaRmgDac9PQelLaytteMH73HBpyQvIssgBKR43MOgzwKTKR9Q/D7w7FLrOp+KZ4wXmnkS1BHRc8sPr0/CqXxBvoZPEG2LbmKII7DueT/WvRcW+j6akUSiO3gTp6ACuS8PaRY6n4d1PWNQtUla8eZ1LjJWMZxj06Zrmo1m5sU4XieRXt6S+A1VFu8MpUc1TnmDvkNy3eohKRzya77nKb0d0QvcHGBnvSSXIKqFznGeOhrMS4UqOSSKHkCOpU8nA69KAN5ZDLb4Y4ZQOc1Skm8+Tyt+3dxiqBu3VSmR6HFV5pSipOrqSTkDPIoYWNgW8V7ZXekXQBjulyrZztccgj3ryy4glsrma1l4khYqT6+9dwmoF5vNDENySB2PrWZ4jit9WWTU4FKXMajz4/74/vCs2aQdjO0Abppz2AU/zq9IDJeSvnKp29cdB+dUvDpCm4/wCA/wBajYy3LLYQ8zXcyqpbgAE8D+XNcSjevJnqVJWwsIrq2a+jiX7RNrXlYCMUt2ZN29wMsQD97aDk/UV0C6Sl3pFpcI6j7VOG+zlgxQLxuU4+6T+Ixg9KytX1ayiuILSBpEgsoBbReVjYSD/rcd9xyfbjmt/whp7xWayzEs8jlhn3NbRheXMzjnU5YcqPUtHjW0sII14ASsPxRqAUeVn72a2Fl8q1HsMVwfiC8W4v5FLfKi/rXSjkK9tJmRn6A44qS9uFXIBB9cVkxTFEzuwQeKb5ombY0gGcnJqhFvKPB5iEAgkEe9c749s/tlta65GAJMCK4x6jof8APqKsteNG7REjYehB4B9amF3bXGnTWN65ENwm0tj7rdjUMqOjPOQR+PavRtTIfyIt2Orf0FcBf2Mum3rW0uCVwQw6Mp6Gux1aQpdmdWCtHGqISONxPB/CuKtC9WHlf9D0KUrUZ+di7a6V/b2tSacJTb2OnxGe+m4+SJeSR/tknAB74rWTX7DSNTsdRm3+QrDFsjEEoBhQR3QjhlOeQSKwLHU10Dw7Mqup1C9uGkmcMHBjXIVGHoxLNz1wvasDUtVm1OGOGWVnEYBRmzkAL098Dp9a0UOZ+RlzcqsT6vcJr2s3OpBFh+0XBPloflUE8Y78Y/KrVlAjlEnARyQXGOX5+UD0AGDjuT7ViadkMJstlRyFOMetbT3iSghGbc+ASw+6AMn8SSfwrdRvojFsztQAurpWQb1VSDk9D9P5fhS2umy3V4sEUTzXDMFigQZJ+tdN4X8Fan4nuTDpSBLdT+/vpAQieoXPXiu/udT8JfCuzltrJBf6q4H77gyE/Xooz/8AqNdtOgo6yPOxWN5Pcpq8nsv6/pdbHPP4Ji8LaVpmqeKGfCXm420ZUJGSFIDZBzkBvYY71xXjvWLPWvEMkmnJELSPKxtGhUNklj15OCSAe4pnibxrrPim4d9QuW8lmDC3U/IPQ47nnqfwrm2b0rnqyTk+U68Mqns17X4iM10fhnLyzHH3VXP15rnD610fhNxuu/8AgH9a4cX/AAX/AF1PUwP8eP8AXQ05x5t/K7NhIl5/D/69O0aOe51CXWjB+7gfyoSygiSYDO0Z4JA+bHsB3rHuZ5m32kKlpryUKpPYFsAfU10ur6pZ2Qs9MiLGHTrdrdHhI2SHgtN/tZbPHoq96UY2gorsROpeo5vuP11EfwbLqAnRLi7uFj+zbs+YByZFGBtzkAjsR1wcVw1kJXPlE43NwrcAkdyfQdaiuruWS8kLyM4LlwWOc+/1xWhbqJYHd4z5p5wOeTjAH1GPz963hHlVjnnNyd2SyFhH9pBO1V/dheAQPY+ue9YjOZGMsm05O4gdya1b+4kdxEsm8KWDMe/r+Haul8H+AJtcuEmvkaGxXB285erRDaRh+FfBmq+LL4RWsRSAHDzsPlX/ABNeuv4YsvBlilrYpuuOGaZwCxPevRdC021021it7SFIo0AACiuE+JN8LTVIon4V1PzehqkiHJs898d6HbXdkNf06FYZYwFu4kUAN/tYHQ9/cfSvPcgAjPUZH1r06PVhaQlZU86GVSkik8MK4PxBp0WnX4FvlrWVRJC3oD2/A8Umi4S6H1D8Rbq/Ph2eLT493yl52DYKxDqfetLwxbq3w3sYj0ksuffcD/jWdpmpQ+JL/wAS6ejArbhbfcDnqh3fqa6yw0+PTtDtdPT7kESRfXGBXnUE1B99zoqJJo+T7k+TIyL/AAkjFQJPtYD161c8TwrZ+JdUtozxDdyoPoGNYglO7Ir007q5xNamj5zKwwetTeeq8kn2rLa4OO1MaQ9BkU7hY0JLlyc7vwqBpuMt1quspA+bjn8qJJQ2PbuKTGSrKAT95T6j0qus628m9ZODwwI6g9RUbT44GPrU/hnSofEHiE6fdX0lqrxStGUj3l3VCwX0A4PJ9PelcEirZvHZm+KHMfy+Xn0OarJfSW0xuAGRlwBg/wAWMZB9gf1qOyVrrzIVO6ZlzGn949cD39Pp71C8E1yxEMZZI15Pr6n86xUEpN9zplVbjGL6Gho1idR1dUDF40OSQMD1r2bTYljNtEo+UYFef+FrJbS3hLD95I2TXoVk2Z4cfw1qkcsndmzqM/2eN1J968pkvGnuJpWJO5zx7V3njG9+z6f5oONyEfjXlXn559KpAast2du1GwPWqr3LdDzjvVLzWJHeneaOeAaLgSSTr3yR3qOaXzEUeYAB0zxmoWkAHrVG9nYw5Q4weMUhol1Blu7RQ7KZYOIyD1XuKtX90by6k/fNGh++uM/IADn+QHuasa5o2lWnhq31bTNSvJg119lzcwCNbghNzPEM7tqnCnd/eHuBBcWMl/bRTWGPs94QCGOBE4xmMn6nI9QR6VnKN3c1jJxXK9jJmv3nR8qOoEWf4F9B7VEsnzBieR27Vc1DR20yRXL+dA2Qrgdx1yKz0Ko+85IA4x+lVawXvqads4XaAo81/bO7P+elemaJ8OY7G1TWfGMgsdOByLMkLIwx1f06Yx15rzvw94gbQdft9Xjs7e5ktiWhjuMlA2MKxweSvUe+Km8S+KtY8V6gbvUrkks25Y0yET3ArahOMG2zlxVKpUiowdu7O48S/FeSW3OkeFIxp2nKCvmIAp2+w7D3PNeXzTyXEm6Rmdj1LHJJ+tRNM+wIWygPBxUDSY78+tKpUlN6lUMNChG0fv6/15bErsoGAcmo2cZqLcSeKkjglnlWKFGeRuiqMmszoGk5rc0CZba3vpWPQLjPfrVzwn4c07UfEUWma5cy26SnYJIpo0WM9SWZ+MYzwOScCm3umra6xeaSkUkcscrwwxzgLIzKThGxxuI9MjOMdazqQ548rNKVX2cuZFH7fNbTm65Ro9oAVurDkY9CM5/KqFxMHlb94XyN2cY5PX9alktbm7dlgiLJCuSfU9/xz2qiylUyTyeo9KaViG76EyfPsDNtYdPb61c2SSSIlurGYkDCrUOnWU15OIoVLzNwAO2e9eseFPDdtolmJJEEt6/WRuiD0X/GrVr6kSdkVvB3gXy1W71UFpCMrDn7v1r1Wwt1hRVRQqgYAFZ+nxjYPWt61jBUetUZtmpaHAFeYfGFfLvrSUrkMDxXp0PHFcB8YoA+kWt13ikAP0PFAkeRTvHJGoMjLjoD0rP1BlutNeBpAzwnfDj/AMeFQ6hcN9nyjYIPbrV/xF4U1Hw74e0jUb1p1nvjJ5sLRkC3wEKBj/eYNnHbp1Bwmy0d1+z5dT3HivXWllZjNaiWTJ+82/r+pr6Nl+4PqP50UVy9Zehs+h8eeI5Xm128nc/PLcysx995rIfqaKK6lsjF7jF5XNPBIoopiFblaD92iikBVblqjsNXutF1hb+02efFuC713D5lKnj6MaKKTKRnozRuHRirpgqwOCD610tlcST3G9yMyfOwAwM+uKKKSHI6awP+kQ/71ddpzH7QPpRRVoxZk+PZGOjRAnjzAK87HFFFBSHqxPFA4NFFAyKU/LVC6bbBnryOtFFJjRoeIfFsniK2toZ9I0y1NuixxSWqSKUjUHCAFyoHJJwMk85qDRZnzOmflIDfjRRSW5UvhPR/CdpBe2mpfaYll2WzbdwzgkHke/FeXXESCFmAxiVkAHoAP8aKKb3IpldGJQE9c1YbhOOpXJPc0UUjQqyMdv41Bk9aKKALunWqXWoxwSFgjHkqea9F0/T7WzsXEEKoQcFu5+poopoiexinWTo9/eRHT9PvoZZA5jvYPMAZBwQQQR1ORnB7g1g65f3Wo38mo3Upe6mdpXk6fMSORjp7Y6UUUmOJrwXk8swkkfc0pDvxjJ9aPFOjWlpZ6XdxBxLeb2lOeCeOn50UU3sStzq/C2m2tlYRvDHh3UFnPJNdVb9PxoooQpbnSad0Fbtn0FFFAmX06iuS+KkayeD5ywyVUEfXNFFMR843hPkH6ik1DxNq+qaTb6Xe3009tbSvKgkkZiWYL1JPONvHpk+tFFQzaJ//2Q==", 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", 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", "info": {"video_id": "103850", "label": "uncovering pencil", "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": "103850", "label": "uncovering pencil", "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": "4b89271b707fb77ed94a6f47f0cb773dad711824ce38a35a063c64f22988d7cb"} +{"episode": 44862, "episode_seed": 361860606, "split": "train", "timestamp": "2025-10-13T03:19:25.011445", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 361860606, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a cell phone on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "179825", "label": "putting a cell phone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "179825", "label": "putting a cell phone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "179825", "label": "putting a cell phone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b52fd8d59012e31c6425a9991c71e250218b25fd4aeb4467bfe49b953119ccb1"} +{"episode": 44863, "episode_seed": 2652880235, "split": "train", "timestamp": "2025-10-13T03:19:28.254443", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2652880235, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 toothbrush onto samsung mobile'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "6261", "label": "putting toothbrush onto samsung mobile", "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": "6261", "label": "putting toothbrush onto samsung mobile", "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": "6261", "label": "putting toothbrush onto samsung mobile", "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": "e2f53b4b82eabc85698a70383f144d7f3ea9bdbe66f6581d7f5f6bd5715d4e4c"} +{"episode": 44864, "episode_seed": 1821009030, "split": "train", "timestamp": "2025-10-13T03:19:29.330532", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1821009030, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 patch embroidery 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', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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8KuSY9SyOwaOgE7HnVzeTXezzmDFBgHHJ9z6npXqfwzUr4dl/2rgn9BWI/wAMLyM5F1E49MEV23hjSX0jTTbSABt5PHTGBR1A5/xyNuqWrf3ocfkxp+lNu0+Pml8ejE1g/wDsuP1FVtEbNhjPRq5qnxM3j8BrVHJ1pw6Vi2Ky6r4sn0yXVJ7WMiQxCNN25lQsF9hweT6e9TFXFexheNj81ljvv/pXLJGZHCD8a0NTvbi8EBnlaQgEru7ZxUum2TO68Esx4FaLRCepbs7NxauyqTtXkgdKxUlWC/Yvkpja2OteyaPoUVvphhlXLyj56z5/hxpNxIX3zRknPymtYqxm5djy26vTJKDADEqjC44OKitVMl3EOSS4/nXqB+GGmj7t1P8AjinQfD62tJQ8cxYg55FUK9zqtNGbNAe4xXnmmHZqhQ9mYfrXpUEYhjVB0FeaJiLxBMvTE7j9TWdXZGlPqdJkZpD0pBWbrtxLbaW0kEjI4dQCtYLVjLUv3WHtXmxOWrtdYSO30CLUtP1i/mVrk22biJY1nITczxAc7VOFO71HuBw6e9W42KTuSDk801m5x2pHfanHWmk4GaQySyG+6OegGa9C8G3a/wBpywj7skIYfUf/AK68804/vpfpXS+ErkWviS2WRsJIGQZ9SOKqL95EyXus9Xzlq818TjZ4mvPcqf8Ax0V6ODXnfi8bfEkp/vRof0rSrsZ0tzVsW3WcR/2as1naUxawj59q0O3Wuc06kcnWt/wifnvf+AH+dcbprxah4vbTL/Ubq1t5JNiSRyxRrH3JYycYxngck4FdF4H+0Q6tr1pcNcZtpljC3AAdcFx82OM8DOOK2pRakmTN6Hb0GgUHpXSYkZFMIqQ0w0DI5Pu1yvjlM+Hg392dD/MV1T1znjNd3hm44+6yH/x6on8LKjuji/D7/wClsD3WumhjSMBI1Cr6CuS0NguoJnvkV1ynmuRG0tyU9Kgk4UiqWv3M1rpTSwSNG4dRuXriqOu6druhaJpd9d3l0s14ZPMhKYEGApQMcfeIbOO34GqUbk3O2Rjgc1oJ90fSiiugyHjrS0UUANYVGaKKbEcZ4+H7qwPfe4/QVmaAT9ncf7VFFc1T4joj8BsVx1zqM+k+Jpr622edFI23eMj5lKnj6MaKKUNxMxRGpdAR90YFdh4RtIZb8O65KDI+tFFaLcl7M9FjAAFTCiitTIdUbAUUU0DGdq8xvRt8TXWP+fhv50UVlU2NKZvg/LWX4j/5A7f9dFoorGO5Rja34lfXIIIpdL062MCLHE9sjqURc4QAuVA5ycDk81zYoorSYRGNy4FK/wB2iioLHad/rZPpU9xI8cm5GIZcMCOxooo+0H2T2nT5nnsLaVzl3iVm+pFcT41GNeUjvCv9aKK2q/CY09yTRWJsgPetIdTRRXMadTlrjWm0rVb+M6fYXsUsocx3kG8BlHBBBBHU5GcHuDXXfDq9uNSvtbvruQyXFw8ckj4xlju7dvpRRXTT3RnLY9AWlPSiitzMZTTRRQMiasLxcM+Gb3/dB/8AHhRRUz2Y47nm+lEi+ix612a9BRRXGjeRmeJf+QK3/XRP51zV5r2pahpsGnXd3NNb28jyoJJGYlmxnOTzjbx6ZPrRRWkdiGf/2Q==", "info": {"video_id": "37321", "label": "pushing patch embroidery so that it almost falls off but doesn't", "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": "37321", "label": "pushing patch embroidery so that it almost falls off but doesn't", "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": "59e0592203d57745d067366d14727adf7db688922e46b7835ee20415215e667e"} +{"episode": 44865, "episode_seed": 713029432, "split": "train", "timestamp": "2025-10-13T03:19:31.788724", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 713029432, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pencil away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "85419", "label": "moving a pencil away from the camera", "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": "85419", "label": "moving a pencil away from the camera", "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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ZFspw6kbgjjI9cH+lF9Ae5maFqccq6pBcNDCFTanUbz6fXimXEjt4NvVEjhN4ynGD71gWyMLyYlflZlINb0oz4S1HlRtkXjdyfwqjNo5OO6ltr1zEVBcopyobjA9a7Dw4uXhHrMP6VhX1kHtbB4ID5nDSsuTkY6mui8LoHng3MqjcWLN0GKlu43sXbfTpIvEN7qbtlJ0IQemMD+lc7bzC6YyXE8ryeYxiU8gAe/auxuMpZuy8kQsRj3JrjrO1kXagUllUjpjqetNhE2dAZn1uSQsxWCBmIJOM9P61SibybhWXGEkIAPTHUfpWtYWMum2V/cSZDyoqqSOmeaymkNqzO0KufLDhXOAe2ePapfQ2i9WQXrPco8jKoYxEEKMDK81szW0+q+BrCO3AaWKXuewyDWY4/dK7IAkj5U/UdK2vCkhfwu671DRXG3BbBOfQd+tGyY3ujm3vrmxvoEV9qfadsgAHIz/+uumN5baj4lhmty7QyEA7sqa5XU7ea41KURIzOtxvIA6D/JrW0d1j1C1LuEUSncx7ChbES3Oe15W/tW8CA8XQPHOODVrw/LLNLFJLI8jbm+Z2LHofWtJNra5rO0LIrMQpK5znoRmqWjWUthcJBMBvVSxwQRz9KbfQVjr73TI9X0a1t5XKqhabIPocf1rK8TMn9s2Kum9YYS5Xp/npXR20kM1mFt3LtFDtkwOFJbpmuf163eXV5JAuRsEY57UkJFC5cG2URps34AUHOP8AOa3/ABFH5bWkIIwkXlAe4UVDpmi/bZY5GZT5cqjAbp3x+lN1iTzL2aYA5SUZPYdqXQ26lKa5aSzWFUUYQMHBOSQav+DjjWtRtz92WIt+Yz/WqAdJ5isdvtERKkbs7hjr04qfwxLs8YWyqciaHbyep/yKLBJ3RnRW13pSlZo9rZkZM85Axite31OO58KxwzTA3wlLFAuOM4B4p3incslurnBUuvrnp/hXP6Yk0UKrOpD4b71EXcUka/ij/kH6I25jk5wzZx9PSuP0u5uFZLXzZFgZSzRg8E564/Kuw15lfS9BIdGYSfMo6r9ay9VsJF1Zr2KFUtljCHaMANmqv0M0jr/D52wZP8Nt/QVTfTBoHhfUoVkLMx3bu+SBVzRWhjtZVllVHeJURf7xOOKl8SRNPpk8SjO+XBx6CpQdTmbHyVgVVR/NRF3uxyDxniul8IwebaXDnavn3Kpk8DA5NYdlYSXLiIAL5jbeTjPsK3Z7T+y9HtLUsy5kaTcO/Pr+VF9WzTokdrZwRWGlQWkAG2NPulcZx1IPr3qzZRBne6K/e+7nrtp8tuss6RH7seGOP0FP1GdbazJBxxWK7nQm7WOZ17UZVmNra4Mzg4JPCgdSa8v1RZ3t7e3DDfE+HlI67s8/Xiuy1Fp7m2mvLZWedSXPHGwfw5rmfEUD2GlR2xdTczSLcSP0ABHA+gHFCZqtNWYOpwLbXyxpOZHCoSW9cUl1bN9ukvpZWIK7CSMk8VlS3cn2sssocEqu7g5FaerXEkehPJEzI3nhcqcGt1fRHmVHeTa7iC2EgNwqgCIdAMdfp1q1pk8gmmVsMohIAcnC57jHeoIJ86NdSIxyCgz71DZylob2QtysAHJ5OTVWMjQuFS71QQBwY8csOeAM0ulTtHBezZwqYROR65qhpsqIzysyqVhcjJxk+gplgxj8MuwHM07MffGBTKt0NqKS4ms7u+f75kjbOB93kVUnh8h4ZbdySpYHj7uRWraR77e7tCvItRtGe4GazvNfyAyMVyBnHcD/APXU7GsdUUL0iZcZJnYK+3b1IOM/WujisL+60y6iuWRJHxtFxcIjdOmGORXReA/Dt1JaXmtwqqbFMUHmxqxZwck5I6duP6UukeFbrxLrEupXrg2jyl5Ywm0s+eUz6DuaylN7HfhcPSneVaVl5HDyf6NbRxTRFnTqqkccnnPcVNBHbTWk0Mz7VkcAjnIHtXbfEKSG01lRZXy2S2diI/KWENubcSF9uMVwumXd7djEupTxRmfkIVAB656etJubL9jg4pOblr6f5E42InlIkghxsD7SQw6Z6elSrp81wjCwt5ZrdTtDxxnGe4/Wsa11K7bV3tDfXIjjnEUbIwBAzj0q81zc6bc3Vra6hdxwK+eJO/GTVWqeRhWWDUf3TlfztY6fUpPsls9rO+LpI0TYEAwB16Vj3cSRW+mor7Zrs/Nk9cnoKXU72K71VpYJ0uEKD94pyGOOf1NRtc29/wCKNEjtpllht4tzFegIHP8AKtUji2ehr6nNNcXslnE58lMO67uOO+PyrIeFWlnhmLmSNniU9ep71fgMjPqk+zqVQZ9+f5AVBqimPV5ygwsqLMAB7f8A1qnzNIdjGkaS1t2FwrkIqkLnkYPbPSksDJZ3SylDt83eme4NSzxF45o9hYkMAcnI9BWqPDotNCj1O8vItx2FbVch2BOM5I46ehpSkktTanSlUmoR3ZUVWe7mu/lVZR9zdkg8fpUVhcrcXMW8RIyycKDgnHoD1rfg8Otd6Fe6/FAbS1tYyQZHMhm57DAI+veuZWLTrW/Dfb3LqSyqLduW9McVnzq1jq/s6rzNNrTzRs3q29gscwaKOS5cgls5Y57e9SPFGNONwWCuZNu45x09qzNRubK5gsxeT3UaRykxMtsRu9ep5rT0670u50tBqbagITckqYoQFZfUnr659KFLTYyrYKdOPNKS+TLOkSLa297LIXZEZNyqxAbnpSxSRzz6heOgKJA0ig84z0/lWXDqdqLW604eY13K4lUBeNg9T60l1q8FlpV5ZyBzcXFuAhA4UDrmtUjiNDT7gR+E1nUtm5mOCQMnHHT8KiuoPs8yWkj8SR/vCPXr+lTwWrf2Jolqp2/KjP7bjnNS6tGxWa6yf3dwuPYHI/wpdTWJjyiS2uZJIGfynCnPTOOMGqLndeLJbB8Qs6MQMbfy7da0Z2Ynb8zLyNgYgHvTNK0W/wBV1K4gsoiVYhsu4VRx3J+tFx26Ek8r6hYWtuikywnO4ngjn/61Nursfa1iZFYuD87nGKmsdDn1O7OmWpaW9LFSir8i4bli2enHXFUtTsAbgxy3dnE8TtDIGmBwwODnA6cGoUoo6nl+JcuXl1t5G3DZ291YwmQA+SrSDJ6H696bYeVqUyKxjZGJIMbBhx6GqdhdW1tYPbm9tmHkmPKsxAzkZ4XtU/hCPTreEK+tW5eORlEYjclwQfmHHA+v41MZIitgq9OPNNWWnVElsD/aVuVkGRMqgo3I5/nWnq94lx/o6F2kWVg7Mc5JOK5zTdRtbW9guLyQxwRzbpG2528elXxdxR3Mt7MWFr5gkLbedu7PA+lbJHHY0ovJHjQW0Xyi3iMhXHt1z+NQTlrlJ7sv+6V9ijHfNRaLcJf+I9c1GInYYlSMtwfmxj+VW4keLRoC+PmkeRhjsOKT0LjqejQZVnlPOazNWnZ4Snrx06/StpFKQHjr0rF1LdEh3jazA7VPLH3PoPQVidCaIbYwTWxCAGGRCuMY4IxXm/i+5FxYpp4VTPEGy56hVGMfjXos9rJZsLqEAwyAGaP+6T1Yf1ryTVLpZ/FV+rkqzM4Gfu7RwP5VUFdixErQ06nLaXa/bXWMMFwhfJ9q2p4Y7vSmR8gGcZIPPArM8Nn/AE9VP9xx+latu+/TJOd+J8A/hWz01OB72KdrIsOg3ZYbh5yjGetZ0UYn1ixjJIVic/SrWcaBP7zgVn6Jk6zEx/hV2/Q1SBdSXUeJYV2gKNxHOeK04LhYdKsIUYOSjeYvoSc/4VhzFWuBuYgbDkgZrV8OWK6trD6bcahJaq6uYjHGHLOiFgvt05PtQykjf0rUimsQSXALh1YNt4LDtVvTNMm1DV7fTIyVEszR5xwB1z+AFcpo8081ubqSVnFvJF1/hDhs/wAq9Q+Hkby+Ml3EsiW7OAe3QVDdkawSPRnsTa6Pb6VpDiMxgIobkEd2Pv1P1q1fyw+H9GjiiXc+QqDuzE9T+Jya0oIFSWSbHzH+Qrmte1GNHmlkQuNhjUDqPUD3P9Kw21OyC52orZHluoahIlt4la4j+0XErFJJQmVQkgDnt7VkRxR2c1kIQcSqsjZ7Gpddvbix0y4spkwL2YSB/wC+ByT/ACFVLhgbrRuMkwjn8DWsFoZYx++kuiMyPy/7as2VQDJMGY+p3UuoX4e5vVcoMbwnYnr+dQLuGtWAP98fzrMvtz3MrgEgM2TWiOVrU6yzRLbwpZOCiO8cjksevJ4FVPC8kUGoGaUkBbUhSBn5mPFWtRTyfDlhH/dss/ixrJAa3tVmtmeKVHjBOeSQO3oKb2Elfc6a2vJjEeegywx1xwD9f8KluZjqFrYzxx4YQmNip5PGc/zrG1gxxaC2rafrWozeZdG0LXESxrcELl3ixztUkKd3qPcCxaK62EkTZ3W8hU/gf/11naxtHU6PwtoT+IdRtIVRvKVg9zJu6IP6np+NeqXmmWusatBbrbhY7QbZwV4KEcJ+OAfpWN8MLRB4auJlyHkuGGfpwP6/nXbSEWVizA5fHLHu3rUNXeprGTi9NzkfGOpxW4g0SzZY5Z5FEhHSNBz/AIcV4zqLlta1prmf7TNDOAJ+mcNjOPoK9E8Rm2XX7G3unZ4Q7XEswOC+R0JH0/ICvIraTzRqLoMqy7wCc8bsiiGptiEoU4o1rq536bCThsROc9eppn2p4vDVhsYrmWTcR6Zqm4b+yIc8HyWyP+BVZkiMnh3Soo1y8jSbQO5JIq0cTRJ4ekjuvEdzcIA0cdkxBK/riqeq7Zb2QIzMfKRMsMHLNWj4UtXtZdaEybZIbZY2B7EkVW+X+0p2dUKblUluduB1FaELc6S5uJJjDNHE0dusYhHPDFf/ANVSxy5hv7CQF3eBShz90jJB/TH41z2mzR3viW00W71S8trSWQmJ4pokWPPJLFxjGM9OScCo9OmuYvFep2s7XGY5WhC3GA42k4DY4zxzjis7Pc2TV7GzADJKyyhydgZB6cYr0/w/4cSw8KeXewMb695VSOUPVV9j3NcJ4ShFx4ysIZsuBI2c85wCw/Cvc0hCyF8kn3PSpau7FKXK7nOSW+m+ENGe5W3iS4bLt5YwXkx0z6ZrxDx1PPH4g0+K4FvtaFZgIlw3zud249zkV6343mxZzSyfOHH2dFH/ACzPUt9f8PevD/F/knxnKsEjyRRLAgLtk5AGf1JpQ3OmpdUeZvVss2F1K013bRAiMRsAM9Bmrmj2m3XJwAF22z8D6Cq+mhYtZ1BVABER5/GtTSzjW79mPK2rH9BV7Oxwva5zN7MJNPdHcGdmU4xzjNdZ4r8uHT/s6ttIiiTYF4JOOSa5F7OZri2kaNhFNJHGrkcMc8gV1Pi879SZAM/v0H5CrSJe4zQJtmmajBFG7zXE2V29lQVburmYabPKWYgja3Pc/wD66x5bl7HRbm+s5TbzRgZEZ+6Gbn35xVPX9P13RPC+jXV/dXSz3rO0sLJgQABSgY4+8Q2cf1BqGru5omkrH0RITHBleMVz+sKF+pxkn3oorJGheUAwOD0HFfN2syO+qSMzEnLDP0aiiqp7k1+gzw9xqqf8D/ka6B7aOzswsWcM6OdxzyQc0UVtLZnG9zAb/kAyf9fA/lT1jSLXpBGgUCzJAA74ooo6ofcyZP8Aj5I/2RSWuq3Oj6jb6halDPHK+PMG4fMCh4+jGiimy0bfhxAdN8QIfurHER9QTivWfhUofVbiVgC/2VBn6kUUVnPY1p7s9cb5YWI9K5i9jUuuRu23QHPfj/69FFZSOrDbs8D8Zsw8Uz22T5VtI0UYPZRWpbIrWNk7KpYRJhiOR8x6UUVvHY463xM53H/E+tB2BOP1qNT/AMU/q3vKn/oQoopdBdTb8Q/LYwKOgtoQPpxWNeKF3ED7q7h9aKK06Eoi1jxPJr+mWUcul6damJljja1R12IucIAXIA5ycDk811V1+61vVEThW2vj3K5oorN7GsNz2L4ZfN4MtnIG55JGbHc7jXT6kAbQg9CwH60UVD2ZcfjR5F40AttEunVQXkSM7m6qWJU49OOK828Pgfv/APrip/8AHhRRRT2OjG/GvQtasP3LfST/ANCNWLBA9pouc/ISw+u80UVb6nEXtMOZvFDdzcKv4ZNY6oHtNSmOd6zED8aKKa+EPtFe71g6R4nubb7BYXkDqj7LuDftZF4IIII6nIzg9waXR7241Ge51S6fzLya8SSSTGNxbdnj04HFFFMaPRPAp3+PYEIGER2BxzkpXtlFFZxLqbnE64AZ5WdQ4BYFG5UgqTz+VfOl1I0upvK5y7kMT77qKKml1OrE/BE69QBNJjuJf/ZaNMY/2hqRzz9kI/lRRWj3OHoOmQC28Mxclftp607xAfM1+NW6NcNn8qKKIbBLczdXHl+EdaK8EXMKA+3NYd7rmo6hZ2WmXd1NPbW4aVRJIzEswGdxJ5xt49Mn1oopjP/Z", "info": {"video_id": "85419", "label": "moving a pencil away from the camera", "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": "f9247b3cfb30e79d9c9528bd014746c641b83a1963044f9a6d492b0cdbbe9076"} +{"episode": 44866, "episode_seed": 35592425, "split": "train", "timestamp": "2025-10-13T03:19:32.816438", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 35592425, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'unfolding case'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "41759", "label": "unfolding case", "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": "41759", "label": "unfolding case", "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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deTk1Cwqdx1qFq2iclRF+JM9ASfYVoW9m7AlsIB3PWoIZ8YCAAewqYSs2ckn2rlm5M6YWLSRr65IrpvC2gf2xdFZJWjhTlioyTWZ4b0o6zqMds0nlRnlmAyQPb3r1DTtOtNF82K1UouOXc5ZjXNOdtDspw5tSza6bBZac0NoWVQcAk5JPqa9J8NX0aeGbQzMFMce1j6muFs0WaOOPPua0bm9/s7Tvs6HgD1opVnB3QVqCqLlZleLfGl1HeeQZCIi2VVe3pXqemXi3+mW12vSaNX/MV8w6xqbXurSOeQpwBX0b4QdX8J6YV6eQv8q76DbV2cGKiopJG3WbrtnpmoaVLaavCktnLhXDjgehz2+vatKsXWBeWsn2uIPc2RXbc2wGWUf31Hf3XuOnPXc4j5f+LXgN/BOrWnlTiewvPMa3c/fG3GVb3G4c968/Rc9Bmva/j/ElvbeGY4ZvMtsXDQgnJQHy/lB7j09OleTaPZvfXiqBiNCC59qiT5UbU/fepteGtCmXUoZ7qLbHt3DNdt5M2pTyfY5FRYELuWPRQO1MhMbpK54G3atU7mYWukyWMTE3F+duQeQtcMptu7PZoUbxaR6N8K9zaTcahODuupAF56IvA/XNdp9ulE21Vwm7Gc1594dkltLKC0tdwKJgAVsW2oXsmoRW75UyHuKuFe60Qq+BtL3pam/4mvpYtIisoyPtN2+0DPbvXHSQILnyJVWRQcEDvXKePvHZh8fRxRyZt7JPLYA9z1rS0vxNa6p+8tD9wb3c9ue3qawxMZSknbRHRlcowg431fQ7S4+HljdwRsJk3TrhY9oIJ759q+aPE9vb2niXUba0C+RDO0aleh2nBI/EGvpy+d/D/g2XxTM8hube0aQRFsqHfhB7YyPyr5SuHaSVnY5YnJPqa76cVFKx4lWcpSbbuVxwwz0zXreu69NrV958gEcSKEhhX7sSDooryQ9RXeq+aqfQ5luVNdfOnPnoGH865dSc4B68V115ELm2eE9HGM+h7Vg2VoYHeW6QrsB2qeNx6ce1aUGtUZ1E73NK3u5rO0t7WNwqq/myE/Lz9ev/ANertoWm1mdxIkiJwrJ930A6ntWaIpxDAIJFeZixcKPuA9MnvW7o+ml5IbCEjzpT9M+tZ15xWqO7D05u0T0vwNYyNtuRwj52kdTivQRvjIY8Y/iFcno2n6xbaRBcaeIJEtN+60dSGm/u7X/hLA5wR2rb03U7y90VNXvobextGXdsYsX25wBjHX8K8+UKlk7bnpVKsG+SL0WhT8UaHp+q2MYXd9p+YtInVD16d+vTv7GvFdc0u5025a3uYwCeUdeVceoP+SO9e7eUsVqkjzOZpcOYyvAB56+tLfeDbbxHpIWWPKuSSQcMrY+8p9e3oe9aQTm7EVVGnC9z5jn3b8Fjg9qjgtYprxprjBihJJXP3j2H04rovFXh2fw9r0+nTOkhiIIdeNwIyMjsfaudlR0kkizhWOfyrZNrRnDO26KuparJeSOn8HYVc8L6VcX0tzcRxM0cK/M+OBn/AOsKypoh5zBefpXt97pcHgj4WWGkFAuqaj++uT3BIBYfgNq/nWtk42Rndp3PG/EFwrXkdvF9yFcf8CPJ/pVKWQrEsecnqfrUcz+ffSyN0LEmo2Jd8nuaprZERk7tk8RIUjtXrXwu0822kz385KCf5l4z8o7n0yeBnr2rye2ie4nWCJSSx2/WvbfDsEtno9lpSqBuZSVX+JugzWNVx5Gm9Wenl9GdStFpe7Hd9j1/T/8AiX+GbaT7qIjXExJ7KCx/XFfJGsXP229nuXOXlkZyfcnNfUnxEvhofw+1FUbBFqtuuPVzj+Wa+TbmTLnFU1ayORS55Sm+rKb+1QtUr8mo26VpEwqGjHgNyw+gqzGwzhU/E1DFGAfStbR9OudX1O3sLGEy3Nw4jjQcZJ9fQdyfSuZ6s3i7G54RaSHUBIoJ2rliOwr0F7rehlYZx2rRvvC2m+DfDVtpiv52pTuJLmcDG7HYeijsPxNZKhJFCH7vpXNWhyysztoVOaN0WdOvmO6Ug4/SqOt6sHt5BvIPfNW55dsHkQIMkdfSuK18TQQPk7s9TURXMzZysjOvLuH7JEkO3zC2WPevoX4c6j53hC1ZnVo0XHXlT6GvlpJiWCjmvdfhnqTW+kokgyjDBB6MP8a7KcvZvUyr01Xp6bo9hilWVNy/iD2pWOBWIlybZ0eJt8bjK/7Q9PqK4G613VLzxtf6fFrt3a2++TyVjUHkJkL046Hk12eZ4b0dmcr+0fBHHL4daIYD/aDtHTP7uvOPD9k8Vv6GQ5b6VueNdR1HX7nSv7RvZbkQ7yokIO3dtz/L9KksI0iiDVz15dDrwsOpfihLwFV6iuesGa48VSbiSluCAPSums33ByDg9q5LRRcxavdyzrtEpOfbBrlabTPVoTSqRvsetaNPAoLCQJKoAXJ68UjeIo11ON2K74kY8d64G41ZIlfDYx0Oa5C+8QTLOrxucjIPPY1dNNxSROJrR9o5N3G+M2in8QS3EL7jKSz/AFzVzwVcyNrVpp2/bHPKoY+gzz+ma5aS4aaUyOck1c0y7ezvkuUOGjOQRXTye6os8+Ff2c3Ome7fGrxhDD4ft/DdupQ3JWWU5/5ZqflA+p/9Br5+ldc/KK0/EWt3Gv6vLfXDZZgFUf3VAwBWOxq0tTC9ojSxrpNL1YXJEMxAl7H+9/8AXqbXfD2jWnhm31bS7+8mDXJtc3MAjW5ITc7xDOdqnCncP4h7gcqCQQQcEdCKpq5jc75SG4IzVnefswhkbzIVO5UcBgD6jNY+lXE8tqhuAAx6H1HvVt5CW21hfsdMHy6j3lWMFsAL1wBiun8E2BuLz7ZKAMc5PauVt4GutRjikBEY+b/er1nS9EksLWJQFAbDFTkgjn5SR/niuWu3ayPawMEoupLd7HaaZcOdKtZLSOSORhlY0T5mGOjk8DB7nnsKyPHt5NFpttB54Wd237FUkEgdT7c8e+a0bjxHDpsFnHPBI0UgbcYeMEdBjvnnvWJqMdxrvi2SeKJltrZIvkYjcq4zjHckk/lXZgYxqz9pV2ijxcwdWnyqmrSk9DNsvEWqaoYVmjtYUi2xySZJY8Z3bfoB+dehWt2uj+GX1i9mcQwxmTYP4k/hB9yen1xXLW0L634ggsj90nzJdo2hEHUY7HtWP8YPGG3PhuyKiKLa1wy/3hyE+gGCffFTDlu5xVkduMi4QhQbvLd+XoeS+JNbuta1a5vZ2/eTSFyB2z2/pXM3sxj2nPLDrW94cttP1nxQmnareT2sE7bVmjmijWM9SWMnGMZ46k4Heue163ew1i7sXWdPs08kYS4AEi4OMMBkZ9cHFVGOt2cFSa2R1/wu8PjX/GFs0yBrWz/0mbPRsH5VP1bH5Gtf4j+JRqniWeRZMwQ5hjPqB1P4nNY3gbxpH4d0bUbOGEC8uhxL3HGB+WSfqa5nUbgyybSe/Oau1kRGV3czSuwEZyW5NIo+agnJJpy8mkzSCR0vg/S9S1DWrcabYS3koblEO3HuW7D3r3vR/D95a+M7G3vQhYL5xKNuGFHr9cVx3wau7WysryO4njt2kwwkc4GB716t4av7bWNdvL23bzLe0hWBJT/ETyT+grLlU2mer7Srh6c1bRr8zifjtqe3RbWxRv8AX3Bc/RRj+dfPMigHLEV3vxV1mXU/GN5tlZoYjsQZ4AHpXnsnJ5NU9ZHmw0iNkePHyrzVdnJpzHsK6TxH4KvfDfh3R9RvBKs98ZPNhaMgW4AQoGP95lbOO3TrnGsUYVJGfAMk5zXafDa7ls/Glg0JALMUJI7Ec0UVzdTboepfEG5kl8SKjEbUhXAHv1rn4WNFFc9b4md+G/houIB5ZbHNcB4xuZSNu7jNFFTS+I0qfCcdET5i8nrX0V4VtopPBEMuza8YBUrx3oorttpI5ajacLd0dJpE8kiSROcqIzKM9mHcV5rrt7Np/jvUbuDb5qzvjcMjldp4+hNFFPDNumrnLj0lXPObieSbWZkc5WIKqD0rVjdvLAzRRWVb4jbD/CjRtiRHxWbqUhjLFQAT1NFFR0NUcXqF3MZHXfxWOzFjk0UV1Utjjrt3BetSqSE+pooq2Yx2ENMzg5xmiihDmb/iDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrWbpMEc10fMG4KMgUUUT+Fkx3R0wGMAU5Rllz3xRRXJT+I6p/CegeFdMtb3R7+SZMvAC8bDqpAH6V3OgyO1qEZiVDooBPQZoop1fjXoepgdcJO/Ronu5n+zBONmdwUjIGeuKxJ1ig1i9geCO4UwO7NON7NhV4z2Bz2x+VFFVg5Nc9n3/Ixx8It0211X5o6HwLIzaVrOsPh7wlhuPTCrkDHpmvnfWLye9vZri4kLyyuXdj3JOTRRVv4EY4n/eqnqZdlrz6PLcRnTtOv4pnVzHfQeYFZc4IIII6nIzg9waytV1C51XUZ9QvZTLc3MjSyvjGWPJ4HQe1FFaR6Hnz3ZUVirAqcEd6nZ2cb2OWI5ooqmREag4JqSP7wooqGdNLc9H8NxLJZohJAIzxXt/gCFbfwPPJHkO8jkn6UUVhR+Jn0Gb/7rH5HzV4nmeXXb5nbJ85v51z0hOaKK0jueD9kgbjkVqah4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oorZHLLc//9k=", 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deTk1Cwqdx1qFq2iclRF+JM9ASfYVoW9m7AlsIB3PWoIZ8YCAAewqYSs2ckn2rlm5M6YWLSRr65IrpvC2gf2xdFZJWjhTlioyTWZ4b0o6zqMds0nlRnlmAyQPb3r1DTtOtNF82K1UouOXc5ZjXNOdtDspw5tSza6bBZac0NoWVQcAk5JPqa9J8NX0aeGbQzMFMce1j6muFs0WaOOPPua0bm9/s7Tvs6HgD1opVnB3QVqCqLlZleLfGl1HeeQZCIi2VVe3pXqemXi3+mW12vSaNX/MV8w6xqbXurSOeQpwBX0b4QdX8J6YV6eQv8q76DbV2cGKiopJG3WbrtnpmoaVLaavCktnLhXDjgehz2+vatKsXWBeWsn2uIPc2RXbc2wGWUf31Hf3XuOnPXc4j5f+LXgN/BOrWnlTiewvPMa3c/fG3GVb3G4c968/Rc9Bmva/j/ElvbeGY4ZvMtsXDQgnJQHy/lB7j09OleTaPZvfXiqBiNCC59qiT5UbU/fepteGtCmXUoZ7qLbHt3DNdt5M2pTyfY5FRYELuWPRQO1MhMbpK54G3atU7mYWukyWMTE3F+duQeQtcMptu7PZoUbxaR6N8K9zaTcahODuupAF56IvA/XNdp9ulE21Vwm7Gc1594dkltLKC0tdwKJgAVsW2oXsmoRW75UyHuKuFe60Qq+BtL3pam/4mvpYtIisoyPtN2+0DPbvXHSQILnyJVWRQcEDvXKePvHZh8fRxRyZt7JPLYA9z1rS0vxNa6p+8tD9wb3c9ue3qawxMZSknbRHRlcowg431fQ7S4+HljdwRsJk3TrhY9oIJ759q+aPE9vb2niXUba0C+RDO0aleh2nBI/EGvpy+d/D/g2XxTM8hube0aQRFsqHfhB7YyPyr5SuHaSVnY5YnJPqa76cVFKx4lWcpSbbuVxwwz0zXreu69NrV958gEcSKEhhX7sSDooryQ9RXeq+aqfQ5luVNdfOnPnoGH865dSc4B68V115ELm2eE9HGM+h7Vg2VoYHeW6QrsB2qeNx6ce1aUGtUZ1E73NK3u5rO0t7WNwqq/myE/Lz9ev/ANertoWm1mdxIkiJwrJ930A6ntWaIpxDAIJFeZixcKPuA9MnvW7o+ml5IbCEjzpT9M+tZ15xWqO7D05u0T0vwNYyNtuRwj52kdTivQRvjIY8Y/iFcno2n6xbaRBcaeIJEtN+60dSGm/u7X/hLA5wR2rb03U7y90VNXvobextGXdsYsX25wBjHX8K8+UKlk7bnpVKsG+SL0WhT8UaHp+q2MYXd9p+YtInVD16d+vTv7GvFdc0u5025a3uYwCeUdeVceoP+SO9e7eUsVqkjzOZpcOYyvAB56+tLfeDbbxHpIWWPKuSSQcMrY+8p9e3oe9aQTm7EVVGnC9z5jn3b8Fjg9qjgtYprxprjBihJJXP3j2H04rovFXh2fw9r0+nTOkhiIIdeNwIyMjsfaudlR0kkizhWOfyrZNrRnDO26KuparJeSOn8HYVc8L6VcX0tzcRxM0cK/M+OBn/AOsKypoh5zBefpXt97pcHgj4WWGkFAuqaj++uT3BIBYfgNq/nWtk42Rndp3PG/EFwrXkdvF9yFcf8CPJ/pVKWQrEsecnqfrUcz+ffSyN0LEmo2Jd8nuaprZERk7tk8RIUjtXrXwu0822kz385KCf5l4z8o7n0yeBnr2rye2ie4nWCJSSx2/WvbfDsEtno9lpSqBuZSVX+JugzWNVx5Gm9Wenl9GdStFpe7Hd9j1/T/8AiX+GbaT7qIjXExJ7KCx/XFfJGsXP229nuXOXlkZyfcnNfUnxEvhofw+1FUbBFqtuuPVzj+Wa+TbmTLnFU1ayORS55Sm+rKb+1QtUr8mo26VpEwqGjHgNyw+gqzGwzhU/E1DFGAfStbR9OudX1O3sLGEy3Nw4jjQcZJ9fQdyfSuZ6s3i7G54RaSHUBIoJ2rliOwr0F7rehlYZx2rRvvC2m+DfDVtpiv52pTuJLmcDG7HYeijsPxNZKhJFCH7vpXNWhyysztoVOaN0WdOvmO6Ug4/SqOt6sHt5BvIPfNW55dsHkQIMkdfSuK18TQQPk7s9TURXMzZysjOvLuH7JEkO3zC2WPevoX4c6j53hC1ZnVo0XHXlT6GvlpJiWCjmvdfhnqTW+kokgyjDBB6MP8a7KcvZvUyr01Xp6bo9hilWVNy/iD2pWOBWIlybZ0eJt8bjK/7Q9PqK4G613VLzxtf6fFrt3a2++TyVjUHkJkL046Hk12eZ4b0dmcr+0fBHHL4daIYD/aDtHTP7uvOPD9k8Vv6GQ5b6VueNdR1HX7nSv7RvZbkQ7yokIO3dtz/L9KksI0iiDVz15dDrwsOpfihLwFV6iuesGa48VSbiSluCAPSums33ByDg9q5LRRcxavdyzrtEpOfbBrlabTPVoTSqRvsetaNPAoLCQJKoAXJ68UjeIo11ON2K74kY8d64G41ZIlfDYx0Oa5C+8QTLOrxucjIPPY1dNNxSROJrR9o5N3G+M2in8QS3EL7jKSz/AFzVzwVcyNrVpp2/bHPKoY+gzz+ma5aS4aaUyOck1c0y7ezvkuUOGjOQRXTye6os8+Ff2c3Ome7fGrxhDD4ft/DdupQ3JWWU5/5ZqflA+p/9Br5+ldc/KK0/EWt3Gv6vLfXDZZgFUf3VAwBWOxq0tTC9ojSxrpNL1YXJEMxAl7H+9/8AXqbXfD2jWnhm31bS7+8mDXJtc3MAjW5ITc7xDOdqnCncP4h7gcqCQQQcEdCKpq5jc75SG4IzVnefswhkbzIVO5UcBgD6jNY+lXE8tqhuAAx6H1HvVt5CW21hfsdMHy6j3lWMFsAL1wBiun8E2BuLz7ZKAMc5PauVt4GutRjikBEY+b/er1nS9EksLWJQFAbDFTkgjn5SR/niuWu3ayPawMEoupLd7HaaZcOdKtZLSOSORhlY0T5mGOjk8DB7nnsKyPHt5NFpttB54Wd237FUkEgdT7c8e+a0bjxHDpsFnHPBI0UgbcYeMEdBjvnnvWJqMdxrvi2SeKJltrZIvkYjcq4zjHckk/lXZgYxqz9pV2ijxcwdWnyqmrSk9DNsvEWqaoYVmjtYUi2xySZJY8Z3bfoB+dehWt2uj+GX1i9mcQwxmTYP4k/hB9yen1xXLW0L634ggsj90nzJdo2hEHUY7HtWP8YPGG3PhuyKiKLa1wy/3hyE+gGCffFTDlu5xVkduMi4QhQbvLd+XoeS+JNbuta1a5vZ2/eTSFyB2z2/pXM3sxj2nPLDrW94cttP1nxQmnareT2sE7bVmjmijWM9SWMnGMZ46k4Heue163ew1i7sXWdPs08kYS4AEi4OMMBkZ9cHFVGOt2cFSa2R1/wu8PjX/GFs0yBrWz/0mbPRsH5VP1bH5Gtf4j+JRqniWeRZMwQ5hjPqB1P4nNY3gbxpH4d0bUbOGEC8uhxL3HGB+WSfqa5nUbgyybSe/Oau1kRGV3czSuwEZyW5NIo+agnJJpy8mkzSCR0vg/S9S1DWrcabYS3koblEO3HuW7D3r3vR/D95a+M7G3vQhYL5xKNuGFHr9cVx3wau7WysryO4njt2kwwkc4GB716t4av7bWNdvL23bzLe0hWBJT/ETyT+grLlU2mer7Srh6c1bRr8zifjtqe3RbWxRv8AX3Bc/RRj+dfPMigHLEV3vxV1mXU/GN5tlZoYjsQZ4AHpXnsnJ5NU9ZHmw0iNkePHyrzVdnJpzHsK6TxH4KvfDfh3R9RvBKs98ZPNhaMgW4AQoGP95lbOO3TrnGsUYVJGfAMk5zXafDa7ls/Glg0JALMUJI7Ec0UVzdTboepfEG5kl8SKjEbUhXAHv1rn4WNFFc9b4md+G/houIB5ZbHNcB4xuZSNu7jNFFTS+I0qfCcdET5i8nrX0V4VtopPBEMuza8YBUrx3oorttpI5ajacLd0dJpE8kiSROcqIzKM9mHcV5rrt7Np/jvUbuDb5qzvjcMjldp4+hNFFPDNumrnLj0lXPObieSbWZkc5WIKqD0rVjdvLAzRRWVb4jbD/CjRtiRHxWbqUhjLFQAT1NFFR0NUcXqF3MZHXfxWOzFjk0UV1Utjjrt3BetSqSE+pooq2Yx2ENMzg5xmiihDmb/iDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrWbpMEc10fMG4KMgUUUT+Fkx3R0wGMAU5Rllz3xRRXJT+I6p/CegeFdMtb3R7+SZMvAC8bDqpAH6V3OgyO1qEZiVDooBPQZoop1fjXoepgdcJO/Ronu5n+zBONmdwUjIGeuKxJ1ig1i9geCO4UwO7NON7NhV4z2Bz2x+VFFVg5Nc9n3/Ixx8It0211X5o6HwLIzaVrOsPh7wlhuPTCrkDHpmvnfWLye9vZri4kLyyuXdj3JOTRRVv4EY4n/eqnqZdlrz6PLcRnTtOv4pnVzHfQeYFZc4IIII6nIzg9waytV1C51XUZ9QvZTLc3MjSyvjGWPJ4HQe1FFaR6Hnz3ZUVirAqcEd6nZ2cb2OWI5ooqmREag4JqSP7wooqGdNLc9H8NxLJZohJAIzxXt/gCFbfwPPJHkO8jkn6UUVhR+Jn0Gb/7rH5HzV4nmeXXb5nbJ85v51z0hOaKK0jueD9kgbjkVqah4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oorZHLLc//9k=", 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", "info": {"video_id": "41759", "label": "unfolding case", "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": "41759", "label": "unfolding case", "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": "b35127ead7b5e4004e9347521ca835b6d9381227a3c634c48fc22e686f234487"} +{"episode": 44867, "episode_seed": 3998207993, "split": "train", "timestamp": "2025-10-13T03:19:34.835411", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3998207993, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a pen up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "88200", "label": "picking a pen up", "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": "88200", "label": "picking a pen up", "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": "88200", "label": "picking a pen up", "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": "88200", "label": "picking a pen up", "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": "05cc29e344b5503ebb45f28a60b99bd533c14db1002437fef15ebae14cb5e9d7"} +{"episode": 44868, "episode_seed": 1859546914, "split": "train", "timestamp": "2025-10-13T03:19:35.726062", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1859546914, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 umbrella 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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", 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", "info": {"video_id": "67164", "label": "turning umbrella upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "67164", "label": "turning umbrella upside down", "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": "67164", "label": "turning umbrella upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7cc3cbfc791fee664f9700a37939f7f84b120093bb4cea0f3648296edd5dcf80"} +{"episode": 44869, "episode_seed": 3161752746, "split": "train", "timestamp": "2025-10-13T03:19:36.558471", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3161752746, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cup 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "125887", "label": "pushing a cup so that it slightly moves", "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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lgs4IVwiKPotc90exLM3f3YmRp+pGQC3k3Nj7rhSfz4qa5PyN9K2VRR61n6laHynliGRg5X+oqoyPGxLVSXOlY5cGnZqNVlbBEL/jgUrQ3Y5SNOP7z0j6N4ujFfEbmhtmLVYh957CXA+gz/IGqWnsF1KD/eqzojPY6vb3VwUNvyk6rk5jYFWx+BNLNosunaqImuMmCQcqvDjqCD6EYP40+hyyxlFOaTvf/Kx1No+LlPwr0nRJAIlycV5Ss5jmBB6VNeeIbiOHakrZ6AA1pGVjweW5a+KivJry6gm17NIkt2dWB2uMkg/nXn5lhdd0cyMvqGFegaVajUNPm06+j3s8bblkGcPyfzBrEt7C3hQBY419cKKzcrtnsUsc6NNQtdIp6ZqSzxeQ7gyKOD6ipJ25NaKxIAR/IVg2Nq2q+LZtLm1Oe1jKymLy49xZlQsF9AODkn096qHvOx5WKkpTc0rXOfto5ZdQvfL2cSc7s+9aK2cp6yKPotZXhydpJbx3JYsVP866ASe1E9JG9DFVYU1GL0Kq6fL5qt9pcL3AUVu6Ilri50u6nYW16ANxPEUqnKP9Mkg+zGs9ZOKcrKDkDB9qlMcsRVlvJmhbad/Zl7MroySbdrAtnp6VdgvWgyVbFZ41eRbbyZMSKFwrH7yj0z6VWa4IXNBhOTk7yNjde6xK+3d5MA82R26ALz+da1zDHfaAJmGXhkHJ64PH+FcdF4gvIXFnDIESc7GHbb3/AErs9KkWeF7Zh+5lG0/XqKKmljWndxsZSxqFxzSsiFSpHWtZtIYxyxqB5iHKMO49K5XXbie101nikaOQOoBHBrNavQU1ZalTVo2htpw39wkH1quiIoGABxVnXraBvDcd7Z6xfzo9wbXNzEqLOQmWeIDnapIU7vUe4FEMMVtNNJXMKe7sWhj1p4GFAQj3zVbdgA1Ijcd6g1ua1tqC/Y1tLtDJEhLIw+9GT1x7H0qC6uUMreU2V7GqLMQM7hVSWeS2G64hkSKQ5jk28NTJZs6beS/bVLuSNwxk122qRLcQRqvMrp5kfv2IrzLT72Oa82Rtk4z0r0GS8MuiWM8ZJkgk2PjsD/8AqFTLRnTT1jYys7TyCCPalDj1rXZ0kvGZl3QTKBJ32Hof8ayrm2ltndWAIQ4LDpU3IlGxHKqTRlHPH8q5y4iaHUZEkH8CkH15NXdKkjv/ABc2mX+o3NpbyybEkiljjWPuSxk4xjPA5JwKzrprmLVb2zuWuD9mmaNVuAN64JHzY4zwM44rVRajc5uZORKGWnKwz0quGNPBOeOlSakxAJ3ZOc1HNqAgliWR2CEn6A04H1qldKHYHyzx6mi4Wueo+E/EGl21qrz3sQx/CDuY/gKo+ItWXVtXku1UpGVCRq3UKPX3rjtKxHjaig1sysWA5olJuNhxgk7hvNKHYmoPqTTlO0YDHB6ioKZPvx/EPzpRKP7wrI1q5lt9NaSGRkcOo3Drim65pet6Boml313dXKz3pk8yEpgQABSgY4+8Q2cdvqDVxg5K5jKaTsUwAKkUA9aKKRQ1/v8AXgdq37b/AE/R5Hn5e12pGw67T2PqB2oopiZVuCVndQeBWe9zJBOkiEbgwwSM4ooqluSjqtOvJnuBOWHmO29iB3J5qxfafBFJcGPcoVCwGeM0UVk9zq+yjH3HFchdalcaT4jnv7bZ58Lts3rkfMpU8fRjRRWtLc5auxkeHRtlvAOgKj+ddAhywBoop1PiFT+FDgTuPNSJyMmiioNCC8Y/Z3xxx2qvY3ctxGvmbThsdOtFFUhLcrX6hNetCuRkq2B0znFejaQT/Ztwc8qAwPuKKKmeyN4/EzpoGJRZP4jtzXL+PbaJNDkkCDPmIw9iTzRRUQ3QVPhZxOs+JX1yG3il0vTrYwIscT2yOpRFzhAC5UDnJwOTzSKSxwTRRXRUOSkWFUYFSBBiiisTYinO1OAK08C80tYJgGQg/hxniiimbUOpzOj8akuP7rV6T4ZYmRkPKsOQaKKUwp7GlZxJ9vkXb8pO0j1FJPAn9qmLkpNHhwe+Mj+goorMt7Hmc2stpOq38ZsLC9illDGO8h3gMvQgggjqcjOD3BqCO9uNT1O4u7uUyT3LmSV8Yyx/l9KKK6n8B58fjLwRUHA/OnZx2FFFYHQLk561BKMsKKKBot2YxjFabseKKKfQGN7dqATuxRRUgZuvsRpjYP8Ay0X+dY134g1TUdNg067vJpre3keVPMkZiWbGcknnG3j0yfWiit6exzVNz//Z", "info": {"video_id": "125887", "label": "pushing a cup so that it slightly moves", "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": "125887", "label": "pushing a cup so that it slightly moves", "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": "205c0d0d652628086a29075ca47456779d6628ecb1e70adb0d968396a962651e"} +{"episode": 44870, "episode_seed": 3594516654, "split": "train", "timestamp": "2025-10-13T03:19:38.547794", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3594516654, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 brinjal away from tomato'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "180957", "label": "moving brinjal away from tomato", "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": "180957", "label": "moving brinjal away from tomato", "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": "5f3aac452ee9ade2cf9265c37b6edd7f3a499c11d351d5c9dd3325b18e151606"} +{"episode": 44871, "episode_seed": 61677456, "split": "train", "timestamp": "2025-10-13T03:19:40.154496", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 61677456, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 rope 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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", 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", 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", "info": {"video_id": "77962", "label": "poking a rope so it slightly moves", "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": "77962", "label": "poking a rope so it slightly moves", "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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yxtt/HHJ/lWDYQpDZqB0VmBJ7+9dD4ffK3Izxvz+lbVJqdRyOuJst/COxPNOAxWfd6tbW5Cq3myDnZHzj61SW+vtQJEClU/2f6mkVc2iyoPmYD6mqN7FFcK0kTfvQMfKPvD0ottN2/NO+9vQdPzq47R20RbaFUdgKYbhbypJEpjIK4GMVLWPFE8d2lvJkRygsAv8AB1wM1f8AInTiObI7bu1AJss4qC8iE1lPHjlo2H6VGVvF6MG6+lOtpZ3ZkmjA2/xA9aTsG+h4f8QFzNpAHUmT/wBlqhahmZUTG5yFAPqTxXQ/EG2C6vp6ujL5ckoC+xxg/wAq5tT5c0QB+YSL09jWVKX7mMO1/wA2Y0lZWO90bS/sNkHLnkkfUetbGjQpcyFzx5cjE/7R5A/DFU21G1t9Lie5nSIbf4jjP0rnF8Yy2jPHp0IZnY7ZJFPI9l71ojY7i6ZlvoWB2hHySenHSk1e+0drA201xDLvPzxg7i3rnFcdDpWt63NHLqEsiJI+AH6/gg6V2dl4b03TIYyluJZg3MkvzHPsOgoYjltFuIdE1eVuZYpVCxmTjKg5IDdCRxXX3cSS3iyKQyZ/h7k1zOv/APE1LQ2afvNOR5ZJuwGOUA9zj6Ypml6S9/pVvf291JbzyEhlP3cg4pPYS3OnmtohBKwQBthAPp/k1mJaqisO9UxY68yMYrsSxq2G2sefXrVSS91mzG+WKOVScEcA5J7YpOOmjHc53xpaLFqlvIq7Q9vjH0J/xriNKBW1U/3jmvSfF9vK+k2140GNsmWIOSikd/bOK4C2XZaRHHQY/DtSoPlnOPe36mHLabZ2HhSxhuv9IYBmVmDZ9OgH9a33IjvbdB0BK/hiuU8Naxa6RbSPdyiMPllHUt9BViTWb7XJWOjW2xYWBMspAOT0AzxXQbHf389tY2KNJLFBGB8u44H4Vytz4r0+30aezgWaWWceUjKuBliB3+tZtj4W1PUZVm1OdogWw29t8n+ArVuNEt7CLSkgjUPPK8mW5ZlVcAk9hk5wKUmkrlQTbSJbnSxqGlw2kAjZwMgv/CR3p2j+J4V02SK+aVVIG0Y3bD3HrijULibSBbw2g3XMo2pnt05qtHpAs/FmnxqfPW4t/NuS3O8nduJH1Aqab90uv8ZvWmq6a0Y2XUYXOBniku5ba4nDRyxuVUDIYVVutC06SYqsLI5PzGNyoVfXFQ6h4Ugs/uTvtHJyAcZ4zmqXLYxdyzcIjRMjYCspUjHqMV47LA8V6iMpVo9ysD2PAr03SrGRbl1N1M1pj5Qx/wA4rk/EWmS2Ouz72DxzlpEb0JPT6ioatKLXn+KM5x95Mi0WBLu/WGTupKg9M5wP8a7y5gS2tCqLjMeD9cda890qcW+qJNIwSOMfMzHAHP8A9aukvfFsF3KtnpsLXM83yKT8q89/XitSzs9MeIacZnKqSo3sTjt3rldc162d2s7Gfzbq7xboyDIUH7xz7DNc9Dbapq1p591dARbisEYOVYDvgcYrqvBfgwK0upXv76YApESOE9do/rUSqJaG9OlJu72Ln9lNBZRQQIrSMM88Dis+Kafw3rUSSYMbYmXZ8oYHO5B6+vtW9PcJpQuJrliY4lKqB1Yt0ArnjZza/ZBrmQC+uZFEAxxDCCdxHtz+Jog7K4Vk5TsjcTxLp810WZZYWJOd61Ym1vTZYPLFwuWwMMCKvanotrbWVqt0i3B2hcsBuY49RWenhewls2nMbRSBiCI2PfGOtUmjCSadiOKeCZSIpY3/AN1smuJ8aQf8TC3uQvyvH5e4/wB5T/ga27nRIPPWOEyiZCATv6AdqXxVo4uNESaB2822y+Dk7+Pmz+ArKtFSg0jKpFyidPY+bO0cEeF8xgqr1wO5/r+FdL/YcL26RmWZQrZO1sb+e4rm9KkMd9aP0/eYJ9iDXdDoKmnqdCKNnp1vZvK0Ee1jhckk1dAAGAMD2pfWitEUAGBVRyJr8R9ViG4/WrRIVST0AzVK3fbFNcuMZ+b/AOt/KgTCGQTanLz/AKsbRV6s3S0IJdvvSAt+taVJAhDkjAOKUDHSiimM8t+La+Xd6PKgAkYSru9ANv8AjXP+HtGOqOlzMTsMhRVXjIA5P9K6P4unEmi/9tv/AGSqPgW4xZtEcZRmA9huz/Wsm9RdRLjwjYwyN9okuLgyOArSSfdycdq7Ky06PDukaLEhAgwOgAxkelUdQ+aMng/Mv863bOTdaCqTAhsmH9oDcjZjBPPcnpj8P50a/MNO0ea6ztcIf++z0/U1IpC3Yx/dFYvjC5a6uLHSYvmeVw7/AJ4UfqT+FCBma+NF8GtOT/pN4uzPru6/+Oiuhs7IL4e0+ODhWiUu3fnk/nnFc34pf7ZqFhpMIAWFGkYenBx+i/rXU6RKDolmM5Ahxn8aXQlblqOJYbd4wMB15rEubF3v5Hk27M/Ig7D3/Gt8kMOazpZAXbJ6tSexRm38aS2UtrJ80boVx9RivHtBtEvNThgnJZMNI/PLY7fmRXsN5uZi2SAB2rxvRJjFqttIDxlunvVQZMtz0tdCtPscHmW0TSxDKkoMqfarOkQCfzIWUJ+/3uV4yBjA/SpUmElup65GaoHUl0uK8uWdV2Nxu5yScAe9aXvoBv36mNGeIqpAyd3QD1rLhnt9W8RWyQSLJDZ2oQFORuY88/QCsfVb+81+0iktkeCwPUE/NMff/Z/nWt4U0iS0imuON7YAA6Csqk1sdVKm17zLk1otx4njJXKwRH82OB/I1meG70ah44v52UFPLeOP2VeP5D9a0dSujYaVe34OJWyg+uML+pNYvguzkF5bvAA7GNjKSfu5OAPrjmrhojGonKbsdjFaLHI753M3zEmo9RgW6tmjkLbTgHB9+lWCzJO0bfeXiob7MaIpGCxHFNGb3MsW6xIwA6fpXBePJCzWLZ5XzMDPc7a7+Q7wy45J6CvPfH6mP7Io4IWT8/loiJm9ougWkdo6SRJKhRVbeobe3c8+9ZssqLq39mWAjihhVxK6rgrxggH8cZ96JPEBsPDKtGf9IlxHF7Ejk/hVDR7do455QSS3yAk5J7k/nROdka0oXd2b+jWnnvHCi4iX5VHoK9FtFWKOOCIAInpXLeH7UQ2yufvHoa6q0XFciZ2M4fxzKY7pLcYAcmVifYYH6n9KseGUHkf2g/BlVdi/3YwMKv5cn3JqP4jWD3Vxp0ceQ1xJ5TEdl6t+gNaahbTRWYLt4AVfQdq2b0SM0vecmaiM2ook8mcRsVQH+dWXXC7B04x7VDCBHaxqo+VUUfjjJqcgmFnx8oFbJHHJ8zuYzWkSTO6Ljc5JOc5NUr7BDRNgK4Ktj3q80hwrYGMk5/Gqd3EQu/GM9D/OjqSP8Nh7jzA6ndbDdjHqcD+tegp9xe3FZuj6ZHplusUagMVzI3qx5/LrWk33TWNKPLHU0SsrACCeDS0YxRWoyteMfJCA8yNt/DvSGHzbNowcZJx+dTvGHdGP8PaktwRCM9cn+dIXUbFGImjQDlUxn8qmpjD96p9iKfTBBRmg9K8ovtY1afx1qGmLrl3aQK7iFY1DchNwXpwODyaBjPjTM0E2gy4ygafdj0wlV/Clq1vP5RyB5asWxxkjn+dY9pLeeJ7hJ9Xu5LqOyQvGshHDNx/IfoK9EgtRHZxhsbgg3YGO1YcvvMVrakF2TtaPuRkfhzmtq0UpZIp++QP5VnWahnuy3LKqqoPv/kVteRstEQtlgoBJOTmrQ2V/KlNzEsS7225Iz/P865exlbUvF5un/wCe7BR6BAcAfjXW6c7GW5VmzIyhRj0GawrTRpdJ1yyh3bgfMxIBwTtoExYtHY+Krq7DCRWhfhuqZXGPyrS0GLdoMLdimBVyzXypZWY5dgRuPc1U0JTJ4aSMfKdzKG/GhbC6lm3nd5RDGAQ3BJHQetVL2D7Kp3MCM5z61ahTy8YJXBzn6Gue+It9LbeGTPZztFMJ48MhwRknIpbookuZHkURoi8nknrivHvCWn3V1bTSpGzFHURt0BXJJNb+p6leW+jRX1jr+pSg3H2fM6KizYXLPHjnapO059R9B0ei28MKyeWoWMAKijgYFOMdSWtblsukVmPm27F+fNcXf3FxrZVFXYrSeZj0AGBn8/1rovFFx9l0aZkI3uQie5J/wrG0dSkU5PLALGD79T/SipLlWhrShfVnWWaB4re3QfJGgXH4V2drarb2ax4+bGT9a5nw9AN6O3QDOTXWRsGya5o9zqb6HJa8sP8Awj14Z496+YQig4O/+Gl0MLomnRlgPMUZdv7x71DrqK95a22fmNw0rjP8KgEf+PEflVh1ElxYW7NjzJB19Ov9K2vqkjNJK8maF1MfMQ/8tJF3N7VZithNaBpWLSBuOfu+gouo0a4MwHJODQkohVvk6jJxW5xt3dzCnkIuJEUkbTgnvmuG8YWs0+s6NH8zrK8hfHOANpq1LqM1z49u9NudWu7S3afZG8UsaLHwDli4xjGeOpNVdMmvrjXru1vri5f7JOVVbjbvQAnIOOATgZxSa6DaujC1RJYZbSKZSpjDMFP1/wD1V09lEYbeCID5sfqawtaf7Z4sMCj5Y2VP5Zrr9JiWXUVY/cj+Y/hWFZ62OqitDqbCHYI4sfcQfnW9bp8oNZOm/vt0n948VvRJtUVES2ynqFlHcmNnUEocjPasDW1ZrZtpwkZVj7jeB/Wunum2x8da5XWJAbG8z0/dqD77s1tT+JGVR2gzdOyLT1c8gorD34FQWama4BkYhDwB6mrbATWUCPzlAQB2+WoEwgBIBxzx61u9zkKOqottsEa4DH5R6VmNEJZELsSoIJ96Z4+1K4tfD7XFtK0EomjUMp5wc1w+tN4l0bRtOu7nU7xZbovviK4EIAUqCcfeIbOP/r0noUke8WEjS2iSN95hk1YbpRRWa+EsWiiirAKKKKAGH/XAe1PoooAD0rwjxLey6f471K6g2+ZHcNt3DI5Taf0JoooAg8MyNHfGJfuNgkH26V6SjEW457UUVk92BBZyMNVcA4DEKfpxXR5JCZ9aKKI7AypbnFy+PU1ouxARh1zRRTApyO0dvK6nDAEg/gar6H8mgWxB/jJ/8eoopLZiZaBzn8a434jO3/CJvk5/0iL+ZoopR3Geaavr76vFBHJp9jAYVVI3gV1KoOigFiAOc9OtdtocjNYoScmiir6iZh+MbqU32n2xP7skyEepBAq1pQBtLc95HLN7nP8A9aiisKp00dj0PSgBAuB1rah+7RRUR2Le5yGpxg+LJX5z9mQf+PGpyf8AiobFeyBiP++TRRWtP4ianwGuzE5P+3Uc1FFbnGePa9qx0zxXrEZsrK7ikuNxS6i3gMo4IIII6nIzg9wad4bvbjUNWvrq5kLzTsJJG6ZJJoooY+hn6c7SeJryRjlvtUnP06V6BpI22cjj7xOCaKK5KvxHbS+FHc6TGogjAHatrACUUVUdiZbmdek81x+rOfsCj+/ckN+Cn/CiitaXxGVb4DqGJzEueAMfpUOf3dFFbPc5jjviFx4XJHX7RH/M15le63qN7p8Nhc3UssEDtIu+RmJLY65POMcemT60UUMpH//Z", "info": {"video_id": "77962", "label": "poking a rope so it slightly moves", "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": "319719764abdfa5a8d096d2f2109f14b3b164711e8447482b5422e0747c0a3bb"} +{"episode": 44872, "episode_seed": 1938362187, "split": "train", "timestamp": "2025-10-13T03:19:42.629519", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1938362187, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coconut into utensil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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9a9V8J25tvDlqp4aTMh/E8U3sOS0Od+JDZl04egkP/oNcOwJ2oOtdp8QZFOp24PSKI/iSelc1o9jJqF8ijqx6+g7mpN6btC53HghfKs5oTncCH/Cs34j2eZbK9xlWBiY/Q5H6ZrrbS1jsIYJIsBIm8uT1w3c/jiofEenDVtGuLNceYB5kRP8AeHT8+lTaz1IvqeIXDtJM7t1Y5NPgx5gJpJkZJGVgQwOCD2NIo2uM+map7GiNmAZx79AK0EZUHPU1lQS7Fznn+VSfaTvBznHasbF3OltvECW1i1uy/P8AwkVzUDNc6m0jdCc1VeVmmLeprStYvKkXcMN1NaxRE3oegeHmCWk7Nwsacn8K4S5maU5J4zXWtMbHw2ioA010+dpOPlFclOpY4Uck0JXY8PFa3M69fFpt7uwA+g/yKRoGazVyMKDx78U0qLu+VF+aNDgY7/5NdnqHh17fwpLdMf3sbK2wDoOhz+dHK2yqs0nY5HSrZprxI1GWJAGfUnFei+Hdfl0K0uJ1ie4ia4WGKBO6gcke+Ofxrh9HjxqEGejHYecdRx+teiX2n2lr8P4ZHhLtG/nNtOCSzYUe3T8qq10czdpHdDU4Ly0WWOXAbGVfhl9iD3rEvbpJDuYN5Q4eUKSFHvjpXk3iDX7maKMTyOJnwwjVyFRe351W0PxTqGjXi3VrdyJISNwzkOPQg8EexrNQvuXz2Wh2viXTlMd3ewsHjZcpIpyCa8yu8MwI61rXviTUIVuYInVLa5cuYwvyoT/dHb6VhGQuT6VpTjy3Bvm1O2+HrMLi86bNi5+uf/110niRjst2P+1/SsbwNbeTpUs5HM0mB/uj/wCvmtrxB5aQwPMfkRWZv0olqZ0X++X9dDldRY+XFbg/Mx3EfoK9U8BO0eiG3Y8xvnHoDXl+lW02raqrBcu7fKOw/wD1CvYdKsU0xYQi/IR5UjerdQanlZ0VpXdjh/iXYKNcs7tx+7mRVY/7p5/SvOb52uLyWZhzI5b6ZPSvcvHGkNq/h5/KXdPbHzYx6j+Ifl/KvD5F+cgjqaDOJZ06KP7QpboDkV2VjErbDyAeijqa42z+SbnoOcGuysLkwwlt3zHv6CuSpqzeOmp1FncRWqYyu/tj+VRalrwhR1iciRzljn7qjr/WudbUXS4D7sgLgD0rB+0y3N24G5vNfAHr6VUEKUjuPAUUlxe32pSDvsX8eTXXa3cfZ9GuG5yV2jHqareHtNXTNIgtgP3hG6Q+rHr/AIVneLtRaK4gtIovNCjdIN2Mf55roObc8iu5Bbwl+PMIOxT/ADqx4V0n7XdCaYZiX5mz39B/OqI0m8vLrzbrcu714wPQCu/061jsbGCKJewz79q2Ubq5tWq6WR1em2C3+nTxAbTsJDHsR939RWdK/wBu07II3SIGQ+jD/wCvW3pd00OlyQqu6YRsRtPU4Ncd4cuzPaNbs2fLbj2z/j/OlUWzMYxvByNTVkhn8G2bS8RvcneP7qxp0/WvH76Zru+lnYBctwo6KOwr0bxH9q+xNBC5MOWdovQkAFh9QBmvPZICbhgATkVLlcmJ6Z8PY1k1OwVhlWdc1tfG3R7UNFqNuFWcjE6qMZz0b+n5Vi/DO8gttdshcMEVW5J+lSfEbWP7X1u5t7fLxldiAc57/wA6cNhPRHmWl6a+pX0NugPzvhj6L3Neu24SGIBcLHGuB7AVznhnSBpsRkl5uJBz/sj0qMPPqXii60STV7i0SRZfLWJN2SqFgvsODyfT3qXqw+J6HLeJJ59Rv1YLne77SO44xn8q6Lw5pY0+xSVx++kHPt3/AMPyrndBee73yTMzBVUjcOmfSuu+0hLODA4I71cbI0btGx2OiQ2t1ZzxTjHnKUwfQ965y1vPtVuxVsywtsf1PofxqfSdZkN0o2qFTBOf4vauNh1JrHU2kJA3OVf05PQ+1KepcI80HLtYz/GGiDz2v7ZRhj+9UevrXHSffBr1fW41ktvnR4Ziu4I4+8D3B6Ee9eeXlqpk6Y5qFfZijIoCTjFBl/OppLPZ0aligUHkc07F8yJ7KEFxK44X7o962LG3a6vUjH8RyT2A7ms+BWkcRxqSx6AVfu5XsdOK2z4ckB5B1b2Ht/OgmTua2oXYlvQi/wCqjULHj0H+Nc9qNyturQBv37qc4/hH+Jrd1a3hsdAg1XR9ZvpA919lJuIFjW4Kplni77VOFO71HfIGZD4fVJle4lDs/wAxA6/jVQiaRkoXL3g7SAzreyp8i8pkdT2/SvV9O0tdU0q7tZ1AhmjZM+5HH5VydssdtZ28SbUAA46V1WlalFb2skC3MaqI3Ys/O0Y5JroSSOGU+aR4/HavE7Jn5kbGR6jvXcahqMcnw1WRyN73qRSL6bUPH65rA06Jb6OQDmSLJI7lM/e/DPPsR6VW1SxmkheAMyd8Z4JHqK50+V+p0VIWbj2OG1C5e7vZZnJJds/QdhVdWIII7VdksJluDG6FSPXpQdPY52HJHai6GmloQNMZkZH5OMg+4qayhNwNi/eLACoY7eV5sKp4PPtXQaVZrbAd2PJahsJaI7vQ4FjtIIIxhFAA/rWL4luZbvVTDEd0Q+TaPUd/1qzoEkc3iNdL1DUrqyjnby0kimijEXcljJxjGeOpOBRoFjPFrerW1wk2bWcoBc7fMTBb7wXIzwM449KSXczpRalzHT+EdG+wWKXMygTOMY9M8/4V6FplnFfWE6M+GYYU+jdj+dcrHOsdnBt5U9+la2lauDcBNmEH3v8ACtQbux8NwLmASAgn7rj3ryzxh4WezvXvbVS1tIdzKo+4f8K6rRNUMWptayME8yUqu5sLnP3Se3sa6XU9OlMTYj5B2vGw5H1FY26mlSPJJx7HhvkmOYHHFXxdEIBk9cketdHqPh6GSZtitEc9ucVQXw27HBmO36VlKGtxKrpYxZbgyYCkkk4wK7Hwp4dMcyXt0Bvx+7j9Pc0umeH7a2kVgheQdNwrsooorC3Nxdt5aDk7v89aaikS53LbzrZ2r3ErABRgZ7muBurozahK8zAuSTUHjHXrm5tfNidoY1dVRVPOPU+5rO1uw8ReHdG0u/mu7hJr5pDLE8Q/cY2lAzEfeYNnHb65q0i4rRjBh4/NZQWC4HpWi0j+TAdxyVoorWJhN7Fq0mlk0693SvzGU4PQEc1ieHpmh122C4KvMInU9GUnBBoopv4ka0/4Uvkdvr9nFH54GSYnZAT1IBxzXCXdnCWZwu1j1K8UUVi9zF7la0d4ZRscg561vWkY3CU5aRurHrRRQthSN6FQkMkoGWRcjPSvLJtbvNP8RT6tCUN0kjlS65HzKVPH0Y0UUR3NaW43w9PItvcjeSBsHJ+tbyTO1lHk9DgUUVUimaehkyXRDE9D0rltS+W/cDoHB/WiikjWl8M/Q9S8KQxa7LHoWoxrPZPuKZ+/CcZyjdR9OntXmniCwhsdcntotzRxyFRv5JGe9FFX0MUYl2QZeFA46CoY0BlVfU0UVBaNmZFtEMUI2g8E9z+NVNSYmz56Bl4oopAizrPih9fgtYpdJ021MCLHFJapIpSNc4QAuVC85OByea6h4US3BGc4xkmiitoEVtxGc/Zbc/7NWrA4trkddykHPcYooqzle5z2mXMtlqyTQNteObjjIx3B9QRxivQvFml2ltduIY9qtErhc8LuUHA9uaKKzl8B3Vv4rPOryGNvlZQR71kSW8aNlQR+NFFYokfsVVGBjPWtjRbeOW5RXHGaKKZMtjLbxJNY6nfGXT9Ov47iQO0d5b71VkztK4II68jOD3Bre8I6hdX9xrWo3UpkurqRJJXIAyx3dh0HtRRWiG/gOuWZ2sIsnpn+dXtIdvtLDP8ACTRRTRm9zmJWK6ucf891P617Hpq/2hZXCzklrdMxyD7wHofUfWiiktjpr/H8kYsdpBexEzxKSO44qm2k2ocfK2M9N1FFZs5mWJ4YrGzaSGJQw7nmuB1LV7y/lXz5MhTwBwB+FFFIaMPxExbTiSekigfnWXPr+p6jptvpt3eTTW9u7yr5kjMSzYzkk8428emT60UVUTePws//2Q==", 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", 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", "info": {"video_id": "36652", "label": "putting coconut into utensil", "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": "36652", "label": "putting coconut into utensil", "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": "7c7185ca7ca1e6010962299c11c54a96ff2a346ef1549ac547ea7fbb5a26eb15"} +{"episode": 44873, "episode_seed": 571388162, "split": "train", "timestamp": "2025-10-13T03:19:43.426115", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 571388162, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'throwing white notebook 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "148153", "label": "throwing white notebook in the air and letting it fall", "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": "5a38706ffda4c29144dbd7d0a54f09f46482786c775931467e4fc180b4e3f8e7"} +{"episode": 44874, "episode_seed": 1666388372, "split": "train", "timestamp": "2025-10-13T03:19:44.213031", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1666388372, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'trying to bend pen so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "59308", "label": "trying to bend pen so nothing happens", "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": "80d51f407cbbe1f5cce1b83181b88b0e24f9b34350c793c6395b641ec16dd639"} +{"episode": 44875, "episode_seed": 1747352409, "split": "train", "timestamp": "2025-10-13T03:19:46.700046", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1747352409, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 chilli'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "109327", "label": "taking chilli", "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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XUGs0jvJ1RiWMyJ8xJPzHnGW47mta8srLxG0izWhjmiZWfYuXQICrQsTzwckH04PQVDZ2lrb6xFdGW2jt5Zfs9vDcK4RWCltxIHoQMjI5HrWMo6HPSlOEbVHo9DgNctHttVngeRGETFQF6KM5ApmkajLp2r297ESJrd1liI7MpDD+WPxrY8b2UdtrkssR+WYksuMAOAN2B6bs4rmIn8uZX/unNaQPHxVP2c3E+4La8jvrSC8gOYriJZkP+ywDD+deR/G47jog95v/AGSuv+GOofbvhxo7E7mgR7Zjnpscgf8AjpWuP+My75tEHbM2f/HK3ofxUedU2Zwvg3TrS91iae8Rnis4GkRFGd02P3eR3G7HH0q7pvhfT3d7OfUVlV90jzLL/rGwfkU/3c7iT3OPTJq211c6L4f1G0tYpGvtQgHlsoOVLHBAAGSQvfturD0e6m0Z/wCy9Xf7NbyMAXyGMW4Dn6cKfYj61NaXNK7PWw1KNKzkump0Bh0Wxkns9ItlvZmRT5qgERDncG6Z78VbXTYnXT4pS0v2W58z94xK5HBVvQYHTtiuQezi0qeaS31Se2LFtguIxibAPKsDgg/1rU1HWY9Fs4LORZHuJY18+RTjAON2PU44rC7Z6FKrSkm5KyLt5qtqltfMtjZXFg0vnx2wRyyuq7TwTjAGOR261zmna7Cl0ZI5niaXh41Xajei7R0GRWpcz2xsRcwZZFAWWQZwCchW69QDgjpjFUBZWkUqXIjVZXQDGPkj7ZAHJz1HfFSkYyjOlU916E1y8upx387XLgqDIEdRt3Du3v1I4xXFtlXLFsk87vX3r0fw/b2wtr7TbuaGZhCryHy2MjxugIC+hGV4PIHSvO7yFra5kgY5ZDg0QVtDDFe/FVe/5nvPh66abwzp00hJnngUn3NddpYMMIRjlu5rlvB0fm+DtKlK4ZbZVXNdJZuAB6nrWVveOeb0POdEs30a6h1zVISbOwkYJbFctcygj5V9k6lugOBVi+8SwWJDLJiykV7qCMj7pkAZeB1AwAe3WpLLWLHxCjjWYEttz+RZNFKQqp/dIPTgZz3JJPNSap4QsrOPTJ55ES0iiliE2CSV5dVIHXJLLnPcV6debcmz0MvpypUlKOv9XNHwxqWoa7eXmmR232K/jw8ErDfHvQEYA9WRuM8ZUVysthHHq0WpWAkkSVJDdRg5KuGGQy+/zHHWooNSvtPjurvSUe3ljfEM0q5Mm04bHpgGo9Qu71QE0+a3eVbkee0JJEucDIyMD3Nczd1dnaoKU3Ppo9O5l+J1sRqsLW87KxhUm4HQrjGOM+hFWNGtX8Q3kFssseFUpt2bRjqAP1/Oo7yCyfU9KtbhZ1t2s/NZlONw+Zjn2Hb6VjaJfLoutC5+1MR5RkyOeDjA+tZaN3OOeI5JOy1Oi8QeFLnT4misZIIZdmJFUEF+vfOBXFgPbRbXUo4O1g55JrvI9eTVrwvI+QwxUWp6DHe4lUEMuCpxxTuos55Lm1W5Y8HK63EeeMgGvoTw2+22Qeorwfw9byRXKhuDnj6V7doDskEYNOnLUzqr3TjvjeyxtosjdFW4OfThKx7SdtK8PaQ93M8lxCrm9sWcAwqy5QMPUY7/AErsviZf6ZZyaG166LctK/2VpYi8aNgfM2PTjA6ZwT0rzW68MatDd6jI86OLq2YPMh35mADqxPf5gRn0auuVS1OK7f5hgKc4zlUjr5fL/gkt3r+jxCK2vHhjjulVXiEZWIo2M5KkHI569xXI63/amjvcwRh4YoHZXhlG6KbB4KqcjHTB/Wo30h7S0gnvmTy7lllRplyxGCPlHfOen+zVrXtYg8QXlnbvG8bWMP2ad8bTMqnPzH2AUDvXHJ8zPQrJVGmluZl/oc2tNZjT4o0lZAdqcKi9z9KbcaBd2VoBFqHm7Rz8nA+lNstYS01Y3Vm5FvbxSELg5xjsPyrd0m6GqWKtGex3fnR0Oabi56M6vwLK0enIhOWA5Ne0eHZfM0SJgeea8X8JlVZ4jw3UV6z4Xn26asR7E1cNTCstDonPy8V5f8YozL4Lv8dQAfyNenqQwwO1cf8AEixF14O1EFf+WR/lVy2MI9ifTL4aj4d068zkz2UUp+pjGf1zXk/hiOWXQtYu43ERtZwIgyA+dkAOoz1A4z6V6B4BnE/w08Puzc/Ygn/fLMv9K4i8069vG0bU9KFm1nAuI4LeYkKhJDrz/EQWyTyTzV0ZWUl6fqGFhL2ylHW3/A/yLuqXWjXDtd3EMMXlybUa5O9Q4AJDD7vPPJz07VjaxHZpevZxxQX0N7GsqWzwJG1whyyktHg4XA57msPW/DGs3UOqGO7ZoLScIHkPkK6nkHB6kjP61uWt9p1r4Pj0+Nki1aJgLOZh96PdudAeuwn/ANCP0pSfMz1aqVVpWfTck8Of2Rd2t3p0cd3aJJugMUuGEbspyvHUZIOccAYNedRfbvDPir7NbAP5mAYxyGGf/rGvRLHVYLm5NqYyLmSJr+4mEISKKfqQCc9lAz05+tVL2Eza+8iGKHcm2D5cldy7vqeT+H0FJxi0lc6YUm3FReq/JD9KvvsuqfYpLaKR70sJX3kbSy8tnqcLn3NYczav4lktr2ytTb2umA20b3zYj8g8Dd6sTknA7+1Q6VrVk3id9QbyF+zOMJvwsn97Gfb09a1L/wAIRy2sl9puplEYhoF8zeZFOTwOvHT65rCcm3bojblp1J3W3lve/wCZhazo9zqEM7XOp2kkFo3li5DnAOAdvPzEDJxgHNcFcRJFIPKkMkZ+6+0rn8DXTS2l3DPGl1JKUVzcO+MBgi5x+fFcswO0OSOScCinc8LHu9Vu33n0b8C77zfB2oWxPMF4rj2Dxj+qGqfxpkCDSX5wFnP6JWd8AJ8rr1sx48uCXH0dl/8AZq7Hx0mn/wBp6I1z5L3YkcWkM7BY2Y7fmYng7cDC9yR2BB6IO07nmuPM7HMjGmQ2M90okiubAyvGqANE+ACpOcjouR2zWc9johupLeIQC6mXAVo1nkLfeAw4wVYenqKpX2l67Zx6uZyMuTciUkybpBwV/Ec+mVrnToWqWms6ff38jrEyCaGTzBuyORgdQehHaonJPQ9zmap8k1q/uGyXNjc7bi8svNhtsIs1qNohXrt2/dOO+MdaTxPbQT2cUkLSOIYsEuuGJP8AF6dq3fE15plzfrFpgt7exnjVb2PbxFKTvkKge5x+HpVH7RFqUKTwwnY4eMLKu0uyqSp46jA5HTse1ZWRNKCUHfqc5oN68lnLbzqr20an5m6KO496s/20wnF1HB+/gdTEEY5Z/wCHPsP1qHVZRaacLddg3ndKqgDk/Tp9KNHOmzQx28ybpeWcng8kdD+VDG3a1OT1NPSdP1qa/utStpI41uldneeXaQ4G4kHnkHn9Kx9U0LUZz9vukS3Ep3GSUhIyCAQQxPzZz0GTW1dadPZ2pbTL10IPMRIYAng8/SsPUZppLVYrhGBiEcKb/vDPJH04qVe4sXCMIcqTt+HyPddIg+zeG7CEY/dwIpx9KtRzbOtO0+I/2RbccCJf5VWnIQ9cVjfU45LQ87srOCYZn2SW6xYO84WNcc/jnNRW3jfUdC02OyuLSC7t3gklEVyCJVTzSMB/90Dt2NammJNaeH31OSCOVLkMqI/KySrInb+6udx9cY7GsDxVpO5ILl5zI6WpV3JySxkOc+5Mn6V6VSS2R6FpukpU9LGxrK6VF/Yt5ZX10Ue8ezms50+WJZRu3BhwcZBrB/tK6BeyVi1zFctvKqBxgqWJ9Oh/GpdXivpfD+ku8bR2NreMLl1Gdr7V2Mw9fLAx9D61f1BxNaWS2/2SK1jkd5ryBN32xixZC3GRgfwnnNc0pe7oa0nNTdOO90S+Ib3S3ktgkLwSR6YLeRZR82QNm4E9AdxPvXDT2aRzSLCyYjiZSrHnkcFT3H8q7G3soNX0u7triN01JHVhduPklj4+QnPy8gcnj865O9sbrTy0N0io6ONoZvmVDxj3HI5GetRHaxhiVFNxsUNLka1vQPMwvfPrXrPhu7R4BHOgdCPyrxxZikhkyMryB6nNd54Y1RZYgFb5l4qnsc9Npe6d79hSC7WWHlc5r0rQmWW1jZfyrz/TJftKDvXaeH5GgkCfwk1MNGFXVHPfGQMr6DPGm54/O2AnADHZyfpg1w2k+JrjwvPDFcXTXFlJDK5Kpukh2rliBxkcjuK7v4wufN0FVfaNs7tk4G0bCa828QWkc0t6kAklmisXBD8eRuVcRAf3vmLMfw9a620oJs0w3MqT5NyWeytddvzdaEBqhiRwLaclJI22Hb8rdgSSMZFcULjzZEV/OAuSshRTjLj5WB/EVY8OyfZ7qVrkuNqpIChIZvLQnAI55U1n6dpl5q9rCUdIURpZDNMxVFAwW57nvjrXNor2Kc5fFLrcuW9k90ms/Z2jhW1i3D5uSzsuQPXABq/4dumhxDIeiLz0znJ/wrIMP2uFLTTVmkuLiUlZGO0vjjJ/XA7VS+2XGmXhVySgfb83Xjg1MdbmdS0Zcx6jYzNDcpNEeQa9X8N3QktQwPNeLaTfRywJhgc9MV6P4Ov9ytAx+YdKcHZinqrnp9s+4Zz1rO8T2/2rQryA9GiYfpUunzkkKTVu+i860kX1Uit5bHMtGedfD9GT4a6OvdFnT8pnrzS01e+0OCfULeZBDCM/Y5Dncmex/vEn+Vev6DZf2b4Vs7VhtIM7Y+srmvKJ0Sbw8tuxEstxcGIxcfvnUqQc/wBxN3PqcCqo2tJs1wl+eXLv0NLxXet4h02WOCCSe/BMcq2s6yLGFyCWGc5XJHQ9awreOXU9Ski06xInt45LVIrhQxjGAwbLY9Mhq59Jbqz8YySlni/064aOUMQVDAjOf++TXULrQm8d3X9sKNSSKytDeq8a/M0ZUspxwTgsuT1paXdjqhUqPVryLl1bNJo9hpl5NEt05SOZI5A85TPzEKucZ9SQBUfiPRZzr+qXGBLFbzlUhQks8a4GCTjDBSD36GksNQ/tbW4r7T9PaDTIbhHitpI44YQVOVUkklzx948fSnaz4h1K+8e6rcGBjaqm6C2m+VZY5F2lgf7pXJBqL3ZvGrUcrz0TVv1ONtNK06Hw7maCd9UvLxk8t1wscMeGYqf7zZ257YNO8QXyNI0uio0FkjKI4AzbGRsbgM4ztckf8CroL2FLs6cxnE03m+WrA4GxiAQR/ezjnuKw2nBtna0TdeWlwzNHImUJPDD6d/wrCWj1CGHcIylCWvS3lr+RRe+bTtLuxLtube4mETwo5BTGScHt2/LmuZube3I822uQ6Yztk+V19sdD+H6VflgW7u5tshjtIB88h6n1PuSc8VkXMiSzExrtjHCg9ce/vVwVjzsU23eT/rqev/Ackalrg/6cUP5Siui+KUHnNpU5DGSHzfKXOMsdvJ9hiuc+A423uuyHoLONfzlH+FdL8SJnim0z96Uj2zPJ6bRtJreKvNI4YfxFcwdH8V32lXMdpcSQXUbQtIs7SLGUC43bi3HcfWsjW3t4ta/tEw3zW9tCxR3xjdgAAHoyr6D2qv4ls/n1BYx5kkNoYzt4EQLptT3bkk/gKpeFtUvbNrpophAgcyzb1DoVMR3ZU9edv51lU5W7o9RzqOXI/l/w5PplhdvJ9ths1kgiui8swXlgwDY3E4PBzVmbZM99dRzR+ZBZv5McUgZQzEKS7DgHB6ZzWTpGs6dbaGgv7CCa5aIR2s8ysywkM2SVXrlSox7CtG0vbjRNH1G58p7iS9txHDK0YQxDqDGgPAJ7YHSon5CVSbjyrbc4q+027iEcsqlkkzgryOGx/h+da1xLBBazw2NsJI43RVnkQCTcMcn2OSMelMs9QnurBInKLIkpdbiQ/LyBlCPfANIWia1mlCGOM/M653EEk5/IgUSM1DmfMmVvs08d8Id4WCRWcNITiPA5B9wePyPetC+uYnGnabqDMWjVXjuozu+8cgMP4hjHuP0qS4uIjZtOsYa1mT94WU5UjB+U9t2Np9hWFEqhRe3chCK2Yoh1cjpj0A7mpWruXWjKKcb6dPQ+k7BgNLhAOQEHI78VRaRXuCpx+VN8P3Ym0S1YnO6MfyqjfK8V4XDEA1lNWRg3c5fw7qFnrfi/S9J8wppZZrKBXYgquDlyB/GzDd+IHSqN+Ejmube5ZUSMi4VnPDASNyPbGw/hWL4Tkgh8Z280u0RRXMbffw25ioAA/rT/ABhEw1u6g+0I8EY8iPYchEUBQD75GT716Mou7XqdOHxEoxjPfbQW0S61SyvYbmRtt9iePLYx2Ht0FRvPNpdhHbw2TNKUEpOCVBxjPueT9OlaOh6ade8ERT27Rrd6VI0c5Y4zGfmUn6c0/TpX1TUYtOtXEvmROzTFwFVQfmJ5455xjmuOE1K67HoOaVNVL2b/AOHOfj1fUGM9zds0cLKsbLjb5hPIGPTjJ9h70ws9xp4gu5TJa+U01vIx5gdecDPY9CPoe1XLzUbB5v30hMagrCWj/h9fqev5VRiuLOeOeyLhoz88Z9D3qvM43BVPiluc+7fPuxxknp1rU0i4k028i3niQZI9KhNi9vKvnBvIyHX3HrVO6uC0wCtkITg1S10ONx5FzPc9w8P3q/I6nIPUV6Hp06go4IrwnwrqxaCPLYwMGus0fUr7UfE02nf2zc2kREhhEShssqFgvsODyazUdbFymuW53XxJ1CHTG0PV5RFJ5CzxwwyHiSVwoGf9lV3MfoPWvNrzz7TS7PVJGHkapGWZ8EElVVX6+hPX2zXPeLNd1LVLTTpb2/lm+zswXzD90OAG/p+VbN3czf8ACq9KW5ZbiMGWG2HUq7urH6fKD+ldD1SKw1ZwvY543v8AYuoxTGJZZ2vA21h8ojXjGPcDB9jUdok9trtzHC0SW78iAD5JFznG0+mfwqPQnfWfFH2a7kAa4tmjgZhkK4GR+e0j8anImuvMtrhPKeMFGdRtKAdifrXNKSU3F7ndHlqx54rRaL9f8yldOLUrNNdmKVW3JHCR8vU9aNWurHUFjluYnMj8+eOCR2yPTrUc+gW8YMrmZohgZ/vMcYXp16/QVTEbrd77niOTKMuMBB2x7CqSS2OSrzVJWsW9Ju2069e0ZwVVsoR3B54r0bQdV+z30Ewb5SQDXkF60kF6h4BjVVBHfFdnoOoC5t1P8S05LqYwbTcWfSdjcLmJweGGc1vbgRjsRXnPhzWEn0y3yTvQAHNbXjHU7uy8Im7sbh4JxLGu9DzgnkVrGVzOatqXL9QreT91UTaMH6kn9a8gk1VNZF3rFhaLDDpigRwD+GNgoDHjAJdeR79+tbGtapqI0eO/tPEOpS5mMGZ0VBNhcs0eOdoPBz6j6Vxvw/u7p9F8RLI6NZSpA10DghQrhmOP90miKtcdCfJPmRU1JoLy9N1dlVtVhkkkKjlywUBcduFH5Uy4vHXUtO1nSIpIn1C3VLwSkNHI4XDgj0PBwe4zWHdawk4tLVk22b3Q80kfN5Zbdt/U11KwQWGoPoupQhEgl3hlOQO4wB2PFKbSqW+49WHJX6arX5/8MSQzJrsz6bbR/ZWhSOMOj4VZNuW4P1AA9c13817oU+h6XDbQLqMdnb7HIAS4SKJgNwHSSMNglCQRkH1rza28M350tJ45FTzZJJHwcuzjDM3HOAOn0NbyDUNJ8P29zp2nul/aJMIJiciQswZ3I6Y2rtx35pKPXqOsnKEebdeZiXlgmi+IA1ncR3unXEwFq/3GgkDh/LYHoDg4OSDzg8EVzUeqLY6hqKGAOJ98Uiv/AAsScMOa9DmPhbxD4f8A7Si017fUYpEaaCKUhEGGOQD0UMOnqcVBdaFpF1pSQmKxae2TzpJGYh3BzuQkemOPSsnebdi6cHyXTsr6X9DzlZJim23izbQYWVtuR83DMfzFc5LG0RCNjPU47e1ei30Vte6bPbwiSGJsJE0ZG3aMFgfXnaa4jW7eODUn8qTeH+Y8Y57/AK5rSB5uOptS5rnqvwUj8vTtcuD/ABNbRD83Y/yFdX4yntbGaz1G9hSeKKOWKKFsDzJnACdem3BbPbaK8/8Ahk/zJYT6ldWMN3cZEkMscaqVUDcxfjABPA5J4ql46vNROpRw3dzcyfZJpYlW6IDIDxzjgHgdM+1abs82Ok0zXvpWtrXzMCQasjziXBwxIG78dxI+orn7I2EF0jaiG8u8uJImhiPzCJgQT+i4+grY1y/mPgXw/JeAB7e38q2fuT5rE/gAi1zemxDX9Rv9sOZLa282CMH+EHLEe+DWc7JN9Op6sKnN7st9l/XoiXT5PsU0lnewiWxsnJUyrh4zjJKkeuM45GalinY/ZNTLmPymVgkhyAT3HtzUd4I9UhLRF0kchJkByXQck/mAPxrOvtO1BpQJF+QgYjiOcAH7v1qWr6l/w04paFjUW0vUpZltkeyaORgjRjfCzZ+8B95c/jVePdFYXMM8YZ1ILuhyGGcgg+hzVjYtkbOxli5y5nf+6xIwM+38zVW8t5LSZoihAaJlBHRsHd/jQuxjTi0uf5Bb3sY082DoHgEnmh8clc9PxxTNYhvf7NiuJrXy7edt8TkY6cFR6AAr+dbHhTRZE8nU7pcDrAjLntgMR79vzqp4ov8A7frK2/n+ZGuVBzxucDOPoQo/CpilzaGlZS+rpy0O9+HusreaNHE33oRsP4V0upMHbdXhvh7V7rTJJY4JniLkcjqCOtej6/aa/o2h6XfXl7dia88zzIWTAgwFKBjj7xDZx2+uaJwbOBTOd8BxRv4wKyIJEOxyrdMhlxWf4jvJZtSuICEWNWI+VcFiepJ7miivQqf5m9H+Ejofg2zSanrtmzHyJLPcy+pDAD+ZrltJJtLXVJoSVkjLBW7gcjH5E0UV50f4s/kdMNacL/3ijqzeZJPuAxCEijHZVxRo2nw3Vlczyl90fCgNgetFFX9k5Knxom1+Zp9PtZWADqxiG3jKgAiudoop0vhMqz946DwxIwlkTPAwa6Sy1O40zXXvbcr50bNt3jI5UqePoTRRQ/iKXwGPr7FLSEKfusMZ59K6y8MqeF7eyE8phlvn3gnqCkfH0oorpp7L+u46O7OEimks/EVnJAxVop42Q56cg12fxYkaz8SLFb4jS4TzJdoALHOOv0oorhq/7zH0Z10m1Qn8jF8QTP8AZ9MgjxFHDp4kAj4yxJyT6muRN3cOCGlYjHc0UVrDY5KkmtmXrZBcQXDS/M0cG5SfXirPhueRdRKA/KR0oopdyr6o9t8IkvbSKeg5roPEkrv4EmVjkLcRY/M0UVNLcdX4ThdX1xtVhjjksLOExIER4FcFVGflALEAc56da5jwTeSwaTf+XsUPYzKy7AQf3kYyR3JHrRRXXT3Mae5y+rqEtgQP9YNxHoQR09Oteq3dvFf+F/C+rzqDeNZHe68b8AgZ9cYFFFc2K/iwPSwT/eEGgXsmrzNaXgDw2/mTqoJGW9+ehHBxjir9vfzy6dLG+0gJJICBjaRGcYx9aKK0T1PQpJOpK/l+pwt7ix1fVPsyiMQKJI1HQbhyPcH0rT1/xBdfZXtIoreGEoAVjTGQQD60UVzVNJ6BSb5UvU5I6tOulO3lwE7XXmMdyBXN+fLOyLI24KTgkc8nJooremeNj23NHoGi6qdI023iFjY3cUy+YyXcO8BwzEEEEEdemcHuDWV4tvp765ivLthNLPMZJdwwGJIzwO30oorVfEect0X9Yu5JvBWko6of31ztO3lfmA4PbisfwVdSReONHZdv72ZYXBHDK3BBoorLEfwpejO6H8RPz/U67XrKDSda1NLRdifaAAp5CggEgfiTVe6Jaym1An/SPPWEHsBjrj14xmiisKLfsl8jsxG5k30alRkZLYBNBZrzSoDKx3ctuHByM4P6UUVZovtehvRXDXNlPdTAMyxIAuSF4AA4B7CvN9VJS+IU42M2D6YY4/lRRU0CMz6IhilaW+85sB2fcdoxyTXbXev6nf6XBp11eTTQW8jyJ5kjMSWxnJJ5xt49Mn1oora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", "info": {"video_id": "109327", "label": "taking chilli", "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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B07U26giu7ma0ulVWjUh3A5U/e3jPQN0I9elQiGKFVuI2WK3s1DvCyklxuUYJ6E5IOKlq6OanUqUm23oZfiS3eG7Qee0gdBKd4w5J6lvetv4YzuPEkltn91JAzMPdcY/nTvHdnA0dpewNGx8vDtCpWNlP3MZ5zjOe9RfC4k+MQoXO63cZ9OlP7By14ezq27nslofOu1lB/dIcfU1z/wATF83+yB6eb/7LXULGsMqoBhQOK5vx2rTPpe0ZYCXA9T8uB+da4Bfv4/P8jjxd+RpGV4X0iyudB1q+uiIpWQWtvMxwkIJAlcnt8hIz259RUtn4W0SXTZIri5MsFqu4MX+aXJBZ27HGQFHOAOeTWfrEWov4R/4RbTIHeVrtWlcEgSIBnJzwq7u5PO32rP0bVIo9Pn8Na/cmA7GSKVHGdyk4TcQQMkkbvQ10Vp88ryPTwtKGHbutra+fU37VdOuIX03RrRJ4hKVe7i24I4wBnBODjntWnZQ2La9Z6jcRrcx2lsysJnJDIefzB7+przqOxbTp0tLTUbm1uZihSzuIxv8AmYc5HGec9AeK7DUfEWm6Fe2mlGaVi/8ArZQMrHycHn72W5NYK7T5tj06NSlUi+fRfqV9b1ZbHw7G9zp1jepBIy20qW7HyEkbcGZXJxkhxjpurmdH1yFHYW1xMOS6xFc/OB94DoDg8V2erTWsNsJERJrW9+RhMrbBIpDFCe4kUEj0bkVg3Xh20j84WaSRXF+4MLPH/q1Y4CgJ3BI5HGfSs3G1zFQqUZtLZdzntRt559Ce8N43yybdrrwisMHaeuSRg8dq5PmIEZwTwa9RvLOzvvCE0Ects5jlKK8QbzDKrcs+f4SoYgjg5HpXlsvBwevelBW0OHHR1VVdf6Z758ANaD2mq6MxPAS7jHv/AKt//ZDXs0rHaK+YvgpqJsviFYRFsLciS2b33oSP/HlWvpeV8oDWkjyJLU8D0SzfRrqHXNUhJs7CRglsVy1zKCPlX2TqW6A4FWL7xLBYkMsmLKRXuoIyPumQBl4HUDAB7dakstYsfEKONZgS23P5Fk0UpCqn90g9OBnPckk81JqnhCys49MnnkRLSKKWITYJJXl1Ugdcksuc9xXTXm3Js93L6cqVJSjr/VzR8MalqGu3l5pkdt9iv48PBKw3x70BGAPVkbjPGVFcrLYRx6tFqVgJJElSQ3UYOSrhhkMvv8xx1qKDUr7T47q70lHt5Y3xDNKuTJtOGx6YBqPULu9UBNPmt3lW5HntCSRLnAyMjA9zXM3dXZ2qClNz6aPTuZfidbEarC1vOysYVJuB0K4xjjPoRVjRrV/EN5BbLLHhVKbdm0Y6gD9fzqO8gsn1PSrW4WdbdrPzWZTjcPmY59h2+lY2iXy6LrQuftTEeUZMjng4wPrWWjdzjniOSTstTovEHhS50+JorGSCGXZiRVBBfr3zgVxYD20W11KODtYOeSa7yPXk1a8LyPkMMVFqegx3uJVBDLgqccU7qLOeS5tVuWPByutxHnjIBr6E8NvttkHqK8H8PW8kVyobg54+le3aA7JBGDTpy1M6q904743ssbaLI3RVuDn04Sse0nbSvD2kPdzPJcQq5vbFnAMKsuUDD1GO/wBK7L4mX+mWcmhteui3LSv9laWIvGjYHzNj04wOmcE9K81uvDGrQ3eoyPOji6tmDzId+ZgA6sT3+YEZ9GrrlUtTiu3+YYCnOM5VI6+Xy/4JLd6/o8Qitrx4Y47pVV4hGViKNjOSpByOevcVyOt/2po73MEYeGKB2V4ZRuimweCqnIx0wf1qN9Ie0tIJ75k8u5ZZUaZcsRgj5R3znp/s1a17WIPEF5Z27xvG1jD9mnfG0zKpz8x9gFA71xyfMz0KyVRppbmZf6HNrTWY0+KNJWQHanCovc/Sm3GgXdlaARah5u0c/JwPpTbLWEtNWN1ZuRb28UhC4OcY7D8q3dJuhqlirRnsd350dDmm4uejOr8CytHpyITlgOTXtHh2XzNEiYHnmvF/CZVWeI8N1Fes+F59umrEexNXDUwrLQ6Jz8vFeX/GKMy+C7/HUAH8jXp6kMMDtXH/ABIsRdeDtRBX/lkf5VctjCPYn0y+Go+HdOvCcmeyilP1MYz+ua8K8EwSXup38COIjHamYSMuQHViVUepODx/hXr3gCcT/DXw+7EZ+xBOf9lmX+leZXOmPfaAqeG2he0gui/mCXEk0q9Hdeo6cKeg9ySapyspfIzowk6q5d0WrhtKv9PgS9hWPyYU3lm2ouSQDtHbp9M81g61LZ2i209klq0d0hiIS2Rc4wrxo64JBz68A1FrGj65qWo3MFsSGNt9oaIfJsJ+8pY8HB46+lSeG/7N03wxeWmp7ftDIZLWQkHybkjaMHpyCc/7o7isZy5ndHqVpc6tbVFLTP7MhFzDHbXFpMiHdCfnUE9CD1I4PXJ571x9z5mkawpgOHXGCOjV1ttfRNc7blVku7siDZDGSqqowrE98n0qK4hTzIJ5ViKoGZpODudWI4Ppx0HHWlZDdO8VGL1X4FW61FLZFZreMySIN6E9BngH8agke71W2bRbZJDEJfMVt3ytN3/DHA/OssXkUms+fefMitubAyCe2RXSWmn6fdRJNA5gccrIj9Djg4qXcceWtOz2F1DS9eubK1sphFOrxB2W3bzGUK20uV9ecHHpnvWj8LtIlsfEl287xeYsBUxrIGZMn+IDoeOlYNy+qWM8zNNJPGqNGhxgDcRkHHrmun+FiK2v6vsAAVVQAdMjio1sznxS/eJa6dz0eRisprmfF9xJ9q0jyUMkpnCooGcksvb/ADxXV3SbevWsvKzXy28L2qX0kMoglmkKsox8wTH8RHfqBkDrV4WVqq+f5HNOLk1buvzJ7gwaZfXenTMLmBmiS3kBCqu7JxuHJAycHnHNYssWjy2V9FZm2WSBPPeD7OjnA4YPvBOAcHOfWsm50PWbPQVty5R4boJEIlL7o5Dk89trZ/BvaqWk6Pc+GvGjz6oVnZDgJ5okJUghg3tgkEGuucrnrNtwUJLX8NiSWfTvtUOo3Fk7SSuEi1O2G3zGB2jch4Ax0249eaPiNpFvf6bBqtm7Ewo0brLwybSWxnoRhuoPJrTvtY09dSu5rV0k0KM/abNI4d8iyRrhEXsATk8/riprycXehPLDGsctxEtxskUZjJbY5Ixg5HOT169Qaiys7lUqKVPl72/E5Hw/qd5qGjq14qyRW7Bld+rkdPxHrXQX3iWVLGwubTT5Td3SS2RFuxP7rI8xuOjEkgenJ9KxNauotM0OGM+TIkv7qNBkbSp5xjqORyOnT1rSsLPTta0eHSorpTcWxaSJ0m2l1YDdntwRn8/SsqjaXKjrcY2UJPVWuZcej61o1ibWe7soHVlijt3kPmyI54VwOAMHqelchr2iJp100b3cbXJ/5You4g9TuI4H5n8K6bXPDl9pl35cN+91bq2QUGc4I7jrxXIakj7LYSOfOnZ5mLfwgnaB+S5rOPxHm5laMVFJ2Xf9Cx4Nv/7N8VaZeZx5N1FJ+AcZ/TNfYNyQskiDorED86+J7VzHOGB6ZOa+0d4ngSYHmSNJP++lB/rW0tjw5Hz9ZWcEwzPskt1iwd5wsa45/HOaitvG+o6FpsdlcWkF3bvBJKIrkESqnmkYD/7oHbsa1NMSa08PvqckEcqXIZUR+VklWRO391c7j64x2NYHirSdyQXLzmR0tSruTkljIc59yZP0rapJbI9203SUqeljY1ldKi/sW8sr66KPePZzWc6fLEso3bgw4OMg1g/2ldAvZKxa5iuW3lVA4wVLE+nQ/jUurxX0vh/SXeNo7G1vGFy6jO19q7GYevlgY+h9av6g4mtLJbf7JFaxyO815Am77YxYshbjIwP4TzmuaUvd0NaTmpunHe6JfEN7pbyWwSF4JI9MFvIso+bIGzcCegO4n3rhp7NI5pFhZMRxMpVjzyOCp7j+Vdjb2UGr6Xd21xG6akjqwu3HySx8fITn5eQOTx+dcne2N1p5aG6RUdHG0M3zKh4x7jkcjPWojtYwxKim42KGlyNa3oHmYXvn1r1nw3do8AjnQOhH5V44sxSQyZGV5A9Tmu88MaossQCt8y8VT2Oem0vdO9+wpBdrLDyuc16VoTLLaxsv5V5/pkv2lB3rtPD8jQSBP4SamGjCrqjnvjIGV9BnjTc8fnbATgBjs5P0wa4bSfE1x4XnhiuLpriykhlclU3SQ7VyxA4yOR3Fd38YXPm6CqvtG2d2ycDaNhNebeILSOaW9SASSzRWLgh+PI3KuIgP73zFmP4etdbaUE2aYbmVJ8m5LPZWuu35utCA1QxI4FtOSkkbbDt+VuwJJGMiuKFx5siK/nAXJWQopxlx8rA/iKseHZPs91K1yXG1UkBQkM3loTgEc8qaz9O0y81e1hKOkKI0shmmYqigYLc9z3x1rm0V7FOcvil1uXLeye6TWfs7Rwraxbh83JZ2XIHrgA1f8O3TQ4hkPRF56Zzk/wCFZBh+1wpaaas0lxcSkrIx2l8cZP64HaqX2y40y8KuSUD7fm68cGpjrczqWjLmPUbGZoblJojyDXq/hu6ElqGB5rxbSb6OWBMMDnpivR/B1/uVoGPzDpTg7MU9Vc9Ptn3DOetZ3ie3+1aFeQHo0TD9Kl0+ckhSat30XnWki+qkVvLY5lozzr4foyfDXR17os6flM9eS6cbvR53FhcJGIgTiU5WZu/0Fe3aFZf2d4Us7RhtIM7Y9Myua8YgbztKu5bm4IIVd7EBmKOWG1f9tiMD8TRStaTY8Ov3jtubF34iXX/DyM9vOsxhDRwWrq7sG7MoOQDtB5HauM2J5Wn6bFbvJLbtHJJHIu7zGckcAdRyBjtWbqa3FlqUIEJTy4rUqAc7WAUgA/8AAiK2dY1a6lvtLiuJ1mPlXKoNoDCNidmWHXopHpWWl9Do9pOWsi75NzpmmyWt3HBbXAZ2RpHCYz0CgZJI9BWLr+mzSS2dlZMzQxWibfMOHJKlySO2T/MVcurqx128MWiWy6fbqnzQ28J8zHG4tITwuewPeofEniS5l8RWbRWqwRW0aILdfuMV4wCPXAFRrccqk5K722Oe0uGCAXEtyjtPuSOKNkyhJOSW+gHSrF2s97cXLRwfZ5EIZFTgbsZK8euMgevHepZ5VJwyqVLM8SB/mhIB+RvXrx/kVPC0IvZ7R2dZWA2so6Echs/56UN63FSo8z0f9dBmjz3Fmo1ESRHZA0jwZ5YcgZHfnFdn8KWs2u7+e1MibyN0MnJQ+zfxD9f5159qUktzdxxLCsVywAlWIbVUDgAenTJ+tdh8M7iC21qe0hl835N0knZm9vYevely6Mzqc105P/hz1fUJdq81yHijcTYmBvLlO8ecpxsX5c8dz6V1Gpfv7U7eorl3Bl1PToZSXjaXYY8/eJIAH8yfQA06C/epPz/IKbXOrlnSPFc8f2rStTktpYFEaGcSiJpA4bC4P8WFPfFc3ek2WpXl7NY3iRXbJDDPKcjYxYFyRkEMSBnP86peJFmnt5b20/fM19CWuAMCYqjgkAdF+YKPz70zT9Vurb4d6tb/AGx4rI2zxG3OGDM0oKYB6cEnI/u11Sa5ro6pTqqVn01Oi0XT9QtJbO4lht7bTltjFvkKRDj5d7EnJ6de/NS/2cbvQtYu7WSNpbi8hgU7m8kRYYgKduWO7ByBiqkuvWCaJbwjSD/bd4EkF3FarK4UxplQGIAO4McnOOver91q2p6J8O9Vt4LeQ30twtw8quskqgYDF8fwjCjPT5qiT1sa+2q6NbR1OQ1Hw6kmt6Xp12LhbWS4Aku40y3ltg52+q/MPwzT0n0eH+0rm009lluJB/Z+CdwiUlWXgYJK7iT61u2t3OyWkE8sa+VFtEpY5nU5Yj/ZIJbDGsF1ttNjt5WD/ZUvDHGy/eGACufwJz7msalzRUFKrzt/1cwlN5LcyQSXi5SVVhuXYgsDyvP0war63e22ralMLgtbXKMUEp5SQDgZA+706jI9u9WtZdreKSEoCisTbELg/Pyc+u3GB9aw7uFbGEJI2+6kUZH/ADzU/wBT+lKKV7nHivaW5Zvb+kVViMcu3cjfKeVbI6V9eWcjf2Tpx55src/+Qlr4+i+/+B/lX1/b/LptlHnlLSBT+ES1tLY8iZ494d1Cz1vxfpek+YU0ss1lArsQVXBy5A/jZhu/EDpVG/CRzXNvcsqJGRcKznhgJG5HtjYfwrF8JyQQ+M7eaXaIormNvv4bcxUAAf1p/jCJhrd1B9oR4Ix5Eew5CIoCgH3yMn3rWUXdr1PWw+IlGMZ77aC2iXWqWV7DcyNtvsTx5bGOw9ugqN55tLsI7eGyZpSglJwSoOMZ9zyfp0rR0PTTr3giKe3aNbvSpGjnLHGYz8yk/Tmn6dK+qajFp1q4l8yJ2aYuAqqD8xPPHPOMc1xwmpXXY9BzSpqpezf/AA5z8er6gxnubtmjhZVjZcbfMJ5Ax6cZPsPemFnuNPEF3KZLXymmt5GPMDrzgZ7HoR9D2q5eajYPN++kJjUFYS0f8Pr9T1/KqMVxZzxz2RcNGfnjPoe9V5nG4Kp8Utzn3b592OMk9OtamkXEmm3kW88SDJHpUJsXt5V84N5GQ6+49ap3VwWmAVshCcGqWuhxuPIuZ7nuHh+9X5HU5B6ivQ9OnUFHBFeE+FdWLQR5bGBg11mj6lfaj4mm07+2bm0iIkMIiUNllQsF9hweTWajrYuU1y3O6+JOoQ6Y2h6vKIpPIWeOGGQ8SSuFAz/squ5j9B615teefaaXZ6pIw8jVIyzPggkqqq/X0J6+2a57xZrupapaadLe38s32dmC+YfuhwA39PyrZu7mb/hVelLcstxGDLDbDqVd3Vj9PlB/Suh6pFYas4Xsc8b3+xdRimMSyzteBtrD5RGvGMe4GD7Go7RJ7bXbmOFokt35EAHySLnONp9M/hUehO+s+KPs13IA1xbNHAzDIVwMj89pH41ORNdeZbXCeU8YKM6jaUA7E/WuaUkpuL3O6PLVjzxWi0X6/wCZSunFqVmmuzFKrbkjhI+XqetGrXVjqCxy3MTmR+fPHBI7ZHp1qOfQLeMGVzM0QwM/3mOML069foKpiN1u99zxHJlGXGAg7Y9hVJJbHJV5qkrWLek3badevaM4Kq2UI7g88V6NoOq/Z76CYN8pIBryC9aSC9Q8Axqqgjviuz0HUBc26n+Jacl1MYNpuLPpOxuFzE4PDDOa3twIx2Irznw5rCT6Zb5J3oADmtrxjqd3ZeETd2Nw8E4ljXeh5wTyK1jK5nNW1Ll+u1vKC4CJhQD16n+ZrxRRbXrQaFaRRmaxUSTuh/4+J0OXxj+4rMM9wprpNa1TURpEd/aeIdSlzMYMzoqCXC5Zo8c7QeDn1H0rzj4eXt/ZeKD9kAeRbW5j2dd2UbGfxxRFaMmlPlndDdSuDq1xaSKEjUumXPGxV3Hn81/SqN5NbixtNT0ozreWUrW3mYBUpu+Q8+xYHtjAqtrOoxWct/a2YUqrbEP93A2tj8v0rTa1t9LhgjMLGzv7dJI23DBBHJPuDmspNJpfcd6caqt16/oN+0xborOO2FvO6u0v2c4UEkAcHp3/AAFRyXllY6ebO8hW5ZLj92Y22yozjllJ49OOlVZNOu2a5e3beX+USscZjHCgd8nGTVfTrGWK7F5dI7xxHc27+M7TtUe/9KTityakm4crRC9rHBP51tKZbUMDJFIux0z8ucdD17HvT7q5EGrLdBds0bB9pHBXH+fzqWOE3unCYRAyqGSROmcjGaoxWV1ql9bQQKd7RDe5HCAHDFvpinvuJKUEuXrZo0oTcanfOmn2ZkurhjJsUeg4T8x+NQeGtTOmeK/MZQBMxBC9Bk549q6m4lTw/wCHWiglMbRnK44d3z6+2c153NlEhmRvmQlNw9Qcj9CPypU1dE41OMlzbn0dHcLLZ8dxWDe65baMGRoA9xclVSY8eSgYb2Hckg4x35rmvBmrnWdVgsb7Vbq1gmwqyRTRosZ7li/GMZ46k4FYniWe/j1uSwmnnDQzvGgucCRSGAGccbvpxThF86ZzRmrnXakZdH3aO8SYt0SVQQQG43L16fwGsGwg00wPoV0ks1xdWOSY2C7JkYGPr1x8wPrmtzx5qrw63a3F5GrX0qo7YHWLyUTkj1Jf8q5fQjJd2V9rhjDXFpdr52DjahGFx7ZB/StajSSb2PUp1Y1fdnu7fd1Lun67dWukmS/hSZ4kNvaM+RKhLgKpbuBk8dgOK7rwYNM03W31C+unRL6F7eGCRRKADy4cdwQBwPUVx40uLWrrTxZIqyvMZZEY4RZOFQknjGMmr+iaRe2GvW1zJA18QxaONWKrkgrvz7Hn8KSim7s3cGqcqb2NLxLpljq2nr9kMGl6irLNbPu8y2uUZcDZJwVQqAAGGFIwSK4PVrkSaBF5tu0IWcq65yY5AgUjHXqo/Ou2t9Ws7HUYtC8Qabu0MRKtrKSVkiI+WQ5H8LEElfx9ae2kaHYa9dmKBDaxM8gS6fes2chfqCo/His5N3UepnQg9VdrTX/gHnN5q4unhuPs6LcQRCIAAnc/TdWTqsNyTGtwmx4dw+cYJBwwJ9c5OK9D1HTNP0i9Is4Ldp7nDQeS5JCk/dwfx5zXLa9YW0gvLhZ5VR9hiWX5mUKMAf8AfNEVyszxlOUo73OVtEMtyqDqx2j8eP619bSkLPLGCMRkRjj+6AP6V8o6MjtqlrsJDecmCO2Dn+le06qfEui6VYX9zqd6s180jSxEY8n7pUMcfeIbOO351s9jwZq5xHgOKN/GBWRBIh2OVbpkMuKz/Ed5LNqVxAQixqxHyrgsT1JPc0UV0VP8z0KP8JHQ/Btmk1PXbNmPkSWe5l9SGAH8zXLaSTaWuqTQkrJGWCt3A5GPyJoorzo/xZ/I6Ya04X/vFHVm8ySfcBiEJFGOyrijRtPhurK5nlL7o+FAbA9aKKv7JyVPjRNr8zT6faysAHVjENvGVABFc7RRTpfCZVn7x0HhiRhLImeBg10llqdxpmuve25Xzo2bbvGRypU8fQmiih/EUvgMfX2KWkIU/dYYzz6V1l4ZU8L29kJ5TDLfPvBPUFI+PpRRXTT2X9dx0d2cJFNJZ+IrOSBirRTxshz05Brs/ixI1n4kWK3xGlwnmS7QAWOcdfpRRXDV/wB5j6M66TaoT+Ri+IJn+z6ZBHiKOHTxIBHxliTkn1Ncibu4cENKxGO5oorWGxyVJNbMvWyC4guGl+Zo4Nyk+vFWfDc8i6iUB+UjpRRS7lX1R7b4RJe2kU9BzXQeJJXfwJMrHIW4ix+ZooqaW46vwnDavrbarDHHJYWcJiQIjwK4KqP4QCxAHOenWuE8CXTxeLLbYqBmuTubHJGxjj6UUV0rZnPD4jA1OUveSHYih92VUYH1ArvtEt4tT+E8U1yuZrO98uGQcELleD7fMaKK5Mb9n1R3YX+I/RlaORnlltDxE8ixEDrjPr61DdqFvLy2H+qhcooznv1PqT60UVb6Gr/imdZuYtTCpwsm4EfQcVdsZGt7i5jQ/LdKPMH0bt9cDP0oorOp8LOuh8UfVkPjAKgVVXlRyxJJbKkknPHWuFEziBoeCjMG5HQjP+NFFbUtjy8a71GdR4X1ptKt5ozYWF7FK6sY7yHeAygkEEEEdTkZwe4NTXl/caj4mgvLpxLcXMryO7KOGPOQOgx29KKKuP8AERyw6G/4mme//spZyPl0+DDBQG+4Op6nrTfhRJ9o8Z3llKiPbXdjIZoyOG2jIoooxv8ABZ10naorGkbiTw+9utiSNrkguSTkE45GOlb4f7GmnywgLJcjzpW65JYcew74Hc0UVK+Ff10PZkr1YJ/1oY3jJhPpT3joonjRZkYZ4YyMDx7jH5VR0rVJdNN0scMEoihjaPzlLFM5yAc9Paiis6/Rhe05JeRz9/rV3PrUUsvlu5IXlAeB0FYGr6ncNdxBdieUgUbF+9x39epoop09TizBvlJfDKBr8MeqI7D6hTXaSa5qN9p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", "info": {"video_id": "109327", "label": "taking chilli", "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": "7525c448fb04ac941051cf14e15d36d75ac9b88e427ed4b61b80b3d6c0b231d6"} +{"episode": 44876, "episode_seed": 2659769088, "split": "train", "timestamp": "2025-10-13T03:19:48.170082", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2659769088, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 small bottle 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', (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": "172946", "label": "pretending to put a small bottle into a glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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WSbcXodUKL5UpLU5PxDH5OgqJIGt5ZJoyqlSN6bW55/ya5E16/qfhoarpcdrcXnnRJOZPPiHzB8YKZPUYIOazY/h7pS/fa6k+smP5ClHGU4K0twlhKk3dbHmNXdGge41OONASxB5xwOOp9q9MXwHo6Ln7Hv8A96Vj/Wp4NMsvDzfaLa1tofMBibzI8hge3P0qljac/dSepUMNUoyVVNaanAvYXPmlRHnnqCDXPyf61yOm48+td1f3tp/acnkxC2HQqhZlz3Iyao+NofJtdKbj50Y579FrSlJRmo9zTF13iad30/U5Amk3HNBNNJHqPzrrZ5Q8HNd7bajeafpemGaGzu0Nujp9qt0mKjqACRkY4OM9xXArz05+ld/Z29vJ4XsZJXkWMQASuVyY5NxCkDuMfKfoKwrS5bG9GN7itqqaldrJFY6dDcHr5Voufrk5rnPFbvJqyM7FiYEPP4/lXSWmkR/aCglItkUSTXoTCtkcKuf1/wDrVk+J9E1afXCEspZlSGNBLGvDgLwfriueFSPtL3N6lOXs7JHKUnethfC+tt/zD5B/vMo/rTx4S1onm2RfrKK6fbU/5kc6oVX9l/cYtBreXwdqzHnyF+sn/wBaph4K1A8tcQD6bjS+sU19otYas/snU/8ACI6GOsEh/wC2rVJH4W0NDkWAf/fZj/WvQFsYl52J+VTC1jA4C/lXk+1qv7TPa9nRX2UcPDoWlx/c0uAf9sga1rPT4I5oymnR4DD5RGBnnp0rp0gUcfyFSbFVh82CO/pUScurKvBKyR574plltLtAgKFEZFB7AnJWpPCfmXsJZ5XV1HysDwST938RkV1uraFZ6kxaVju6Fs/eH+NP07TbfTLZYbWMCMYyCf1+taVKvu8pzQp2lzFX+zpP4sfiaQ2KgYZV+oNa7NwcCq8hPZR+NcSOtMy2s0B+9+lU7zTlmhYLksORxW38x7LTdreg/KqjJp3Kuee3Oi2mpOFvVkzCSAFbb16/yqJfCeiKf+PZ2/3pGP8AWu9GmxtcSSlVy4GcirCWcK8bF49q6/bzezMXSpXvJXZw8GgaTER5emw5Hcpu/nWtbWCKMQ2SqP8AZjA/pXUCBB0wPwqURqFzmok5PdlLkjsjnb+1l/4R263xBAu4o/Gc47+2B+tZGkKTewr5SjIGM87gQOT7deK6/U4430m6XknyyMZ4Iwa4m0vorc2Tu+wBAev3sDpXRR1gclV+8damnAlmAWNifnCjClsDJUehqQ2Kpzn9KuwuxiVjzuG76Z7U19x6fyrzm9Tri9DD1XTvtFozIuZU+YY7juK5RjXoJRj/ABEVx+uWBs7veo/dScj2PcV04ef2WKavqUUk2EV0K6fdt0Cge5rmAeRXpiqMDCY4ratrYzg7XMBdJuT1dBU8ejSE8zfkK3AjH+D9KkUEDlay5CuczrbS1jZwQZNyFef4R6j3p66ei3TzLAEmkUK9wrE71+nQE9zWhGD5gDHA9qc0Z5GSDj7uD+dS01Ezcve1KwtoWkOYgpAAAH3cdvxpWgiUfdQfhU+zPHp60hj9652tSkyiyopJzj6CsHxXb+doMzIzZjIbBGQfY/410zRD61T1LammXG4Dkd8jse46Vth43qIJzUYXtc8XtbR7m5xGnuRya9B13SbK5is0ubVJfLUhAw6cDP8AKs7Qod1laB4eCoYMWyGJY549sCu3eJZCN2OK6q8mnGxnQUGmraHBL4e0kdNLi/74q1DpNomPL02EfSEf4V2iwxiniFfU1k5TfU3SprZHMRWTKPktAv0XFaDadNPDbboIywV0VGGVlUn5lYe/OPcVt+WgFL5cToflY/3vb0xSV0yZtNHOW+kbX2JbxJCq5gsXT5FbPMjk5J9qtppi4zDlYsnarnlRnpWltQMRuZierHqakBYKA2C3cjvWE5NjiktjLOn7f7pqN7NOf4foM1qSE88CoCHzx/KpTZqjMezT0Y/hUZsl/uN+JFapV/X9KYYy3eqTY9DZVBmplhB5wanAUe9SLj04rrjE5XIr+T6Cgw8dBVo9KikPHWqlASkNmiLLkqDz90Hoarqo4GO9asBgjhEkgPPCjdjPHOT6VBrL2sMcV3CBGhbY4zwD2oqYZ8vOZwrLn5CmVHpUTLk0hnYjimF2NcLR1pMQoaYQPWnHJ6tXJRTXWoeMbrTG1i5tYsyeSI1DZZU3BfYcHk1dOk6jsiKlVU1dnUhQWPU1MkSntXM+Bb+61AXpu7l5tojK7z0znNdkAvauiNPl0ZPtOZXRAIh02ml8n2q0APSmmtHAXMZOswM2iXqINxMeduOTg9q8gt7Se81+G3tomkkPYdvc+gr3KJ1WdFZgC7BVLeuamt9Qs4pplWytkjYhXIiwx56k9z7VrRpNx0ObEVFF6mdAnl28aHkqoXPrilcVSlvY4b+ezaQK8LlDk4564/WpPMJ6t1rzZwcW0zujqk0PYDNUtTs476zeEkA9Vb0NWOOcmsbxNey2eivNayNHKJEAZeuDRBNySQ5PlTZybo0UpjcYZWwR716qkBAGTXlniWCNdIh1mx1a+nL3P2ZjcRKizkLlnjxztU4U7vUe4Hqyyggc9q9CcWkrnLGqp/CPEYx1pQijtSAkngVIFJ9KSiDY1f8AWqFwDnvWnb6eJ0UyTqisMjjn/wDVWPdM0MRYZ3dBXQaVKl3Clwdhh2j98sq7OnUjOVPqDWlKlGV+Y5683G1jGvIjZXTwuQSMEEdx61WMq+lZ/ibWoZNfhNpKrwwx+WzjozZyT7joM1bB3KCB1Ga4a0FGbUdjrpXcE5bilyegrJ1+5jg0yZJWCM0bshPQ4UjH15rVAbtXL+PIzHpsEzghCSgf+EE9j6Z7UUHaogqr3GihoxVbLS0zg7VyxXj8663Zgkda8g8LG1uvGEGn3+oXVpE8gEUsc8aLEQc5YycYxngck4HevRPCd5cz6nrNreS3TNaTCIJchfMTBYfMF4zwM44rrr0npLoYUK6u4HQLGD/DUvl9toqYYzxTwQfSs1E6HIreTT44/lK7gOfToakbpT7Fo2uNjYJwWx3IA5Apxp3lYmc7RbZTlhZGG4AfQUbRtFbrNDcWzW5t0BfKxFVIIbHFcpDfLcoTE2Qp2mssRQdOz7ioVfaXXYtOMComXPeml2PemE+rVzWOnUcVA71GcetZXiW6ks9Gaa3meOTzEG5TzgnmsnW7TXtE0bTb26vrtZrsv5kRXAhwFKgnH3iGzj/69bwoOaujGpXjTlys9F8xsgVOnzDk0UV0REywFGBUFz8sbsByo4oorWWxnHcp2Ds8UMZPyyO4I9CG6j0NM+JYOm6TZQ27NiWdZHZjkkqvH86KK3n/AA36HLD+OvVmfp0jPYIWOTjFWaKK8aW564jDI6mvN9TvptK8XXV7bbfOilbbvGRyu08fRjRRW2F+JnLivgRtfD392l+F7CMc/wDAq7qNie9FFdD+IVP4CyijFOZQBRRWnQTMPWZWing2gEeYgIPcFgD/ADrYitbbTdO1bUY7aKS6t4nKSSjccjpRRW9D4Tkxe55Lpd7PeahcSzyF3nLSOT3Y967DSpXeFlZiQpwM0UV51fc9Sl8JpAA1ieL0UeHnOP8Alqn86KKxp/GhVfgZyWs+IDrcEEM2mafB5SLHG9ujqVQdEALEAc54HXmvVFGAPpRRXfV3Rw4bZlyBQVBNXFAzjFFFVHYuRUv41Kx5HRq49wiLORGmVk4O2iionsaUyLaszHeAcR10sTEQIM9BiiiuOZsMMrg9ajukS4sZIZkWSJ/lZHGQR9KKKyGeMX1/D4Z17UbODS9OvLV5gwivYPMCFASpU5BHU5GcHuDXX/DvUbrUb3XL+7lMlzcvHLK5GMsd2eO30oor1pO9FfI86mkq7+Z6FGSe9WkUUUVjA7JCuoC9Kz7JfP8AE1tbMSElLKSpwy4UsCD2OR+poorWHxoyqfw2dDrn/En8KX+oW+Hu4wAksgyRk4J4xXkug3UscroGyucc+9FFLF7GeB2Z06yM0zKemKlxmiivMPRMTxag/wCEfb/rqn864+61vUb7ToNPuruaaCB2lUSSMxLNjOcnnG3j0yfWiiu3D/AcGK+M/9k=", "info": {"video_id": "172946", "label": "pretending to put a small bottle into a glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "172946", "label": "pretending to put a small bottle into a glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "172946", "label": "pretending to put a small bottle into a glass", "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": "2187510ec963e25acac4eb218558a2ff0fc1c1406cddca2860c670518c6eda08"} +{"episode": 44877, "episode_seed": 571230346, "split": "train", "timestamp": "2025-10-13T03:19:49.439822", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 571230346, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 shelf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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AYFFkMhZYwuAM/WpBPI0McRc7EBCrnhcnPHpVTfk9aduxSAlMhB616h4SntZPhh4iWZjIYhA3k+YQp3MRkgda8mLnmut8O3EqeFPEIDlVdIFx2bDE1L2Aybw6c0vFnGOegzWRqZhDwiGIRDbjA+tPlkLTD61Bqcgd4AAOEwaI3FYq78d6eHqAnANIpJ4HNWMurMMdaf5haPGe4NVI45GbbtOavz2/2aGEn7zZJpXHyjpJCzE5poOKjycAkEA9D60b+KQh7t7061Ob2EHpuGagLZqSzOLpD6ZP6UAS3b7pT7mmXEubdIx0BzUczbpKjcnn2qUgZRJySa29Pj3oDWH2rotH5jANaAXmRI4I26Mc/wA66K0uY1tI4jgovb3xXP3U6RWwTjfk/gKiW8MVszscADNRNGlJ21NO8uYYEleNyCQcgHGawVuSV6AE9eKyptSllcnjB6A1F9tnIJyAB6CnGNgqT5mbPnnPWopJcg4+lYz3ErHJdqt27kwYJyc0GZ0PhPLeJ7AtyqSbyCccAE1m6hLunk54LH+dTaLKYtRV84wrc/hWddNmRvrUg0QXbZSIZ6Zq7pJ/dyp6qazpySEFXNMkEZdj0Aq1sBJZ8MK3rUl8BsH2rDtiN1X2uxaxtJntUyRpB2Nf/RrSNnYjOMmuanuRcTtKyg54HsKhe/ku2Jc4jXoPU1VmJV2CninGNgnPmLrTZ6kDApm7Pestic8k1eA2xp7gU2Zmhprbb+JvQ5qG/kMlxIT3NJatsnDDtUFw+ZCT61HUbGHtVeJsLUzN0qsh5xVoSJi+KUSc1Ex4pmcUwLYepVfGeetVA3FPDe9IRZ3UGSofMHHvSk0DHF66LTrho/Dd9EGwJHQn3xXMk1rW8mNKlXPcGplsCM92/e5B5qtcsS4J9Kmz81V7g5YURWodSInNaOmW/mPvI+lUFXcQvrXRabEqIuegqmVFalqMRQsdwG4c1lXzvc3J7KowBWhcOHlJAGMYqkIWe5G0cGo6mr10C+ZVsbKFR8yhiaoKSc5qzeOsly2Oi4AqLb1NWjGTuyM1LanEpPopqJgQcHrUkPyq7Z7YpMSGMf3n40126012+aomekgIlrb0qQRoCegrHgjaWUIo5NajIsBEan+GrYEs8xmmJ7elU9RuP3awg9eTUpYD5ifesuZzLKznuancq+gRRmRu+BSuQBtC4AqSMlBhf4eT71HJknFUSRVcT5VAqsUOzd2q0/y7R7CgResJNkxPsapzH5zT4Hw5+laXhfR7bxD4gOn3V7JbB4pXjKR7y7qhYL7Dg8+1QMw5jwuPenwNhWHrUIBfv0qZOMCqQ0Xbc4qG8d538pei8k1LACxCjqTTbZS0sy96AZWtlMh8sDkAnFOkt5A2Cp5q1pKfvJHPYYroNO059QuVijTcTVJEN2Ob/s2Q20kuw/KpOcUk/wAqRY/uCvb5vh/JD4UlkeLaGjIGRySQT/SvG9esX0y++xuQTGi/MOhBGQfyIolGxMJ8xUhYBsk1DKwLcVH5mKjd89KzsaNjmfnFRCup13QNHtPDVvq2l6heTBrk2ubmARrckJud4hnO1ThTuH8Q9wOWHSqQIcelNpabTAlTpTsEnrUQJGKsJbyum8DikAoUcU406G3kdgoU5qS4tZLacJIMExk4p2FcrYyauxv/AKMy1S3YJp4lKpj1qGUMJwahlOSK3/CGn6VrPiKLTtXuZraGc7VmSWONYz3LGTjGM8dScDvWdqFgbDX72yaOeMW07x7LgASKFJADAEjPrgkelNC6lWBT5gyK37c7Yc+1YyENLu961YTujwO9DLQrHe6qB1q8sPk2pY4DiobeMeZk9qnkL3MqwxjJJwPc1KWpbdkV7DRze3KRxIWZjXQa74QktdLia3gJO9eQPvV6f8NfAK/ZVvr5PkboCOW9vpXRePI4bc2UECpG/wApjAA/56L/AEzW2iRxtu+mx8qXRxcSD0Y1BvwOtXtehNrrl/bkFTFcyJg9sMRWUx5rNmy2HO9Rls0hyeldP4j8FXvhrw7o+o3glWe+MnmwmMgW+AhQMf7zK2cdunXOARm6bGqx7wPmPen3PN0f90UUUDRGwzHJnshqrHEhtmYjn1oopgx9jGshkDdgKc8KCYAZ5oopoktTW8a6ZI4BziqMx5T/AHRRRRIECMQfwqTTNWudF1WPULTZ58W4LvXI+ZSp4+jGiipKZUiPyt+FTL1oopjRoWQ+8e46VFZH/TJvr/jRRR0E9yfTvljOO7GvbPhFpNndXXmzRb2Vdwz60UVpEyqbHqni0+XoqbQBmZB+HNfKXjtQNXt8DGbG3J/74FFFQ9gj8RyRpucYPWiipNTf8QeLZPEVtbwzaRplqbdFjiktUkUpGoOEALlQOSTgZJ59awRRRTQIcBkgVNPEiRRMo5YZNFFNAOuVAWLAxnNX0GIUA/uiiimJmzoUKPK8jLkouRWh4l0y2W3aYBvMSBmBz3yn+Jooq/smT+I4LJyaYXNFFYs2NLR9efR1nQ6bpt/FMyuY7638wKy5wQQQR1ORnB7g1XvNSu9V1C71C8lMlzcyGSV8YyScngdB7UUUCGxda1bb7ooops0RZZ2WNsHFPtJ5UeIK5XnqOtFFJCkfQ/w7kmWG3txPL5bqXYFyefx6Crvi0C58d+FraVVaIXLNgjv5ZNFFNbHOfL3i/wD5G3WP+v6b/wBDNYJoopGq2EJxgitXUPE+sappFtpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFAH//Z", "info": {"video_id": "200977", "label": "opening a shelf", "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": "200977", "label": "opening a shelf", "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": "200977", "label": "opening a shelf", "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": "34e18c6fab7acc0cab9b4faf9675832b0e482dbd19568ed77dfcc7f624513e4c"} +{"episode": 44878, "episode_seed": 2904423837, "split": "train", "timestamp": "2025-10-13T03:19:51.369128", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2904423837, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tabasco sauce off of 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "117789", "label": "wiping tabasco sauce off of plate", "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": "117789", "label": "wiping tabasco sauce off of plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "117789", "label": "wiping tabasco sauce off of plate", "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": "cfc049b491f475a038a117c04fb9cae50e754c00e0e9a13956c584727a46ead6"} +{"episode": 44879, "episode_seed": 1210875645, "split": "train", "timestamp": "2025-10-13T03:19:52.515616", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1210875645, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 flash drive on top of back pack'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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0UVeH3InsaMUakBiOT/ia5XxwceHXGOPNT+ZoorufQy+yzgta8QtrcUMMumafbmFFjje3R1KoAfkALEAc54HXmnajcy3t69xO26RnPPsOBRRRX2Jw25NCNqIB6GriO3nmPPyhciiivKnudyJ4VBkq1aIpnJI5xRRVR+GXoZy3RoOoXy1HTmtrTAA2f9miilR3QpbHQIiugBz/AJNNnUL0/u0UV6f2TBbnkuu6u2meI9VQ2NjeRyzhil3DvAZRwRggjqcjOD3Bp/h29uLseKdRnffdSpFK7kdWYPniiitqfwowfxs5mAAuR6vWtCAGH+9/T/69FFebWPQiWZAPmGOpAoiiQxtx2oorKn0CezLtlGuwnH8VaEaKLnaBxnFFFTP42JbHTaYB5X4mtEDdIxJPBOKKK9Glsc73OZ8cceHpOek6D9TXnl9rmo6hYwaddXc01vA7yKJJGYksBnOTzjbx6ZPrRRWsDOr8R//Z", 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", "info": {"video_id": "151572", "label": "showing flash drive on top of back pack", "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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zOlh4vEEtum3ZK33c8A/5NeiaVCLU+SZhIW5wBwPoe9eaXsjWerQ3bcgON30r0KznDLDOpyODmp9nGtFy6hVqzw79h9m5tyQ74lZR04p2ngNFc2hPKf6TEPY8OPzwfxNXoI91uR69Kouy2V1BdkfLE48wesbfK36HP4VyQnytJlyV0d3pd4NY8O7yd1xbAxyerDHB/L+VfIdtG0rtnGNxya+n9BuDo+vyWkhxDLmJj2Ofun8/518yqrxhvLODvOSfrXdF3OKaszoftl1cQwwTXErokfloC3AUdq0/C2oWuma6dRksllkWJlgZ/wCCTHDY/OsKyJmhBz9dp49xWpbxjA+Xpz9KyxVWy5Ua0KXN7zLGo3r3eoBnkMksjb2JPv1NMhWc27gYjkLksCOfbio4bZZpLi4+0KrY2qm05x04PStm9eKG4ePZhowqnA4JCjNFL91C8jV0/byUKe+t/L+v1MbXLG0W3me0MjDgrLLw+cDOc++a0fDwudQskkUAOmAzscAe5P4U7XLQwW8UXyMJ4RKCB0Bzx+lUPB13sluLNydwbcMntV6VXyvQcXLCRVSDvzI9GttskcZJyc4JA4NRTQyxtvh+WWNg8Z9GHI/w/Gk0ttxaP0O4VrXUOQCB1H61yTj7KTQ6cvaRTL+kalHYarb3q8Wd4gLL6K3Ufgf5Vw37QtuYZ9BUfcbz2UjuPkroLdQ9jc2xzm1kEyD/AKZv1H4Nn865X4u339paP4YDnM1ubiN/Uj93tP5fyrrhK6OepGx5xYx+W6tvO7pnOMVpA4j/ANWCzfKB7VjRBo7pfmbLfwgZ/wA81vxRYOcck8kVVWp7OFzOnDnlY37bW3Twxb6THHHBHCzNJ5Yx5jZzk/SsRHe4jZ41JjZ15PoD1NSzr/oxTO1pPlBxnGa0dOtI7VJH8xZoo7Y9FxySAOD3zXLhouT5zrqcii4vft8xiW4naZbi5MKCMmJYgcu3GFJrGJGm65GI1IhkG0g9vf8ASumsrcX1yYIMZCF/m44HUe9ctrUpSeK6RcbSDXS6sZaJaMSwtSk3Nv3o2djvtFEyyElWMLfxnpnt9a25If3ZI9awrK6M9pBMr7gqjafauotYxMhPZhkcVzVqPs2n3L+s+3k3axV07LC5sz/EPtEX+8MBx+W0/hXfaXc/2toCM5zPa/u5PUr2P5fyrgZWNlcRXgGRbuHYeq9GH/fJNdH4euzpfiVreRh9nuMR57HP3T/L860ozujGrE8AsrdfvkD/ABrShhWCE7R06D1NVrbA6dAcCrxIVlAG4gdK5JybZ0wikMu3MVt83UkDj1Na2nyLCrTKOY42IPocbR+prmtXuy1wsMYBETbnJ6A1oWmpRQaYljKdtxIFdmPAxzx+oNdmEjywb7nHiGpTS6FscY2/witrxULqx1XfZyL5V3bI0sMgyrcn16dBWGJYmjOZUUEYOWArSv8AxDa6pPb5TzHgj8tUgUsSPc9KIUZOLTR6GIxlKNWEoO6V72OYhW5sNXjvIf3EcjhWI+6M/wBK9G8K308usXFlMoJWPO8dM/5Nc1cWsupWzQmNbWNh1J3N/gK7rwnpbWUTSS/NJIqhnIwTjOD/ACq53pw5WcDlGrWc4qxtXJBXpzVGzX/ibS2v8N3AQB/tx/MP0yK07lBtGPSsS+nNjLbX462s6Sn/AHc4b9DXCny1EzpteLRw3xMZ3XSoN3yo0zD2J2A/yFcZBZbXSQHD/wAR716B8U7dYNTtAvKK0hU+oO3FcfCvOOCRzW1SpKLsmRGnGWrJUAVguOcZ+lNjbzL1lJ+6MfTNPR1CO7HoNzH0FZVldmTUi2CEZ2ZmJ6KBkVOFjepd9BYl2hbudNcMotbaFfugPJ+ZwP0WtDQLc3cOpWwdkZrYspU85BrHnuILi53wMGh2hUx6AAVo6Rqi6NcyXMoVg0RTazbQOQc/pXVKMpVb20NI1IQwfLze9/wTn9Re51G3EdzBCzhVCyxqFJA9QOp96saLd3ttp9xE0mTbH/Vt1wemKt29zbsNtrC85/vfdQf8CPX8KuWGiSXep+c0n302PEo+Xb9aqEHSTk2YYmvDENKK17noOjTtPo9tPIhVnjBI9DUd3Gs0ciMBtYEEexrStohHbohGNqhf0qpcJyfeuCqupvT7FYO1zotndk/vVVoJT/tpxn8sGvC4bbzmKsTsJ5Ar3HTjuOr6eerIt5F9R8r/ANDXjlsuCR0PU1t7R8ia6mbgnKzJbO2MSFT0GcY7CrhkCQM46YzSDhADgBupqtq06RWYTJG/AwOu3vXM26k9TWypxNPSYUeWAucDcN3vk5P6U6aUz3DzHlpHZj+JqDRp0ks55mYBlDLGp6k8KcfQE0+PkDoT9a9DEapJE5Y0pSnJ2NnWZJLey0q6e3S6gltjGYmOCpAHII+ua4uWR7HU0vrRXRRjcr9h3zXa3d3b3OgadaOxWW3JLu/yqByMD9KzCttcRPHaxmcsCN+3Cfmev4U1Slz8yJeIpOg6ctXd2N/QtVc6zbW88YVp14K9Pau2m2+UOOa43wZpU0U0Mt2FdoEMasvPHb8RzXcTxgJ75rDENSkZ0FaJkRMINYtGY7Y7jNrIfZ/un8GArhfiTAyXNjE68qZQR/3zXaarCz2Uqp99Vyh9COR+ormfiVKt2dG1JPuXUBm/4EQoI/76zWdGXuNdjapHX1OGjsl2jswIJIrRRQhRcHJH5Co7dc4U9e9TxMCWyctjk+1ZTm3oyowS2I5H3XcaE8AFsVrLiDTGjB5llVT9F5P6kVywvRLqjGMMdzLGpx2P/wBeujumjxbxxOGUJuJHTcck/wBB+Fd9NclCxzQtPFR7X/I0fDQdtZVIyA7RuAxHHSsDUvsk9s1tJHLBdxl1OcFHwe3cfrW1oM8drrVrNKwjiQtuZv8AdPb64pl9awz313N5gFu0zOrOdvBOe9ZxpycFZHo1K9OFeSm1ZozvC+rmK1aynRiYujD0r07w/PHeaaksbZHK5+leZxxLBqcMtnG0sTKY5WRSVwelel+GNNFjokUQHzMSz/X/APVWld+4ovc8ykkqjcNie8jUl1OMHOR7HrVeNml0q0uCT5sGbaQ/7SHg/wDfOKuXCYcg/jVPTjul1WxOP3kSXcf1U7X/AEIrjpO03HudU17tzyeIBQoFWMOIJZlHz7SV/AcVqeJdNg07V/s9uiojouVHY85/QfrUNovqOCcYrKr7jdzWPvLQwLPTrmdS8i7Y3Ids9WP+FTkzwHyyqyRjorqCB9K6dIgVDY+90qrLZiSU4FTHFycm1oZvDxSszJhu7XI8zTY8juqCtGPU4xjbasABgAACpYNNUuQRyTWnHpaAD5c810/X3HRoweEi3oyfw6rX+pIHGFUbsNwBXo9vEEjAHoK5fQrNYpywGPlNdWhxGpPYf1qI1JVZczL5FBWQyc81i6nCJrWaE4O9Cv5ityfoCAO1efPPeah40vNLfWLm0iBk8kRoGyypuC+w4PJ/rRKDk7IrnUFdmf47uG1DSPDN6wwWt3RznOWjKqf5VyKsQhA6nir9gmoa9plxHJdu8ens8saMM8uAxx6Z21RiHzZHOAPzNVWTWrHSaa0KuqSukK2y5HmckgdQD0qOO3ljBnEezICiNhn5fet9baJyjlAXUYBI6etTzWytGaxWI5bRjuN0eZtyOdiktUOJLQrnr5bsP0zV6CbS0O8WxLdfnUt/OpjYbhkCr1tpakZA6V0rGtLVHPLCJvRkMN/GcLFGw98dK7/wtagWSzNjdISfeuZtNNQTH5fQV3GjxCK2hA6c1nPEutp0LjQVPU08YTI5yBVOYZBzV1SM7T1xXOeL7m5stEkntpWikEiAMp55PNOavoXF21Ged9k8R6ZOWCxyu1pKcfwyDH868miUqWz1Lc11fiVinhuPUbLWtQnxc+UpuI1RZmVQzPFjnapwp3eo9wMXUdKm0p4luGDGSPf8o6H09+1HJKMLBGcZyuiBSXf/AGVGKyJZmvbp3ClsrtiGPu+5rdtUGcN+J96s22nwwKUjTA7nuayjVjTvdFzpudjBCpGI4plkBj+7JG2D78dKuwvbsMDUZ0PphR/SrlzZBpBx1qBNMDOcrjAzXRTxjS1OeeFT2JVi0wMrPIZWBzukYt+nStaylW6uIoYTwzBeOtVYtHXbyg6Vv6LpiR3ULBeQwpzx11aO5McLZ3kztbC0FvAqKAMAjFTzdMUsA/dYx3x+lOlwY8jn3rNfCbLcy7oDrXnXia4MmnadYMBmxuLlAc87WKso/U1vpdve+NZ9LvdVu7S2eXZG8UsaLH0yWLjGMZ46k4FYkGiyajrOuR30l0WsyVRZyFdWywy23jOFHTinTpSvddQlVi3bsc8jYU469Kh1GV4bUQrkGXK7vYVPEOQcYKgD8a0VtopAhdAXT7pPqax51GV2auDlGyOfghkTZOsZUIBtDdT6mrFubdThJ5YAT91gHA+ma35bVWjPHast7AEZC1rSxb+RjPDJliKJ5BxqhKY/gVVNTw2lpG+93MzZ+UyNuP5dKrQ6SGP3avW+jL5o44xmun67BHP9Ul3Ok8P2YvZt7D92h4Hqa7iJRHGAowAKwfDdv9mswg6b+a6IcjBHGSKw9o6jcmbxgoKyKNwAxb61kLMln4k0q4kIWKSVraU/7Mi45/GjxddT2OivNbTNFKJEAZOuM81yHiux17SPDunX15eXXnXLNI8TJgQbdrICcfeIbOO351MYNyUl0LlUUVyspalcy3t/JcztukaRufpxUsI2ogHoaKK5a+50Q2RcR288x5+ULkVPCoMlFFchbLVoimckjnFaDqF8tR05ooq6v8RGUdja0wANn/ZroERXQA5/yaKK7MPsjKpuNnUL0/u15DruoT6X4yvb222edFM23cMj5k2nj6MaKK6I/EZ1PhIfDJNvpXiNo+ohgAJ9wwrJgUGTaem80UUq+yLoGrAMMPqf6VMTuyD3NFFeY/iOvoSBV8k8elaVlGvkg47/ANaKKuX8P5/5Gf2i3bgfaG47mun03/Ux/wCe9FFXh9yJ7GjFGpAYjk/4muV8cHHh1xjjzU/maKK7n0Mvss4LW/ELa3DDDLpmn25hRY43t0dSqAH5ACxAHOeB15rV8dHGrwRfwJGuB9f/ANQoorSp8DMqO5jWygrn1bBrRiAMRJHOaKK8mruehEQqGkJIqfykE6ADgkfzooq4foZzNRY1ETHHcCtTTQN8Z/2hRRWdL4hy2OlTiEY4yRmnMu2MYJ60UV6cfhOdbnlus6udM8QaohsbG8iln3FLuHeAyjggggjqcjOD3BqC01e9msdavZZd9xeyx+dIRyd27OPSiitF8JivjMiIATbe2+tSEAN/wI/0/wAaKK82qehEnPzZyByackSGNsjtRRWdLdCnsy3ZxqVJx1bFaEMa+eRj0ooon8TEtjp9NUC34Hc1pOcT4HSiiu+lsYS3OY8cf8i857+cn8zXnWpa3qOoaZFpt1dzTW8Du6iSRmJLAZzk8428emT60UVrHqZVPiP/2Q==", "info": {"video_id": "151572", "label": "showing flash drive on top of back pack", "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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zOlh4vEEtum3ZK33c8A/5NeiaVCLU+SZhIW5wBwPoe9eaXsjWerQ3bcgON30r0KznDLDOpyODmp9nGtFy6hVqzw79h9m5tyQ74lZR04p2ngNFc2hPKf6TEPY8OPzwfxNXoI91uR69Kouy2V1BdkfLE48wesbfK36HP4VyQnytJlyV0d3pd4NY8O7yd1xbAxyerDHB/L+VfIdtG0rtnGNxya+n9BuDo+vyWkhxDLmJj2Ofun8/518yqrxhvLODvOSfrXdF3OKaszoftl1cQwwTXErokfloC3AUdq0/C2oWuma6dRksllkWJlgZ/wCCTHDY/OsKyJmhBz9dp49xWpbxjA+Xpz9KyxVWy5Ua0KXN7zLGo3r3eoBnkMksjb2JPv1NMhWc27gYjkLksCOfbio4bZZpLi4+0KrY2qm05x04PStm9eKG4ePZhowqnA4JCjNFL91C8jV0/byUKe+t/L+v1MbXLG0W3me0MjDgrLLw+cDOc++a0fDwudQskkUAOmAzscAe5P4U7XLQwW8UXyMJ4RKCB0Bzx+lUPB13sluLNydwbcMntV6VXyvQcXLCRVSDvzI9GttskcZJyc4JA4NRTQyxtvh+WWNg8Z9GHI/w/Gk0ttxaP0O4VrXUOQCB1H61yTj7KTQ6cvaRTL+kalHYarb3q8Wd4gLL6K3Ufgf5Vw37QtuYZ9BUfcbz2UjuPkroLdQ9jc2xzm1kEyD/AKZv1H4Nn865X4u339paP4YDnM1ubiN/Uj93tP5fyrrhK6OepGx5xYx+W6tvO7pnOMVpA4j/ANWCzfKB7VjRBo7pfmbLfwgZ/wA81vxRYOcck8kVVWp7OFzOnDnlY37bW3Twxb6THHHBHCzNJ5Yx5jZzk/SsRHe4jZ41JjZ15PoD1NSzr/oxTO1pPlBxnGa0dOtI7VJH8xZoo7Y9FxySAOD3zXLhouT5zrqcii4vft8xiW4naZbi5MKCMmJYgcu3GFJrGJGm65GI1IhkG0g9vf8ASumsrcX1yYIMZCF/m44HUe9ctrUpSeK6RcbSDXS6sZaJaMSwtSk3Nv3o2djvtFEyyElWMLfxnpnt9a25If3ZI9awrK6M9pBMr7gqjafauotYxMhPZhkcVzVqPs2n3L+s+3k3axV07LC5sz/EPtEX+8MBx+W0/hXfaXc/2toCM5zPa/u5PUr2P5fyrgZWNlcRXgGRbuHYeq9GH/fJNdH4euzpfiVreRh9nuMR57HP3T/L860ozujGrE8AsrdfvkD/ABrShhWCE7R06D1NVrbA6dAcCrxIVlAG4gdK5JybZ0wikMu3MVt83UkDj1Na2nyLCrTKOY42IPocbR+prmtXuy1wsMYBETbnJ6A1oWmpRQaYljKdtxIFdmPAxzx+oNdmEjywb7nHiGpTS6FscY2/witrxULqx1XfZyL5V3bI0sMgyrcn16dBWGJYmjOZUUEYOWArSv8AxDa6pPb5TzHgj8tUgUsSPc9KIUZOLTR6GIxlKNWEoO6V72OYhW5sNXjvIf3EcjhWI+6M/wBK9G8K308usXFlMoJWPO8dM/5Nc1cWsupWzQmNbWNh1J3N/gK7rwnpbWUTSS/NJIqhnIwTjOD/ACq53pw5WcDlGrWc4qxtXJBXpzVGzX/ibS2v8N3AQB/tx/MP0yK07lBtGPSsS+nNjLbX462s6Sn/AHc4b9DXCny1EzpteLRw3xMZ3XSoN3yo0zD2J2A/yFcZBZbXSQHD/wAR716B8U7dYNTtAvKK0hU+oO3FcfCvOOCRzW1SpKLsmRGnGWrJUAVguOcZ+lNjbzL1lJ+6MfTNPR1CO7HoNzH0FZVldmTUi2CEZ2ZmJ6KBkVOFjepd9BYl2hbudNcMotbaFfugPJ+ZwP0WtDQLc3cOpWwdkZrYspU85BrHnuILi53wMGh2hUx6AAVo6Rqi6NcyXMoVg0RTazbQOQc/pXVKMpVb20NI1IQwfLze9/wTn9Re51G3EdzBCzhVCyxqFJA9QOp96saLd3ttp9xE0mTbH/Vt1wemKt29zbsNtrC85/vfdQf8CPX8KuWGiSXep+c0n302PEo+Xb9aqEHSTk2YYmvDENKK17noOjTtPo9tPIhVnjBI9DUd3Gs0ciMBtYEEexrStohHbohGNqhf0qpcJyfeuCqupvT7FYO1zotndk/vVVoJT/tpxn8sGvC4bbzmKsTsJ5Ar3HTjuOr6eerIt5F9R8r/ANDXjlsuCR0PU1t7R8ia6mbgnKzJbO2MSFT0GcY7CrhkCQM46YzSDhADgBupqtq06RWYTJG/AwOu3vXM26k9TWypxNPSYUeWAucDcN3vk5P6U6aUz3DzHlpHZj+JqDRp0ks55mYBlDLGp6k8KcfQE0+PkDoT9a9DEapJE5Y0pSnJ2NnWZJLey0q6e3S6gltjGYmOCpAHII+ua4uWR7HU0vrRXRRjcr9h3zXa3d3b3OgadaOxWW3JLu/yqByMD9KzCttcRPHaxmcsCN+3Cfmev4U1Slz8yJeIpOg6ctXd2N/QtVc6zbW88YVp14K9Pau2m2+UOOa43wZpU0U0Mt2FdoEMasvPHb8RzXcTxgJ75rDENSkZ0FaJkRMINYtGY7Y7jNrIfZ/un8GArhfiTAyXNjE68qZQR/3zXaarCz2Uqp99Vyh9COR+ormfiVKt2dG1JPuXUBm/4EQoI/76zWdGXuNdjapHX1OGjsl2jswIJIrRRQhRcHJH5Co7dc4U9e9TxMCWyctjk+1ZTm3oyowS2I5H3XcaE8AFsVrLiDTGjB5llVT9F5P6kVywvRLqjGMMdzLGpx2P/wBeujumjxbxxOGUJuJHTcck/wBB+Fd9NclCxzQtPFR7X/I0fDQdtZVIyA7RuAxHHSsDUvsk9s1tJHLBdxl1OcFHwe3cfrW1oM8drrVrNKwjiQtuZv8AdPb64pl9awz313N5gFu0zOrOdvBOe9ZxpycFZHo1K9OFeSm1ZozvC+rmK1aynRiYujD0r07w/PHeaaksbZHK5+leZxxLBqcMtnG0sTKY5WRSVwelel+GNNFjokUQHzMSz/X/APVWld+4ovc8ykkqjcNie8jUl1OMHOR7HrVeNml0q0uCT5sGbaQ/7SHg/wDfOKuXCYcg/jVPTjul1WxOP3kSXcf1U7X/AEIrjpO03HudU17tzyeIBQoFWMOIJZlHz7SV/AcVqeJdNg07V/s9uiojouVHY85/QfrUNovqOCcYrKr7jdzWPvLQwLPTrmdS8i7Y3Ids9WP+FTkzwHyyqyRjorqCB9K6dIgVDY+90qrLZiSU4FTHFycm1oZvDxSszJhu7XI8zTY8juqCtGPU4xjbasABgAACpYNNUuQRyTWnHpaAD5c810/X3HRoweEi3oyfw6rX+pIHGFUbsNwBXo9vEEjAHoK5fQrNYpywGPlNdWhxGpPYf1qI1JVZczL5FBWQyc81i6nCJrWaE4O9Cv5ityfoCAO1efPPeah40vNLfWLm0iBk8kRoGyypuC+w4PJ/rRKDk7IrnUFdmf47uG1DSPDN6wwWt3RznOWjKqf5VyKsQhA6nir9gmoa9plxHJdu8ens8saMM8uAxx6Z21RiHzZHOAPzNVWTWrHSaa0KuqSukK2y5HmckgdQD0qOO3ljBnEezICiNhn5fet9baJyjlAXUYBI6etTzWytGaxWI5bRjuN0eZtyOdiktUOJLQrnr5bsP0zV6CbS0O8WxLdfnUt/OpjYbhkCr1tpakZA6V0rGtLVHPLCJvRkMN/GcLFGw98dK7/wtagWSzNjdISfeuZtNNQTH5fQV3GjxCK2hA6c1nPEutp0LjQVPU08YTI5yBVOYZBzV1SM7T1xXOeL7m5stEkntpWikEiAMp55PNOavoXF21Ged9k8R6ZOWCxyu1pKcfwyDH868miUqWz1Lc11fiVinhuPUbLWtQnxc+UpuI1RZmVQzPFjnapwp3eo9wMXUdKm0p4luGDGSPf8o6H09+1HJKMLBGcZyuiBSXf/AGVGKyJZmvbp3ClsrtiGPu+5rdtUGcN+J96s22nwwKUjTA7nuayjVjTvdFzpudjBCpGI4plkBj+7JG2D78dKuwvbsMDUZ0PphR/SrlzZBpBx1qBNMDOcrjAzXRTxjS1OeeFT2JVi0wMrPIZWBzukYt+nStaylW6uIoYTwzBeOtVYtHXbyg6Vv6LpiR3ULBeQwpzx11aO5McLZ3kztbC0FvAqKAMAjFTzdMUsA/dYx3x+lOlwY8jn3rNfCbLcy7oDrXnXia4MmnadYMBmxuLlAc87WKso/U1vpdve+NZ9LvdVu7S2eXZG8UsaLH0yWLjGMZ46k4FYkGiyajrOuR30l0WsyVRZyFdWywy23jOFHTinTpSvddQlVi3bsc8jYU469Kh1GV4bUQrkGXK7vYVPEOQcYKgD8a0VtopAhdAXT7pPqax51GV2auDlGyOfghkTZOsZUIBtDdT6mrFubdThJ5YAT91gHA+ma35bVWjPHast7AEZC1rSxb+RjPDJliKJ5BxqhKY/gVVNTw2lpG+93MzZ+UyNuP5dKrQ6SGP3avW+jL5o44xmun67BHP9Ul3Ok8P2YvZt7D92h4Hqa7iJRHGAowAKwfDdv9mswg6b+a6IcjBHGSKw9o6jcmbxgoKyKNwAxb61kLMln4k0q4kIWKSVraU/7Mi45/GjxddT2OivNbTNFKJEAZOuM81yHiux17SPDunX15eXXnXLNI8TJgQbdrICcfeIbOO351MYNyUl0LlUUVyspalcy3t/JcztukaRufpxUsI2ogHoaKK5a+50Q2RcR288x5+ULkVPCoMlFFchbLVoimckjnFaDqF8tR05ooq6v8RGUdja0wANn/ZroERXQA5/yaKK7MPsjKpuNnUL0/u15DruoT6X4yvb222edFM23cMj5k2nj6MaKK6I/EZ1PhIfDJNvpXiNo+ohgAJ9wwrJgUGTaem80UUq+yLoGrAMMPqf6VMTuyD3NFFeY/iOvoSBV8k8elaVlGvkg47/ANaKKuX8P5/5Gf2i3bgfaG47mun03/Ux/wCe9FFXh9yJ7GjFGpAYjk/4muV8cHHh1xjjzU/maKK7n0Mvss4LW/ELa3DDDLpmn25hRY43t0dSqAH5ACxAHOeB15rV8dHGrwRfwJGuB9f/ANQoorSp8DMqO5jWygrn1bBrRiAMRJHOaKK8mruehEQqGkJIqfykE6ADgkfzooq4foZzNRY1ETHHcCtTTQN8Z/2hRRWdL4hy2OlTiEY4yRmnMu2MYJ60UV6cfhOdbnlus6udM8QaohsbG8iln3FLuHeAyjggggjqcjOD3BqC01e9msdavZZd9xeyx+dIRyd27OPSiitF8JivjMiIATbe2+tSEAN/wI/0/wAaKK82qehEnPzZyByackSGNsjtRRWdLdCnsy3ZxqVJx1bFaEMa+eRj0ooon8TEtjp9NUC34Hc1pOcT4HSiiu+lsYS3OY8cf8i857+cn8zXnWpa3qOoaZFpt1dzTW8Du6iSRmJLAZzk8428emT60UVrHqZVPiP/2Q==", 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", 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", "info": {"video_id": "151572", "label": "showing flash drive on top of back pack", "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": "541be8a43686ed8576bc985556161c05acc6fb2a032fa2d7bedf921a9ebd4ae5"} +{"episode": 44880, "episode_seed": 1817370275, "split": "train", "timestamp": "2025-10-13T03:19:55.249759", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1817370275, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pencil into pencil 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "19776", "label": "putting a pencil into pencil bag", "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": "19776", "label": "putting a pencil into pencil bag", "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": "19776", "label": "putting a pencil into pencil bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "19776", "label": "putting a pencil into pencil bag", "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": "199b5d2a0e6962e297723c13e7d364f4666a37d0c80cff198ca10a8e80989da2"} +{"episode": 44881, "episode_seed": 774209820, "split": "train", "timestamp": "2025-10-13T03:19:56.794392", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 774209820, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "125138", "label": "taking pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "125138", "label": "taking pen", "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": "4049d0f59a3fa653437505d49dbec5f65f87531d8336f6d6c169e4deddc41c6b"} +{"episode": 44882, "episode_seed": 4079007558, "split": "train", "timestamp": "2025-10-13T03:19:59.162470", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4079007558, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 or failing to wipe dust off of knee'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "74952", "label": "pretending or failing to wipe dust off of knee", "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": "74952", "label": "pretending or failing to wipe dust off of knee", "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": "74952", "label": "pretending or failing to wipe dust off of knee", "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": "74952", "label": "pretending or failing to wipe dust off of knee", "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": "0b77c8b79d7107ed9ad80ceee930f7cddc6f295362b57b8a4bee49e3c1367cdf"} +{"episode": 44883, "episode_seed": 3332266896, "split": "train", "timestamp": "2025-10-13T03:20:00.280564", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3332266896, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping a cap over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "70108", "label": "tipping a cap over", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "70108", "label": "tipping a cap over", "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": "06d28ccf55fb1ffb367a797db01875aa1751906552db65427216c8ce354b3c49"} +{"episode": 44884, "episode_seed": 4235354836, "split": "train", "timestamp": "2025-10-13T03:20:02.339549", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4235354836, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tapered part of radish'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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x993b8KYNXgGiAy6Y22TK4KbUfA65NDvHbUUWmuXqZ+peLNNt/wDUaV5uSQD5rJjtyOe4/SsWw8V2yS7NVhfaTkSW74IGe6nqKyL/AFS3d5LWOzQHqJjIdygdgvfr1NYrxqMuQSSf4jVo6qdN8vvbnrcUek3mljUYnuBanI3OyDofQ1BFoFhqQM8LK7qcEtACyn3wcivMIdQuoVMCuywkZCnkZ6ZFaNj4hvbCXzIHwxPOOM8Af0/WixnKjO+h9G2WkaBpFol2kcCoUDCedtxIxwcn2rjJlstQ1aWHS7qJ4g+Y26bQeWHqQQe3pWVr0M0V15LzM8KfKis3yj0IB4HJB/PmodBsNQu7xZdPtndByX6KB1HX6kfh1ob5o3icsJOEro6GfTja2+EnkEshEYKnGRnp6/nVHW5NDtUVI7eMyJjfIGPzMO+Pr3pXv7maVprrESxsQijj8a4TU2fVNaCQziFVVi7FSwwB6DuTgD61lHmtZnSop+/I6fw1rtze+MrGLDmHzsZHQAg9a0b64PheLU9Ug1CFsMzNZSZOWJwoHvmsjw+/2G/0y2CDy0vRIzb8Fyfl6bscc9qr/FIta6lDFtADuWGABu+vHOPrVxVmDTqTStY4PU9T1G7vzLcyGSV0DyyOfXt7AelZ5u4EwHYEAdiTk0XV2HZ84Yj9Qazm+zN8xVwfQGtDqk7bFxLuSdz5Y2rVjcQMscn2qlHPDGoAVl/Wl+2w7s4kI9hSJ5l3PRfhsbN9Snt70MYJigYq2OOf8f0Ne1XkHh/RLGSO4W2tY5FKsSAXOf1Jrxb4WWcWpNqchkbERiIH/fVbOqo0d0/nuz5JA3Ekj1A/DPA9OlJTV3E48RbmujbsrZdTZ3guV2LwWGQWAPy8DnIwevrWhDpQkv4LMSSNE2XlQnhh64H+eaxdGsNYtLaa/W1KwKhYF+Nx78emef6V0OjyTQaXdancHM7jag7fQfiR+VZ2lz+QpVHKNmQS2fh+O/ZYIp4Zo2Khovu54JH8q57VtetdOuSpZpD1V2PT6Cqev6i2j2wETg3XzNIwA+bJ6H1xXMW8b6kPtVym5SN0ab+evJI605JNm9KHIrs7/wDtC4i+GF7qaMyS3lyfLfPO1cKCPxzXist1NNJKZgAm8/MTgnn1717b48kFr8L7ERp5W9UfbgLjcc9AAP0rwe5nRxlhkN1x61UTSi7xcvMlkvoAGZiGcngZpIZ5ZedoC/SqGy2DAjec9qtLcwouMlQPUVRSlfctg4wCATnt0r6V8PavpNp4ejuZvItJUG2TIAdiOh9Tx+oNfL6XkBcLvbOfSvePEGkxwwRNCoUICBg8A4z+HY/nUuai0n1MMRZxRPrPiHTNa1dFgWaMMhjkkcYEg6dOvQ1al02ztbWR8l/l+8TjJxwcDjua5zS/Dmp6vKJreDyYQ2fOlBUf0PQkduneugh0u7/4SCOxupvNt4QHCgcMB3/Hp+NRUhJtWOeNRqPKy9MljpGlWUFxaRTzTH7rkAjj1/T86xNXvdPsbIPDaiFgNywl+Py6VY8RXypfT3ckmFhRoYlzwezH+deY+ddapfvAXIt4xu3ckgelVLsbUaf2md74I1eTXPFcBCHyraOSV27ZC4Ufma878Z3V1P4iunWQ5M7KCT0UdB/OvVPhuggTV3WGOONIlOIycAt2xnrx1615B4hF02q305hl8jznxJtO3OfWiKszam7zbZiteQxnDuDk5bANRfbpJpNsI2rUDvCxPmRc+o4p0U0UY4iIz781Zd3fUvqzcb3yfSvQ/hb4d/4SGTUd1x5McBiLYGSc78e3bOfUCvMDeR/3JG+lejfC/wAQXWm22tPYojNJ5Knzc/J97n9aDKs1yOx6fruhrpNpEbeSb7PJlXIIGGP8WBx6nH1rItre+d45VTy2Vtyuflww4yPUHGe3aufvtVv7y4W6ubuaRl+fBOAB16fTP5dRXSRa+v2KGP5mnkGEJHBA71lUuvhOenU91xJtQ1C9vrWZ7u/a2VGwkUIH7zHr7ev1ri9Q12ePyrK1Ms0jHaoXlmJ9AKd4lv5La3ZUfDdT/hVbSrNdNeC51FJVunQu6uuAAy5RV+YE54JPHb3o1luaxSpq/VnZarYXlxrNtqEVqtzJBbQq8UgG0ELzx61ynj/xq0sc2kxW7RRRBftO8DcHPIQdh9RW3qWpMLKG689oiLYEbHILOFGBwDnv/jXk93di4EryndJPIzu56s2etaR2HQhzy5n0KyyIS0ioU3DHTn86ZPPFF8rHe3cVUuP38h/fbT6Go4Yo43y8ykimdDk72L6PvAPl4/GnkjBxUBmQY/eKPqaBKGHySKfUigL6nutxeRXF7BLeQRSwCTy5IlO8jacjcQSOece+K7q5urSw08SoFEIAMaRjAbPQD61515TXjNDCIp45f3iLDlVhbggj+9nr6AikvtTmtbdIpJWPlDEaE5C/Soi1FWRy1KUXJcpneJb5sSjzMOxLMV9TWFoe+10+7vpjcL58ghEiECJlX5mVu+eBwKrakZLpy8RJkJ5/2hSx2hhtR58jbBzszxn1xU31NZRvGxZ0zVi2vafEhMaNNF8zHrhsn9Sa7P4mWdvcavp6SuUWRnTcOvIz/SuAsdStrO7EixoWXozDJHuPQ1L4n1q4vtFhnMzMYLlWjcn2PFO4a8ylfYwNd0IaVcK3nrPC3AkHDofQ1hym3ilCTYXPIYDhquXl5d3xDTn5T8x5/Liqbos0PkyjKn7p9DWiubtNq/UXfZr8xkU/QUv2u12MVyVHXis/+zGDcSrinSqkYEfZei+/qadjHml1R6f8JtTSIa0IYlBZYidzADHzDJP416BpV5C+uQT3cUMsdwoKyNH8qscZGe+OPwNeXfDeEW63t6FAeOSEF2BIVW3A/KOpr0KGxnuBlV81ITlZnXa2Mcp7L2A9KyfLGTkyZwi4Xe522vXwt7B1DDzZB5aA9ee+PSuT1fVlt7JLS2bKxgKoA6n+9j65ql9omErzzyO8zcbnbcAO349K57WNfgtpDghpCMFqpyuZUqdtWZN3b3V1qiG8KmNmy+G7VsWNi9yIlcmK3KKOSCBknP5cVykmt+ZJ5nJYnpnpV6w12e5lFnbxAs/HHOPeo21OndHpXxIv7W0fSrRwhthIq4PTAXj+lea+Kl026jIWGJblBgOvGfrU3xHvZp2sbZ2JkRRlc88DFcKz3Bz5rn0XnnHvTim9RUY6WIQbUuVLBHBwVbtUmbOP7zqfpzUFzbC7XJO2Ve/qKrJp7qcyMNgPbqa1sOUpJ2saDT2gQH7wJ44r3i8vZ7mGRzPuEcayIV+SPHII3HrkDg46188lVaVVIBOQNo6KPSvfbCC4nMITzftEDFBI5GwJk8BfQjHXnionZasXuu7kdzpmt29xocV1NMiBFCuTwBxxgd8jBxWBNqvlm6vCGVp2Chv7qDp+f9KybuxW2lWJ2WRFBJHqSc8/Q/z6Vk6xri2kTZbc3YdhRz3VzlhS1uylrizXql5JjEOy+tU9Osh5IhRo9207nJIJywzj8AKw7vX5J5fmzt5496ii1y6jZUib5mOAF61B1pns+gz2uneEtSCS5nMmXyT028dfxrzq28Q2z6KRJsLZZJFPPcn+taRF3pvhS6nu2PmXC7tvfAFeVBXdQyS7VJycHqKI3kTTXvOxPqUkEVw8gj/cM3VR932qss9kRnzB9MU7P3sjch4ZTVJ9MXf+7k2g9jW1jSo5R2LqXlsThAeBnNd58Nbq1mttbVlYMPKYbRkkDfk4HtXmzxJboI88Hkju/wD9au8+GJ8htQmZZfKIQS7B8qphssx9B6Drmpkroyac/dZ7F4f8KabJAl9cN9qdiSIzwqHJ7dzz1689ai8WSW9tPGyRoGhiO7aMADsP51R0nWJtHtJ7dRHMhbEeMhR6HHXGOPwFYHiTVG+zM0zlnkJdj6ntik3oc0Kfv6nLyyvq+uQWm9QXkGS5wOvf2rav7q2tZ5GLJBliNkTFlUZHAY89ABXKQat9iuZLlQGBTafUA9aqzXN34hlKwERxRZcseg9vcmoR0te9c7fULhLrw6ZhypTKnrjPHevNL9USTydjIF6EHn613c0TWfhCS1kkVmELAMPzzXD6hfrc6dHEI18yMZDY596cLoum7JruU3t0ADO2N3AcdD/hSrZ8cHj1BpEOYtkq5Rh8yntWfNZ3MTnymZ4+2DWo5+6r2uaYtbdT85Qn3NQyraI2BJsPotVIoJIxvkHzn7oJ6e5pYrcSy43Ernk0GblpsfTN2YNNtiluu0sMAA9R61xN9aS38xeV9qA9K37u5+0ytIeB0A9BWFqd8IYiBXPCPKiUrGZPJb6eu1MZHrXLanq8kzkK3HSk1C+e4lbk4rClcmX8apIHI0rSWOSfYMyM/wAo3cYJHpXT6skVrolrbyAbZJlUgjOR3rnPDejXs841Fo9tnFIFLMcZJ6YHeu01LQzrflw/aDCIPnyBnOTilPRojmuczr3hiWyb7RYbpLYrkoMkqfQe1c65ZAoeNkLLuAbriu91q31CJ1tVlUxhMmTONoHc1uaN4Mga0aXVYBK0uZCkvLMT/GxHf2HStYSurlSrOGiPILhmRgy9xUQRVHnTg7mPC56+5rtfFngufST9rsFaaxB5Q8vH/iK57w5p0HiLxIbC5vJbUNFI0W2PcWdULBfQdDkn0qwdWLVzu/hKsc8uordLxtjZQTwcbu1egapeRxL5ERCj+PaePpXlnwqubkyakxY4AiIOemd3FdlqcmIiXZx9BXPKF53YLXUx9d1sQhkQ+wrg76837pHbJrS1No3mY+azN2RRnH1Nc/qJKR84y5wAOwqt2NuyJ9KR9SneBIwXYHb7Y6mvV/C/hqHwzoB1fUQDcSj92D/Oue+Dfhg6rrEupXCk2Vmp3Ds7t0H4Dn8q3vin4i2WzwxMBtHloo7GnIz5ruxh61YnVYmvZoRKJA3lcH5AR97gg571wlzYXVs2fKmeBnxEzJgsp+63sD71158QpJolt5LjKxgEZ7gcioLXTp7mNLeCLDXMmSY/9Y25eY+eNpHJz0waIO2hpNuFpROP3FZCrAqwJUg9QfSqskkkblF3HPHFexyeA9On0wrcoFucfLJFx5ZHYeo9c9favMPEejX/AIeu2W4TKk5imT7rD+h9q1Eq6ktTMREt2XJJlJB29hX0xcXcFrYoIUUZQbF28DI614HrGjaXa6Bb6vpeo3twXu/s265gEa3BCbneIZztU4U7v7w9wPXpXVLcAkBQoABOKyqQu1cSkpbGbrGrCCFsP83fmvP7++e4kLvkj+Vb+uTxSNjyiyjnap4/E1ytwU2u77VRedq9PzpFmZLdSG7AXgA5xXq3gbwSt1cLreo4NtGgfGOCeuK838LaJP4m8SWunw5Bnf52H8CdWP5V9A+LL620HRE062KxxRRbQo7ADvVOyRk5N6I5LVbwa9qE8CkLDAPujgHOcCvPdc0jN2PKEUUgA3MHVFZeFGB/E2evtT9D16d7/USsUrib51KqTtUev4VZs5JLy6+1qyK0LjymcZAPcn27H61MfdZpK3JdbnLyw3FuAJ4TG3cE5OMAgn0BBBB6c1XmOYldc1614Z8Lwm1S7uArxScorc7sH+L0A7L2rJ8W+Bt8b3ujoqEHdJbY4f1K+h9ulbERxF9JHmqRl1864BAHC+rV6Z8J7Q341QM22FTFhAcA/erivDVlYav4ni0rWbi5tIpG2JIsscaxHuWMnGMZ46k4HevQ/hdE2map4qtZ/OiFtMkYS4CiRQC4wwGRu6dOKzq3UG0NzT0R2eseVBEoWNUKAng15brd8012VZuM+vFdvrt600bnOC5zXGw6AL6dprhz5Wc46A1nFWVikrGBcwyzSLHbxNI0gwQozXQSmPTLSGKIJEsaBW45Pf8AE5qxcTwadGY7dFUDjgYrAVLvXtQS1gAJZgCT0UE4yfzpopuyLkN1LqjtbBswojMfpjp+dZmjw6fOJBclkCrkFGwf1rqYdHh0XXb7T4pTKsaIC57kqCfp9Ki1fStDS3P9ntZpMDtULhvoSMnPvS5rOxCqNao4edkS6kjV8gE7c9SOxqNmIiyp6V18GijVr8W8MB8tlAYuoWR8AA7iP4VI4bryRTtf8AXGmWrXFg73ahcyRY+cHuV9R7da3Q1iObSRwjyPcsIl4Ocn/wCvUsDpESq/Me7Co5nWO0YRnbIzYPritrXvCuoeFvD2k6jctOk98ZPNhMZAt8BCgY/3mVs47dOoNNClNJnrNwSqcVyWsOx3AmiisSjk5fvms3rMf96iihEs3fD2qXs15FYvOxtkORH0GRwK3vEk0sN3ZGGaSInIJRsUUUpbkIbeK7r5rzSM6KHyT1OD1rvfDNzLcaPskbcISUTPpgED8M4ooq4irrY1zDHKSsiBlwcg8g14Jrd3J4a8dX1zp4QPbTyLGJF3DDKVOfwY0UVojGG5rfDOVo49U2ntEP8A0Kuh1aeRgxLH86KKzludUNji55nllYE4APQcViXrl70BuinAFFFSgmfRPgWCPTPhVZvarteeMyyN3LMef5CuButOt9bvrxr5TJ5ChkGcAE55oool8RNLdkctray6Np8bW0OF3YKpg8Z9PXHNULKWQT290sjLIWIG08LtyRgdulFFKmO2jPUoJGntoZHxukQFse65rnPH9tDL4SuJHQMyyIQT2oorZbnIeUeIPFT67DbQyaTplqbdUjiktUkUpGucIAXKgc5OByea9D1W8mSPAYdO4oopTOmkcldzSTFi7cDsOBWLqTkQKoOAeTRRWaNJbHqHwKsoPN1W/KZuI1SJG9FOSf5Cr/ikm88RxW853xPLhlPcYJx+lFFE+hnD4jL1Bhpt68lqixlwVYAcEYz0rmr2UteTQMAYkAbbjG4nucUUULc2t+8O18GzSGWezLkxKSQD1yDj9R1rp8AvggH/ACaKK0RxT+JnjXirWBoPi/VYU0vTbyCeYSGK8t94V1BwVwQR1ORnB7g1e8A6nd6pqOt3t5KZbi6kjllfGMsd3YcDr07UUU57F0zq7072UN0qndSMkWFOBRRWR1HH6zM/nbM/KKyBqN3aoyW8zRbuWKcE8+vWiihbkTNzwdI7ySFmJJJyTzmscyuuoNGDhfNK/hmiil9pigeneBbuSZp43CEPGGJxz8rbR+lddMoOCRkkUUVqjln8TPKPiXo9laSR3UEISWUBnI4ycn/CuNvvEmralplvpd5ezT21tI8qCSRmJZ8ZySecbePTJ9aKKpGkdj//2Q==", 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", "info": {"video_id": "210997", "label": "moving tapered part of radish", "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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4ilfyo7dQQTjHPHU5otrfxFp+hSyzQxqka5VXbLovUnFD7wIT+zJGFqvjXWG3fZiYcP8AKCN4wOSDuGe9cqnim/sr17g3AnklbdKkqB1Y+47fhSaj4hvLi9dIbltk3yzFUH7wdTk9h9KyHK/Ox2hj6CtF5nXTo8qaZ6Xoviiw1azuHvILK2lixiMRFi4x1HPrU1hqGlajcGKSJIZGyVOWUdweecHivJ9z70dWGAcYHB6VYS5mjOVkZfx/GixMqDv7rPovTvAkNqrPNdNJOcsu1QArc456nAOPoBXOzRXS3jRAStMjbGz8xVl5Ddec9Dzim614q1e7d7cyi1iAwfJ4LDjkk9BzWf4f1OS1ujHK7sGGSCcnHfk+4NTPa6OWlUcGdBa3Op6XbeTB5aJM4+XO7yzjnFYur3osbxpm1Ka6YfxPwCfb2qzfaoL2Lz4+IFztJ43VwoS41nV5Uk85rKFfMnaFQWVc4A54GTxntWacmrM2jFXc5HV+Gb671jT9dLrIsElv5SyEfLu3dAfWrialL4N0S6lvdOKxoMxypjMjHhVYj1PeqmhXUMEBtIQo/cOHA6A7hgDnnA74Fcn4u1F2e1s2uHmiBEjqXYjeM+oHT8frVxVmKzqzSsc5rmsyaxqtxNdxhrhjlto+VeOABVMugGWbaqAD0qK6mVy7Biu8/MR61nNACdxuFI9+taHZJ8uiLy3KO5CJn3zUowBjGPSq0JiiTasi+/NOE8eceamfTNIVzv8A4bNZvqdxbXofyJSisVbGB83+P6Gva7yDw/oljJHcLbWscilWJALnP6k14x8L7Bb9tSeR/wDVeUQF/wCBVr6qjR3T+e7PkkDcSSPUD8M8D06UlNXcTixHxXRt2Vsups7wXK7F4LDILAH5eBzkYPX1rQh0oSX8FmJJGibLyoTww9cD/PNYujWGsWltNfralYFQsC/G49+PTPP9K6HR5JoNLutTuDmdxtQdvoPxI/Ks7S5/IUqjlGzIJbPw/HfssEU8M0bFQ0X3c8Ej+Vc9q2vWunXJUs0h6q7Hp9BVPX9RbR7YCJwbr5mkYAfNk9D64rmLeN9SH2q5TcpG6NN/PXkkdackmzelDkV2d/8A2hcRfDC91NGZJby5PlvnnauFBH45rxWW6mmklMwATefmJwTz6969t8eSC1+F9iI08reqPtwFxuOegAH6V4Pczo4ywyG649aqJpRd4uXmSyX0ADMxDOTwM0kM8svO0BfpVDZbBgRvOe1WluYUXGSoHqKopSvuWwcYBAJz26V9K+HtX0m08PR3M3kWkqDbJkAOxHQ+p4/UGvl9LyAuF3tnPpXvHiDSY4YImhUKEBAweAcZ/DsfzqXNRaT6mGIs4on1nxDpmtauiwLNGGQxySOMCQdOnXoatS6bZ2trI+S/y/eJxk44OBx3Nc5pfhzU9XlE1vB5MIbPnSgqP6HoSO3TvXQQ6Xd/8JBHY3U3m28IDhQOGA7/AI9PxqKkJNqxzxqNR5WXpksdI0qyguLSKeaY/dcgEcev6fnWJq97p9jZB4bUQsBuWEvx+XSrHiK+VL6e7kkwsKNDEueD2Y/zrzHzrrVL94C5FvGN27kkD0qpdjajT+0zvfBGrya54rgIQ+VbRySu3bIXCj8zXnfjO6up/EV06yHJnZQSeijoP516p8N0ECau6wxxxpEpxGTgFu2M9eOvWvIPEIum1W+nMMvkec+JNp25z60RVmbU3ebbMVryGM4dwcnLYBqL7dJNJthG1agd4WJ8yLn1HFOimijHERGffmrLu76l9Wbje+T6V6f8HNL0/VrrVVvUMrxrEyRFiARk5JHfBC15IbyP+5I30rv/AIcM9xZa1NayyRSRiJeCQQDu/wAMfjRdLVmdZpwaR694om0O009LeK4tre7jbMSRgd+DnFYtppHnRCXzAIWzsRDnC/3fTGc9s1x7xmSYR7WklYkYHzM3b88MDz6da6aIa1pWmQpLbeU07YG45K8cmoqqTXunLSqNe6XFhsEa5l1DNxDH+7hSRu+P5D+tcnqWt29gJRp0YjLNlgpJz7VP4gvkh04wlsk5zzXPaLZvC1tfTSLcMGEixMCNoySNxOOwzkH0qbN6G8Yqnr1Z3dpF/bHgnT2ubhrR0u5G81+CvPH0Fch438R6gzNo6XaTwWsW6aSHIEznoG9cCu10hmuvBl45UPJHdO7ZIfJIDd8+vvXit1fENM5bIMhzk9auBVGHNNyl0KpuXwr3BUNjIGcdahkv4lUCIBmPU1BPJEzbXXI7EcVHGbdHyqu2PU1Rs5O9i/G8rLl2xmpMg8f5NUzdxBcfP9AKBdxP8oLqf9qgOZdz3w6bZ63rCQC4eGJ/mDbfvKQeAffnkc9Oa6xdI0zRtOm8q3QJsJkduWf8fU1wiSOhtnDOlzbkD96pDvGTwwHAC5Gce3XmtbUvEE18NjII405cLyXYe/pUxslY4qlG07HI+ItQ+zQCEfKFGWHvVHQoAujPeS+TmecYfed6bRnAXoQSV6+lZevagJrmQZO4nJPY1Sn8SyRW8dsqAOihVwO3sKjqdDiuWx1mm6lA16LeKUs23gcgAAYxj171zXitVGoSuEyUXjHGM854p3hzTLyHU1vJ5VBKlzH3Xdnqenvj3pniDUFtfERmwGUwgFTzzyKFdSKhJqdzk1iEzNjqeqE/ypq2qMx2tkjgg9RQ7FryVo12xn5hjoKju7c3I8xDsnHX/arY0e10if7Gn/LQgD3NDwWioSSmPUVli2u2bawbHck1JIgChckKOg7t70GPPfoeo/Ca9S1XWVhYSFhETvbaABuGSfTmvQNKvIX1yCe7ihljuFBWRo/lVjjIz3xx+Bry74bW4tVvb3HzxywgswLBVbcD8o6mvQobGe4GVXzUhOVmddrYxynsvYD0rJ8sZOTFOEXC73O216+FvYOoYebIPLQHrz3x6Vyer6stvZJaWzZWMBVAHU/3sfXNUvtEwleeeR3mbjc7bgB2/HpXPaxr8FtIcENIRgtVOVzKlTtqzJu7e6utUQ3hUxs2Xw3atixsXuRErkxW5RRyQQMk5/LiuUk1vzJPM5LE9M9KvWGuz3Mos7eIFn445x71G2p07o9K+JF/a2j6VaOENsJFXB6YC8f0rzXxUum3UZCwxLcoMB14z9am+I97NO1jbOxMiKMrnngYrhWe4OfNc+i88496cU3qKjHSxCDalypYI4OCrdqkzZx/edT9OagubYXa5J2yr39RVZNPdTmRhsB7dTWthylJO1jQae0CA/eBPHFe8Xl7PcwyOZ9wjjWRCvyR45BG49cgcHHWvnkqrSqpAJyBtHRR6V77YQXE5hCeb9ogYoJHI2BMngL6EY688VE7LVi913cjudM1u3uNDiuppkQIoVyeAOOMDvkYOKwJtV8s3V4QytOwUN/dQdPz/pWTd2K20qxOyyIoJI9STnn6H+fSsnWNcW0ibLbm7DsKOe6ucsKWt2UtcWa9UvJMYh2X1qnp1kPJEKNHu2nc5JBOWGcfgBWHd6/JPL82dvPHvUUWuXUbKkTfMxwAvWoOtM9n0Ge107wlqQSXM5ky+Sem3jr+NedW3iG2fRSJNhbLJIp57k/1rSIu9N8KXU92x8y4Xdt74AryoK7qGSXapOTg9RRG8iaa952J9SkgiuHkEf7hm6qPu+1VlnsiM+YPpinZ+9kbkPDKapPpi7/3cm0Hsa2saVHKOxdS8ticIDwM5rvvhfqKEavEixospijaSRwAAQ/OM8/0rzR4kt0EeeDyR3f/AOtXe/DMAR6liWKCQmJkkZdzrgtnaPxqZJNGfxaSPZvBzWbpcFrZI79Wy7lfmx04z/nBFR+KtSjYeSjZELbnYnq2OB+GTWDB9ptG+3xxtaGVcttcnnGCcntjj8BXPaxqX2geVuyg7Z6+9LmTWhhGmue/Qw9U8/UtUjtYizmWQLsHU5Par+r6lHFK8SfaH2qYo1mI3oowoDY4GADx71lW9ncvd7wzKFOUfoRTro29swDnc/UknrUJmzWqZ6T8P7k6h4S1SSRwxafO3+78v/1q84uPDsN/YSTQ3Yiljd1MbjKHDEYPpWrpniNraOKC1KxcgFI+A31Fcdf6hdQajqFtCxMbTsxGehNNPXQcE1J+ZlyQrEJFKfNGcNGOcfSoEksnHEqj1BFSEy+Z5jH94xLHn9KqXNik7ebGQjH7wPTNapGs7pXSLX2iyj4DZPsKjuLu3B2mPcR69qrR2ht1MjMpYDgnovvSRxLNJtAOO5PU0GLlKx9Mw2Edojyy4lfqzsa4rxFd/ZoWSP5R6A12Or3ixoIUYNkZbA6eleb63FJqFxsVuSfTNctNO12RFdTmmcTh9zZJ/nVjQbNmnlvbm3IATZGZB69SPfHetmDRbTTI/NkAeY925IrN1TV2ClFIAFaFhPq728nEi7x2HpjpWbq8YU2c9yNzTIWOeuM8CtK08NSS+Hr3WrxzH5ZQQx92JI5P4HpW+LLSbm3jbURBlUCx+aegPUjmlJ8upHP2ON1eCxgs4pLaVy5ALgkEAeo9Kxw6kggg+9dVNZWkU1ysEcVxGQFijCAxswYEhz12kDr25rRsfAA1Wx+0SzyROy/JIB989ASP7vv1PWtou6G8S07NHn0s7ROQeRUKR/8ALaVsgnKg9TWvrOj3Oj6gIL6HaOqyDlHHqD/SmeHtKtvEPiU2FzfSWyNHI0Plx7yzKhYL6AcHk+nvVIJTja53vwn8i4n1FJ1OAsbAHODjd+dd/ql5HEvkREKP49p4+leV/Cm7nd9SO8/KIiD6Z3V2epyYiJdnH0Fc8oXndiWupj67rYhDIh9hXB315v3SO2TWlqbRvMx81mbsijOPqa5/USUj5xlzgAdhVbsbdkT6Uj6lO8CRguwO32x1Ner+F/DUPhnQDq+ogG4lH7sH+dc98G/DB1XWJdSuFJsrNTuHZ3boPwHP5VvfFPxFstnhiYDaPLRR2NORnzXdjD1qxOqxNezQiUSBvK4PyAj73BBz3rhLmwurZs+VM8DPiJmTBZT91vYH3rrz4hSTRLbyXGVjAIz3A5FQWunT3MaW8EWGuZMkx/6xty8x88bSOTnpg0QdtDSbcLSicfuKyFWBVgSpB6g+lVZJJI3KLuOeOK9jk8B6dPphW5QLc4+WSLjyyOw9R656+1eYeI9Gv/D12y3CZUnMUyfdYf0PtWolXUlqZiIluy5JMpIO3sK+mLi7gtbFBCijKDYu3gZHWvA9Y0bS7XQLfV9L1G9uC939m3XMAjW4ITc7xDOdqnCnd/eHuB69K6pbgEgKFAAJxWVSF2riUlLYzdY1YQQth/m7815/f3z3Ehd8kfyrf1yeKRseUWUc7VPH4muVuCm13faqLztXp+dIszJbqQ3YC8AHOK9W8DeCVurhdb1HBto0D4xwT1xXm/hbRJ/E3iS10+HIM7/Ow/gTqx/KvoHxZfW2g6ImnWxWOKKLaFHYAd6p2SMnJvRHJareDXtQngUhYYB90cA5zgV57rmkZux5QiikAG5g6orLwowP4mz19qfoevTvf6iVilcTfOpVSdqj1/CrNnJJeXX2tWRWhceUzjIB7k+3Y/Wpj7rNJW5Lrc5eWG4twBPCY27gnJxgEE+gIIIPTmq8xzErrmvWvDPheE2qXdwFeKTlFbndg/xegHZe1ZPi3wNvje90dFQg7pLbHD+pX0Pt0rYiOIvpI81SMuvnXAIA4X1avUvhBDFcDV5JkGE8ry8nhR82T+lcJ4asrDV/E8WlazcXNpFI2xJFljjWI9yxk4xjPHUnA712vgETaZqPibTnSdPLnSILcACRQrOMNjjPTODis6kW42HzqWiOy1y7kuSY4ScdASe1cw+nRW2ZZnLP1rfnlWNSTXHa7qh5RT1qEklZFrQi1LV1hQpGQPpXLy3vnOWlkI9MDrTLuVmBJ71RWCe6eOG3jZ5GbAUU0rkuR2vhuFLidZ1QBUG3PXJz1NNj0q21+bU2D7LhJSI3HB74B9q09D02bSLKS3uQBcRE7wpzg46ZqS18OXGkxXVzBd73lAcqygAZ56/jUcyjLUUXrqcFc2F7ZTtDcQOWVdxcDgY6/wCfSq24OjAHtmu60rRb/W7799koMSshOUUcgOw7nqAK6DWfAWn3VmBaL5F4FOJsZ3k/3x3/AAroTug9vZ8r2PGsSznysZXuewqaFgsmyAEgdSe9TataXmjvLaXULRTbsbhypHsfStHX/Cmp+GvD2kahcGZJ74yebAYyPIACFAx/vMrZx26dQcNDdSNz1RpWaMsTy3JrNXClmA+b1oorBbFLYx9TmcRSNnJA4zXHTTP5m84JBzyM0UUwZFJqN5d3cPn3EkgDDCk8DtwOldH4jcjSrBx94MRn8KKKJboyiVNEuZdwGQQ52kEenI/UV7VbSG4s4ZnChpIldgowM4Booq0Z1tzL1rS7TUtMniuoQ6rGzL7EA14XHey+HvED3lgEEsDME3jcPmUqePoxooq0TA6n4ayNEmp7fSIf+hVv6tPIwYlj+dFFZy3OmGxxc8zyysCcAHoOKxL1y96A3RTgCiipQTPonwLBHpnwqs3tV2vPGZZG7lmPP8hXA3WnW+t31418pk8hQyDOACc80UUS+ImluyOW1tZdG0+NraHC7sFUweM+nrjmqFlLIJ7e6WRlkLEDaeF25IwO3SiilTHbRnqUEjT20Mj43SIC2Pdc1znj+2hl8JXEjoGZZEIJ7UUVstzkPKPEHip9dhtoZNJ0y1NuqRxSWqSKUjXOEALlQOcnA5PNeh6reTJHgMOncUUUpnTSOSu5pJixduB2HArF1JyIFUHAPJoorNGktj1D4FWUHm6rflM3EapEjeinJP8AIVf8Uk3niOK3nO+J5cMp7jBOP0ooon0M4fEZeoMNNvXktUWMuCrADgjGelc1eylryaBgDEgDbcY3E9ziiihbm1v3h2vg2aQyz2ZcmJSSAeuQcfqOtdPgF8EA/wCTRRWiOKfxM8a8VawNB8X6rCml6beQTzCQxXlvvCuoOCuCCOpyM4PcGtL4e6hdarf67f3splubiSOWR8Yyx3E8DoPaiinPY0pbnS6lIwRsGuH1MkyEk0UVkdBiXf3B9aZb3k+nus9s+yTOM4z7/wBKKKaM5HoOiTy3WkNcTuZJZAWd26knvWTpM9xJbTq9zMyLnCM2R+tFFQldjhubGgTS2GuIIpGO5lDbjncGODn9D9RXo7Dn8jRRWsTCt8ZxHxQsoP8AhFEuggE0cyAMOuDmvJ9Q8SatqOm22l3l7NPbW0jyoJJGYlnxnJJ5xt49Mn1oorQUNj//2Q==", 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", "info": {"video_id": "210997", "label": "moving tapered part of radish", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "210997", "label": "moving tapered part of radish", "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": "f9c59c80c9c251c3cb865363324dccf5b21ebab48818885646652bb2644a56c2"} +{"episode": 44885, "episode_seed": 1469399956, "split": "train", "timestamp": "2025-10-13T03:20:03.859402", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1469399956, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 green teddy bear in front of beidge tiles'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "11561", "label": "holding a green teddy bear in front of beidge tiles", "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": "11561", "label": "holding a green teddy bear in front of beidge tiles", "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": "0b85be8e042345106ffd4510ec4b3c2ad3d6bd138f4839360d11674c867b8ae6"} +{"episode": 44886, "episode_seed": 2093588291, "split": "train", "timestamp": "2025-10-13T03:20:05.306913", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2093588291, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 padlock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "56630", "label": "pretending or trying and failing to twist padlock", "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": "56630", "label": "pretending or trying and failing to twist padlock", "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": "56630", "label": "pretending or trying and failing to twist padlock", "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": "b6a4dbfcc82084da7d058d0970ea3cebd5382655f9ff0c95a76f5da76a990a06"} +{"episode": 44887, "episode_seed": 2502132816, "split": "train", "timestamp": "2025-10-13T03:20:06.893008", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2502132816, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 one of many bananas'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "57025", "label": "taking one of many bananas", "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": "57025", "label": "taking one of many bananas", "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": "57025", "label": "taking one of many bananas", "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": "5a9fd235b68e25a8453d58a0f3ed8c285f545fbacb09f63962a7a5390564a6a4"} +{"episode": 44888, "episode_seed": 2370418609, "split": "train", "timestamp": "2025-10-13T03:20:07.510106", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2370418609, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tin in front of onion'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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4xXSW0CxJ0qO3jCoKdLOI1Na3NUhLm4WIcGqVx4wsrGMo86qwHrXJeL/FEelwNhsyEYUZ7149Nf3F9cPPPIxLHOM1tCPVkTnbRHvH/CQzasrGFtyqfmTPJHqPWoTrAMWYFA527woUKfc1w3hfVoXtfJlyCq/fAyV9Mj09+1SX817c/uYBHHCGU+YDkse/H9a45xnUm4yko27/ANam0eVR5uVvtYk8f3iRaSoVtwB3A/32x1+g6fjXkDcHGec5Ndn431cX9zHCjDy1O1cdMDr+tcewyc160mm7o86KsrMhZjlvpVRm/fjHbirknA461f8ACeiWviDxB9guryS23QyPGUj3l3VCwX0A4PPtSGzKf5iO1SBfyqGI7jlucCrAI2571DGiRBlsCus8C6Cdc1+KAruhgId/QnsKw9B0ifWtSWzt+Gxlm9BXu/ww8Lro1neylcuZW+Y9cDj+lTJ2RpCN2dFbeHLSO22+WhO7IGK6KxhhiAjVPqap6SDd3m3soGa3FtlS52g8Yrwq2EnjH7S9lf7ztqyVNez+ZWwD2FVLzTYbqEgoATVwrsYr6UpPyAe9fINToVJRejj/AJkRnKLvFnzj8SvBTaRdvqNrGRBK/wC8UD7p9fpXnLA57cV9deI9Hh1fSp7eVAwdSDXyfr1jLpGp3VlJkPC+3PqO36V9nkuYfWaXJL4kRiYpr2keu/qZUrHKKOpPNOHQn0rode0HSLbw5bavpmoXk+br7Lm5gEa3BCbneIZ3bVJCncP4h7gc9g17jORDoxkmtPSLR77UY4wMgdapxgKu4jtxXd/D7RjNdiVgcdTxSbsikrs9c8F6SLe3iG3tzXplrHsiFc7oNoIo1GMV1AGABWNL3pXNKzslECQqknoK881m/NzqTxoeVlUcdhmu71CUxWUrDrtIrzHRbeW71G6uJCSWnz+HFdSaQ6C6nXx4gMwIwGjBPvxXy58QLP7F4tvgBhZGEgH16/rX1Drji2svNzj5cV8y/Ea7S814SL1ClT+dJbDqu6OJjJafNSk8+9bHg3TdK1jxFDp+rXE1tFOdqzxzRxrGc8ljJxjGeOpOB3qnqNk2n65fWRjnj+zzvHsuABIoBIwwBIz64JHpSZzIrMGKiNeWchR+NfRngawOn6VCwG3y4QAK8J8O2J1HxJZwYyqtvavpTSLfckVuowGOTj0Fc9aVlY6KC1udVoFoY4C5+9Ick1vAYGBVWyjCRcD2FWqujG0bmVWV5FC7GJz7gVDVm8Hzq3qMVXAr4HM6bjjai8/z1N4P3UNpp6081BcyrBbySMcBQTXlzjfRGkVd2R88/Gu7W48XQQg/6m3GfxJNeVyNjGO5rpvHOqtq/inULxWJUybUP+yOKj8SeDL7w34f0bUrwSrcXxk82FoyBb4CFAx/vMrZx26dQcfpWX0fZYaEOyMMRK9R2PqJSQtZGqTOkLkHoDRRSNzwLxHeT3etS+c5IUkAdqz0YgED6UUV2LY5OpoabI8blkYqw5BBwRW1cahdy2gR53KnqOmfrjrRRSaQ02chqrE3p5+6oxVdlAwfaiirjsQypKcu2fWk0vVbnQ9Xj1Cz2efFuC713D5lKnj6E0UUCIIPvEVYwAQO1FFS9xo9U+B9pDca9qLyruZFUD6YNe36BGo0ubAxkuT+ZoorOZvT2LPhVQY7h/4vMxV67kZb04PQrRRXCnbCQt5G1T/eJDGJMpJooor4zN/99qfL8kA1+hr5q+NNrDbeK0kiQAyxAv7kGiiunhxv6415Dl/Cl8jkdf8AFsniK3toZtI0y1NuqRxSWqSKUjUHCAFyoHJJwMk8+tZigHqKKK+9ZwI1dOto5Z0DgkdcV7X4Is4Y4k2rRRWdT4Tal8R6zpygKuBWtRRU4fYVb4irqADWjA9K53R7WJJJdq4+aiitXuXS+Eo+OZGTRnKnGBXypq8zz38rSHJ3GiinEmpsM0bXm0cTxnTdNv4pWVzHe2/mBWXOCCCCOpyM4PcGo7jULrVtRu9QvZTLc3MhklfGMsevA6fSiimzBHX/AAxhSTWrqVxl0AAPpX0L4fQbmfHPSiiuSvudVHY7WIYjXFPPQ0UV1Q+FHM9yteD90p96piiivh89/wB+l6L8jopfCJXI/EO8ns/Ct88LbWEJwaKK8vCpPEQT7nXQ+M+VrsnDHPOQam1DxPq+qaTbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRX6ZHY82W5//2Q==", 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", "info": {"video_id": "172409", "label": "putting tin in front of onion", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "172409", "label": "putting tin in front of onion", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "172409", "label": "putting tin in front of onion", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "172409", "label": "putting tin in front of onion", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b781f374b89788cce38834cd97f94ab0b27f514cd6611f70f47b63751061f3f5"} +{"episode": 44889, "episode_seed": 1099347103, "split": "train", "timestamp": "2025-10-13T03:20:10.381427", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1099347103, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'putting led bulb box in front of ring magnet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "96701", "label": "putting led bulb box in front of ring magnet", "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": "92d619516b9d02b407adf3b5a5ec08b4a4b810eff01284f846f745d302286352"} +{"episode": 44890, "episode_seed": 322810203, "split": "train", "timestamp": "2025-10-13T03:20:13.307013", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 322810203, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 section of 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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", "info": {"video_id": "143324", "label": "opening a section of 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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"info": {"video_id": "143324", "label": "opening a section of 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": "ea411a833eaf0b7f19dd45233514f45d724232c877a0cbc01a575ae5be69a41c"} +{"episode": 44891, "episode_seed": 2234341734, "split": "train", "timestamp": "2025-10-13T03:20:14.248492", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2234341734, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping water filter behind 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "193015", "label": "dropping water filter behind plate", "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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bQFgqMY8sY6D8tM+wfJECMDufrSTW8a21yqjkxt+eKuw6PqcLSyy2FwEO0g7OnHPHWonw4kjUjLKVPtW1OEYLlhsbwpxhFRirIrygEqw/vI36UEcsPVs0xHL2cTA/8sl/NetSSfcbHoCK0Zqtjl9YX7Lr9tdj+JcE/wCfrXJ6PcQyyPDIwzg5Jrt9ft/tNlvX70Zzx6VnweHbVLjzXgCyKMAEY44ArHEUfapam9Gt7PU4rWp3uPENvFaHzYMqAqDOccV2On/aTCUntriBd+I1f064/SnQWsD+IBsjT5PRQP8APWulaJRLbrjONzH8FI/rWEsDFxUWxYqp7am6clpIzreKRiQE2Dbn3NZL6G8UzXNrIyTLnvXW28a72IGAI16/jVQgCVYlBZpW2qqjJY+gFaxw1OC5UjzqeFpU48sUVNMvZZdFt5sgPIcMffFagj2LCTy2Kn0bwDqsGiwxXc0FvKsnmBCSxA54OOM1PqVhcWESmUKQOC6dM/0qoRhDSJtClyLRWM+MjfMgI4nP4ZUUsLEJDjsm39KgyFubhcddk3142n+VLG+xRg52Hn6dq2ZaKPiSIT6YHHJjcH6U21n82BJg33lUN9RVmcLNbyQtyGBH/wBesHS3dDPbE/cbIqlrEq/umrqt5s051BwSMVNpV20NjHGiZbAJPYZ71iavITFEn95v5VuRxomms23lYiM/hWVeEpU3GDszKtGc6XLB2bLsZ+VEXLkYAC8AfjUWpaTNeBW89sJgrGpwoI7+5+tXY8Ksa8feQY/Kr5AI5FcdPAwhq9X3ZxUcupU/efvS7szbW4keWRLuIGSPbh15JyO+elWo0e5+abGMfdHQVFHBPcaxLHBE8jGJOEGT1YVoQ2N3Z2cZu7WaLA+YsvH4mt6dCnTfNFanTSw8IO8VqViirLakAYDkfgVP+FNC4Y+8YH6mnXLjZDJkbY5lbj0PH9aTlZgCfVce/WujodC3EYblweMiuRsYhDc39kejsSo/H/69dbKxGw/ga5bWgbPUor1PutjdVQfQpdUaMdw1xeB/NJhQFY06DHc49c96zFmFzrKYORGMDPrVy6As9QiVfuu7jk9Dgn+lZehHzr6Z852sefxpR2HHqzqriQHyFU9ZRn6AE/0FPif9+nUcOf1FV5SGuLUehZvyX/69PDcgg8rCxI/EVK2J6mpoFkNZ1eXzhmxtQGkH/PRj91fp1J+ld1kvjGAo4Ueg9q57wTbhPDfm8brmeSQn2B2j+RrogcGueo7s0grIr3dktxA6sACRjOOv19RXnGuWhsSjoCqxSg4/u84I/I5+leoswKYrjfFdoJ7e4TH+uhJX2Yf/AFqUJcrHJXRyHmbJ19pCp/EZH6ilmwp4+oqrueSIup5ktw//AAJcGnJKHxn8PYGupmC2AStFJL5USvLKFG5hnbjP60usT7LUxg8NgAVCXYRvJnAVefzqnqs3m38CjkMgb/P51UdyoaySOm0hFjso19uadA+bVHPUo8n5kn+tMt8R2xJONq5xRCu2xUY5W3H6ip6g9S5NOILRGxkhQFX1rvPD2jLptossyhr2QZkY/wAOf4R9K4nTIPtfibT4H5RG81h6hQT/ADAr0+P7gJ61jUfQuC6gc1zniPQ1ulN5bIFu1GeP+Wo7g+/ofwrparXWTGdpweoPuKyTs7o0tfRnkkEgCyr2jmyB/stz/U1LES0JUnOwlT+FS65bC28UTrH8sV3AJVUdmz/9c1RWRg4OceYgY/Xof6V1J3VzBaNobOA6Oh6EVRV3W3uJp5WdydzEnofT6Vel+UDuOlYV7L5MeoRdAEVwfrn/AAqkIl0I+ZezTn+In/P8q33fN3x/DAePqf8A61YfhxQLXzD0JxWxkG7mPoiL+ZY0Pcupuy1FJsaZm4VQv8q2/Amnb45tduF3Syu0VqCPuIOCw9yePw965m8kCWl1IDxkD/x0V6Vo1utpo2n26jiK2T8yAT+pNZVXZBFamgEJHzHmquo2K3NswIBfHGRwfY+1Wg2OtJK+UNc5qeV6pALW+t2AIRt0Yz9M4/AriqUEuJFLdGTYfqpx/I10Pi+3CQztj/UypOPbnmuYmXAlIP3JVf8AAjBrqpu8dTCStInlIDEDotYxHk6hKdoCuu4tn07frWiHYxMO46H3FUL87UjfPL8VaIZRumNzrFtCeABkj/P0rpZ2As1jHG9kTH1IrkLCQv4jYnPyoVH6CuonJD26+sycfmf6U5Fdl5GrFIDcKfWT+QrRhEl5qENjB/rZzjd2QdST9BWJEf3sTAfxk/oa6fwDGLnU9RvW58sLCntnJP6AVnN2VxxV7Hdafp9vp1sIbdMf3mP3mPqTVllDKVIyDwRS0ua59zY4PxPoa2kc01qu2CX5XjH/ACzY9CPYn8jXOmczWyTAnc8Svn3HNenalGk0JjfGyQGNvoe/4HBryi3DweZAx5trlk/4CT/9etqUr6Mzmral+RgUD54NYmswC4sWB+8BkVeRyEMbE/KxX8v/AK2KhmJfenYitFoyZOxR1KfzppXA/wBUHcfUKR/WsfwrvMMreoq1qU5S2v2B5MLEY+oH9aTwwuy0YjoxxTWxS+Fs3GdvtcHHAik/mtSRsc4I58nHHfmmFx9sBxwLc/qw/wAKmiKm4PP/ACzH8zSWwup2vgl1bwxaIDna0qH67yf6itxjtNcb4NuhbSXenM2CW8+L34ww/QGuvdw4BHeuWekmax2ANxzWDr7qphzjhWJ+mDW0SApLHCjqa4nxdeyfYHukO3dKqR/7qkEn6cAfjUpXY3ojlIT5JVT0ileMj2yR/LFMh+VQCeVYofbB4/TFPn/19xKv3XVJh+Iwf1WufsWm1Txfdaa+qz2kTiR4hGm7LKhYL7DjqfT3rrbsjmiruxvZXyblH6Mh/kaxZpCdfihbnylRf0FVPDV9c36zG7neThMbj0zmrUeJvFU7AcCTafwq4Fw0kdbLNtsblu4jbH5VKzgRuucKI8Cq9wF+wXDDuh/XirMqgRzEdgBUoXY2vDzAeLEyetrIB9cD+ma9JjOY1PtXlNpMbHXbC66IJNkn+63B/nXp1rLmPYeq9a56u5rDYsE1DKPlp5NVL2byrdm7kYX3rI0seeeLTt1LTJh1VjGfo27H6gVjyttEYPaQp+B/+virHiK6a41DUkxxZhChHqmGP65rn/FN3NbaRLJbyNHKzIQynnGf/wBVdUNInPL4jXdsp2yOK5vXpC2nXEw6s0afhkmoNWuGh0OHUrDW9RmV7n7Nm4iVFnITczxY52qSFO71HuAa1L/xLoo/W4AP/fOauDuCXvI19BDLp8ef71aWXae647x/+giquj5jsYQeRjP51djcCW6yBzMB+SrTe4S1uNuwZLC6UDqe30Fep6VMtxptnKpyHtoyP++RXmsarLHOpPViMfgK6vwffBtLFkzfvbQkAeqEkg/zFY1di47nTtxTWPymlLBuR3qC5nS2hLseR91fU1gaHLeJ9szXUBI/eJ5Q+uDXDxt51up7yw7T7HH/AOut7xTNJBf2OSS6OzSjP8Tdj9B/OsKRfs5cA/cmYD/dJyP/AEKumktDCo9RUYFFbgbl/XvWPqUu26s4z90TMefTaTUGnyi98XzaVfandWdu8xWN4pYo1i7ksXGMYzx1JwKzJ5J4tduba7kuT9leWMLcAB1wCPmxxnp04qk9bEyj1JdDn360Zf7+T/WuomlU3dtz/Gx/JD/jXJ+G0zdlj1ArpCgN/aLn+Jzyf9n/AOvVy3CXxGlbSt5kbDkDdx+BrsvhtIG0/UeeRec/98D/AOvXDWb5lTP8Qf8AlXRfD+8Fpr+qaa5wJ1WeL3K8Efkw/KsquxVPoer76TdVVJdy5z9aeJOeTXMdFiLUWxaufpXluo/L4g1NE+7KBKPqCQf5CvRdVuljj2t/CDI49ABmvKluJLgWd24/eyb43we5+Yfqta0tzOptYneTdcM2eGQSD3PQ/wBKjll2FXzx3rG8R3stppQltpmikSUR7lPOCT/9as3XbLX9E0TTLy8vbtZbzzPMiKYEGNpQE4+8Q2cdvzraTszK10WdZci1uVHRkXP4yLVnw9xYoR1LmiirWw/s/M1n/wCP2T/rkn82qdPlumx2jX/0I0UVPQXUlMr2xku4TsmgO9GHY4/lXfwzvJaxzHAZ0DEDpyKKKwqmsCFna7vUtZGIjPXbwTXE+IJ3vLe4MuAEbYqqMBVBIAFFFTT3CWxkHkKh6CMr+HB/qa4GfUrjSvEz39ts86N3C7hkcrtPH0JooreWxiviLfhYbUuVHQeWP1rS0w58Q3Z7mV/5miitKew+rOnuSVtHx3KD/wAeFWJnPkzN3z/WiikhdUXJTvjAbkMcGu18PXk0+j2c8jZkIKsfXBIyffAoorCrsaw3N4Odp4FZGozuBPJkZhiZ0B6ZHSiisTVnnLgNqE27neMNnvnrXLeJSToEBPP3Bz3x/wDqoorrWxyvc5/VvEj63BbRSaZp9sYFWOJ7ZHUoi5wgBcgDnJwOTzWnrTEx269vNkP/AI6oooop7mn2kdNpoxbwgf3BViEZeb/ru39KKKt7kdCzbNgzHjiQ/wAhUsN1Lp5jvLc7ZUYL7MpPIPqKKKmRS3O/kndEDLgZrP1O6ltdIbUEIacMqqWGQmTjIHrRRXItzZnG36+ckbyEswkzk989azJ+Y7jPZAR9eR/SiiuqJzT2OKu9ZbTNd1CNrCwvYppFdo7yHeAyjggggjqcjOD3Bqn9suNSvr2+upDJcTxySyNjGWPt2ooqV8RT+E0vDPMjZ963gT/aNv7RyH/0GiitZbkv4mWrNiJkx2Df0p091Lp+q2l7bnbPFIu0+oJAIPsQTRRUVNgj0PZAx2g55xUu9hGWHUUUVyHUc1rM8n9nu2fmmlMbH/ZAzj864SDi0b/ZlVh7HcP8TRRW9IxqbmF4s40W5x2mQj2rl7zXtS1DT4NOuruaaC3kaVPMkZiS2M5yecbePTJ9aKKue5MNj//Z", 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", 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", "info": {"video_id": "193015", "label": "dropping water filter behind plate", "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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1B3FVbXw/qHiDU7O6sVXyLZmEs0h2oOnA9Tx0FaOhTtZrQw+rwtZIlgZ57h97DCZFK+EijPQLOn88f1rcHhW7sXmfz4JVkZmwMgjP1rBvlZYrhHUh4iHKnrlSD/StYcu0Tbk5NLEgOJ1OR/GP1FPRsIqse2BVZ2UShweCd2e2G70PIVCg9QefoaplLYwIVFvrN7bHhZ84/nXQyptlhjB4RAuK53XVMdzDeJwwIB/Ot9ZPNmz121b1sxt6XKusvlYYh/E/SrxkkMQiwFjxt3Hv7VmXn73V7ePsvJH4/wD1q3JVAEHHJmX9Dn+lYYmlKpBRjKxjiaMqtNQjKxDErSSDCnv87+3oKoz6PKt+t7HMzTqeGc5wPQD0rYiIaZcc/Kx/UVMw7ke9YU8FSp7I5qWAo0o2S3M+2uXe18xoUFxyCR93gkZ9e1WPs4dS8rFm3Zyais9M1C9t7j7LayygTuNyrx9716VpXFvLa/LcwyQntvXAP0rWnRp0/gW50UqEKd3FWKDIouJsD70KkfgxpAMeYMdJS1OlObxDn/WQMg+oIP8AjSA5aQ9cgMP8/hW/Q2W5V1GD7RYXER/iQjFYWiXDDTlhJx5bcj2P+TXRzHDsD0IrmooDa6hdRj7rEMv05qk9B3smXdVvNmnOoOCRiptKu2hsY40TLYBJ7DPesTV5CYok/vN/KtyONE01m28rERn8KyrwlKm4wdmZVoznS5YOzZdjPyoi5cjAAXgD8ai1LSZrwK3nthMFY1OFBHf3P1q7HhVjXj7yDH5VfIBHIrjp4GENXq+7OKjl1Kn7z96Xdmba3EjyyJdxAyR7cOvJOR3z0q1Gj3PzTYxj7o6Coo4J7jWJY4InkYxJwgyerCtCGxu7OzjN3azRYHzFl4/E1vToU6b5orU6aWHhB3itSsUVZbUgDAcj8Cp/wpoXDH3jA/U065cbIZMjbHMrceh4/rScrMAT6rj3610dDoW4jDcuDxkVyNjEIbm/sj0diVH4/wD1662ViNh/A1y2tA2epRXqfdbG6qg+hS6o0Y7hri8D+aTCgKxp0GO5x6571mLMLnWUwciMYGfWrl0BZ6hEq/dd3HJ6HBP9Ky9CPnX0z5ztY8/jSjsOPVnVXEgPkKp6yjP0AJ/oKfE/79Oo4c/qKrykNcWo9Czfkv8A9enhuQQeVhYkfiKlbE9TU0CyGs6vL5wzY2oDSD/nox+6v06k/Su6yXxjAUcKPQe1c94JtwnhvzeN1zPJIT7A7R/I10QODXPUd2aQVkV7uyW4gdWABIxnHX6+orzjXLQ2JR0BVYpQcf3ecEfkc/SvUWYFMVxviu0E9vcJj/XQkr7MP/rUoS5WOSujkPM2Tr7SFT+IyP1FLNhTx9RVXc8kRdTzJbh/+BLg05JQ+M/h7A11MwWxHIHM5CylEcqXwepB4B9R1qprUoaZYBnLMCR+FTXTkWM02DmIZx9KoXT+d4gRc9lqktS6fxI6i2YQ6eSONsZI/I/4U5fktVUD7sSgVHKQmnTAdQhGfwxUzkbWTOOVA+mRUoXYddQzalqVlpVu5WS5k2sw/hTqx/AA16ba20NpaxWlqgjt4V2oo9P8a4fwlEsviu7lblre2IX2LMB/LNd4pwo/OsKj1saQXUf5QYEdfY1yPiHTFWTei/eBA/qv9RXXCTArJ1pd9m7jrGQ4/Cs07O6LavoeXR5MEcOcnDQ9e4PH8qsCYSW6yfxcZFR30Qgv75F42zLMv0IH+BqBsxXEiDp5hx9DyP5117q5zrS6INRi860dMZIFaMNw8xllMaRKANgAxwOuff3qnIC7lT0Zf1pGmMcVxExywiDY/DFPcm4WLC41uSQ8hTgf5/Ot+V/9ItlH+25/AY/9mrmvD3z75PXvW8+BeqeoSFj+ZH+FOW5rPexat2HmjB/5Z5z9TWjoWn/2zqjxuD9kt8GUj+MnotZQzGZCP4Yl/ma7XwRbCHQIpD9+4d5WPtnaP0FZVHZCjG7R0kcaxRrHEiqijAUDAH0qK6toru3eCeNZI2HKt0P+FWKaxGDXObI8u1+wbRrqEAs0AkDxOeu0naVPuM1TL7Jl7Ycqfoen612Xi+zF9ol5F/GIzLGfQjg/p/KuCSR7i2jkB+aSAN/wIYNdFOXMtTGS5ZFmfgZPJxWNftsuVOBhkJLE9MY4/WtTf5iq27jAI/GsXV5CFjHQkkfU1aIkZd0xudYtoTwAMkf5+ldLOwFmsY43siY+pFchYSF/EbE5+VCo/QV1E5Ie3X1mTj8z/SqkPsvI1YpAbhT6yfyFaMIkvNQhsYP9bOcbuyDqSfoKxIj+9iYD+Mn9DXT+AYxc6nqN63PlhYU9s5J/QCs5uyuOKvY7rT9Pt9OthDbpj+8x+8x9SassoZSpGQeCKWlzXPubHB+J9DW0jmmtV2wS/K8Y/wCWbHoR7E/ka50zma2SYE7niV8+45r07Uo0mhMb42SAxt9D3/A4NeUW4eDzIGPNtcsn/ASf/r1tSlfRmc1bUvyMCgfPBrE1mAXFiwP3gMiryOQhjYn5WK/l/wDWxUMxL707EVotGTJ2KOpT+dNK4H+qDuPqFI/rWP4V3mGVvUVa1KcpbX7A8mFiMfUD+tJ4YXZaMR0Y4prYpfC2bjO32uDjgRSfzWpI2OcEc+TjjvzTC4+2A44Fuf1Yf4VNEVNwef8AlmP5mkthdTtfBLq3hi0QHO1pUP13k/1FbjHaa43wbdC2ku9OZsEt58Xvxhh+gNde7hwCO9cs9JM1jsAbjmsHX3VTDnHCsT9MGtokBSWOFHU1xPi69k+wPdIdu6VUj/3VIJP04A/GpSuxvRHKQnySqnpFK8ZHtkj+WKZD8qgE8qxQ+2Dx+mKfP/r7iVfuuqTD8Rg/qtc/YtNqni+6019VntInEjxCNN2WVCwX2HHU+nvXW3ZHNFXdjblc+XNCekgxj68Viwln8VzgdFkwPoBUHhnULq8Z5LqZpCDHjcc4yas6Oxl125l7iRz9ecVcNUXDS51E7MLGUAd1/wDQhU7EiR89C6j9RUczbrZVI5MsYP4uDUzSBmyeMyL/ADFSg6o2/B8gTxJfq3DS2wIz32sP8a70gbVPtXmNrcDTdatNQz+7TKS4/uEYP+P4V6RHKDHjIIPII7iueotTWGw7PNUdVbbp8/uAo+pq6fXt6msXVblWDFTmGD5mP95/4R+J/SsyjgtYKtq28H5ZIimfdD/9c1Q5aVSf4osDPqppIS0tqgcktDcEE+zZB/UisrxDdT2ulSSwO0ckcygMp5APX+ddcdInM/iNSd9oWQdu1VdXkEcNzcIf+WAQj6tWTqpFvokWo2OtahMr3P2bNxEqLOQu5nixztU4U7vUe4FzV3UaLKOpkkRP5mnB3C1nYu+G3xYn3YVtNKPtkuO0K4/Et/hWT4fRRpyBh1OfwrVVQbq4HHEca/8AoRqpfEVPVsshspP83/LNf616H4TYHw/pwH/Psv55Oa88RN0sw7bQP0Ndd4KvD/ZKwv8AetpWQj/ZPzD+Z/KsKuxUNzs81GeaC3vTGY9utYGqRkayQIGz08uTP0wa8usSY4AnaGd4/wAMn+hFdz4x1A22lXMkfLALEvuWPP6Zrhj8l1doB8rqs35jB/8AQRW1EyqjonwGXI+Vin4dv0rE158XdgD0MrZ/BTVayvBfeNZtNvNUurS2mkAR4pY0WPAGSxcYwB26k4FY9zPdLrtzbXstyfskk0arcAB1wCOccZ6dOK1T96xEldXH6HPv1oy/38n+tdRNKpu7bn+Nj+SH/GuT8Npm7LHqBXSFAb+0XP8AE55P+z/9erluKXxGlbSt5kbDkDdx+BrsvhtIG0/UeeRec/8AfA/+vXDWb5lTP8Qf+VdF8P7wWmv6pprnAnVZ4vcrwR+TD8qyq7FU+h6vvpN1VUl3LnP1p4k55Ncx0WItRbFq5+leW6j8viDU0T7soEo+oJB/kK9F1W6WOPa38IMjj0AGa8qW4kuBZ3bj97JvjfB7n5h+q1rS3M6m1id5N1wzZ4ZBIPc9D/So5ZdhV88d6xvEd7LaaUJbaZopElEe5Tzgk/8A1qzddstf0TRNMvLy9u1lvPM8yIpgQY2lATj7xDZx2/OtpOzMrXRZ1lyLW5UdGRc/jItWfD3FihHUuaKKtbD+z8zWf/j9k/65J/NqnT5bpsdo1/8AQjRRU9BdSUyvbGS7hOyaA70Ydjj+Vd/DO8lrHMcBnQMQOnIoorCqawIWdru9S1kYiM9dvBNcT4gne8t7gy4ARtiqowFUEgAUUVNPcJbGQeQqHoIyv4cH+prgZ9SuNK8TPf22zzo3cLuGRyu08fQmiit5bGK+Iu+E/kaQDtJEOfqaueHPmupWPUqSfzooq6exfRnWSf6q3950FSH5UTv+9Xr9aKKEItHDOikAgZro/C95NIlzZu26K2ZRFnqARnGfSiisquxcNzZ8+WWZYS5Ct1K9a5rVruVtSmshhYLZ8Iq9yQMsfU0UVlDcqWxy8yCKOfZxy3+NYPi7jTLgY4LRkj8TRRXR0Od7owdX8RvrcNtHLpmn25hRUje2R1KIvRAC5AHOeByea19ZJOngf9N0/wDQTRRRS3LfxI3dI/5B8f8Au1djcm5us/3kH/joooq3uS+pbtnb7TMM8YX+Vavh+4ki1+ONThJw6SD1wMg/XIoorOpszSO6O+t5WZME5APFF3K0cLFeDiiiuU26HDeLGJjjgPKCMSY9WJPP6VzMnEkJ7mFlPuBtNFFdFLYwqbnBXetNpWr3iGwsL2OaYMyXkO8AqOCCCCOvIzg9wap/bbjUr69vbuQyXE8cksjYxlj7dqKKpfEL7KNLwzzI2fet4E/2jb+0ch/9BoorSW5L+JlqzYiZMdg39KdPdS6fqtpe252zxSLtPqCQCD7EE0UVFTYI9D2QMdoOecVLvYRlh1FFFch1HNazPJ/Z7tn5ppTGx/2QM4/OuEg4tG/2ZVYex3D/ABNFFb0jGpuYXizjRbnHaZCPauXvNe1LUNPg066u5poLeRp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"info": {"video_id": "193015", "label": "dropping water filter behind plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "193015", "label": "dropping water filter behind plate", "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": "38c4f2f236cb74837c1283dc3b85a8494c1fc7c0fccf4e9f1e459bd7399687cb"} +{"episode": 44892, "episode_seed": 2405510570, "split": "train", "timestamp": "2025-10-13T03:20:14.980780", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2405510570, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding coin next to mouse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "51347", "label": "holding coin next to mouse", "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": "874f58bd4e494085ef1f94bcdda968e1447d1597ba2a97186f8cd583bdd8bd6a"} +{"episode": 44893, "episode_seed": 1436046982, "split": "train", "timestamp": "2025-10-13T03:20:15.523994", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1436046982, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting stapler with stapler'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "56597", "label": "hitting stapler with stapler", "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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qGyVTcF9hweTWm6ucklaTSO3nYFlpAefwrjPBerX2pfaze3Uk+wRld5+7nOa6/d8wq4rQkR5NqGub1rUvIRznoK2LmTCtzXn/AIqvgoKBvmI5q0S2cfruptPKSW5ycVm+FrkxXcb55LNn8qp6hIWZj6HNVdOuhbMG9HOayk7s1grIs6pP52qsxJwGJrRsrVbuw81x8ytgH2rEhlW41EDqC3Ndfo8YE9snBUMd49cVnLVm9NaGj8OLM3uvfaznAYtn2WvbIRgCvE/D+pLoXimCFT5cG9hKAP4ScCvTvFt7c6f4dee0meGYSoA6HnBPSnDZozrLVHSE4rHQ/Ka4/U9UvIdHhv7LxBqUoa4+z5nRUWYhcs8Y67VPynd6j3A66Ikr17VcUZIlz936UsnTPvTOy0OflP4VTAhkOUPuKqO/8qnmcIvzHgVwPijxDLCqwW7FTyCRUpXC9jsLhmls5Ujba7IQrehxwa8Euota0S93XUM8TI3LsDtP0boa73SvGcdpbKLws4LbOOo9TVX4ia9c21vDY2xia1uoz5jFQ2ee3p61MtTWEnFDdG8atrNldaNqEIkEsDqjscnOOM+vNb3wlvS+lz2rt9x8qP515Dpd1LZXkdxCQHXOCa9F+H7zR6zbxQcpI5eTb2GOTWb0djXeDfc9oQ4FBI3CuJj1Ke58bXGl3Or3lpbNNsjaKWNFj6EklxjGM8dScVe8NXd9JqerWt7PcyfZpRGi3ON6csOccZ4GccVpFanKdaDyKbng03OCKaz4LVsK4krhTkmuX8S6ulvalVPzZ/mCKv6neGNTz2rzPxHqDSs43dKaXUly6HNXV8FvjMx+VDu+prufB/jKO6014tTuR9oil+QsOShHA/DmvMbxjJLtHO5hUd15lpPlfl3AHH0rG+tzZL3S/wCIdH1eHVp5LtJZY55WMM5O5XXORg/TtTtOSYXHzEkqABnk+gq7fa3JqCWNuuStuuPqx61uaZpsLa9bZwFYDg9DWUmbwR694Y01dJ0G0tQ2SE3MfUnk1tEjGK5rxXeXGneHGms53hkWVFDp1xnpXOazL4m0bSNOvLnVL1ZbsvviK4EONpUE4+8Q2cf/AF605Tlbu7naRGickRUUVsSzk9edhGfpXlWrsTK2fWiiifwkw+I5e8/1mfaqzMWOT1oorFG50HhmJJZmVxkGuzlgSGz8lAQgt2lAz/Fz/hRRWUtzrp/CesaIix6TaoowBCuPyrzzWr+bTPGl9eW+3zY5m27hkcrtPH0JoorZfCjhe5p+APlN8B28sf8AoVd0ScCiitIkszb5iI3IryfX5Xe4kJPOTRRVPZkdTjLs/K/0rIDEBgD3oorBG6LujjN+ma6+FBDqtyUyP9HLY9/Wiis5bnTS+E0PDttHe+MYUuAXV3BYeuBkfyr0zxuf+KWc/wDTaP8AmaKKuGzMa25wura+2sRQRyadYwGFVSN7dXUqg6KAWIA5z06816TD90fSiitFuYkv8I+tMkYiM/SiimxnO6zcSrE+GxXlmuSuzOSecmiij7JH2jn7ZRNO6uSVVCQPetzwjIbzU47a6VJ4WXlJV3DjvzRRWK2OmWyG69aW661evHCkeJNoVBhenpXf/DK3jH2yUL84VVB9BRRUR+I0n/DIdX1Y6b4j1VDZWV3HJPuKXUO8BlHBBBBHXkZwe4NbPgq8nv73Vry5ffPO6SSNjGSd1FFbrc5Tts9KilJy9FFaEs5XXHYQk5rzDVXLSS596KKqWxK3Oa3n7VD7uKs+Ifl1IKOgHFFFc3U6l8JLo/JiY8kviuytBsjjmB+cTEc+gGRRRWctmbwO/wDFcrT+CIpnPzu0LHHqea4S71rUL2whsLm6llggdpF3yMxJbHXJ5xjj0yfWiitlscUt2f/Z", "info": {"video_id": "56597", "label": "hitting stapler with stapler", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "56597", "label": "hitting stapler with stapler", "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": "56597", "label": "hitting stapler with stapler", "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": "7c8ac5bfd73977d44b247ca44e9e7e07b622aec3353e4a2ffa34350e28a2e0c2"} +{"episode": 44894, "episode_seed": 2798772526, "split": "train", "timestamp": "2025-10-13T03:20:17.024257", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2798772526, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a glass bottle, revealing a candlestick 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', (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": "52140", "label": "removing a glass bottle, revealing a candlestick behind", "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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LLNKQyn0qIQlrY4sBThCpersdGuoSapYzTSqqtlo1VScYAHr9a4u7yt0sV0kZQSA4LbcjH+ea76Pwnqmg+HS97Jbu8ZLzGOUNyTjj1HSvPPEVpBqd0xW9jikUbdkgbGfXgYrPlcZWloenUlBtuGx0MPxG0edddmvbe4in1O2SEIiK6qRGV6kg4yQaz9U+K15e2OlaRBaRx6RYLb7oWA3zvEVO4sPu8jgD8c151u6UmfSurU57npOharZX3inRjaZU/brmZ0KbdgkcFR6Hgdq9tjk56183eDJUg8RWE8jYRJdzHGcAV7gvirSh92Wd/wDdt3P9KcGk3cctkU/iFeGCDS/7v2gk/kF/9mrgdNuYbe+t7mW2EiQXCXBTuQrhsY6f/qrpPiTqsAstLYIzeY7gNj7vCmuWj1G1CY8oiQLksrj+WKip8VzhxcmuVfM9h/t+7MqzLY3H2d5BKgby/mjC8j73vmpz4qi3hBps5YruA82Lkev3q4PR9buYNHs5Dr8Nqjx7o4HYfImTgDdzjitEeLXH3vE1kPfKGupHRe6udDa6vfvcK6WFzNGGeTYGTJVuF5z2wa8/+Jl5JNqSPJA8DNCmY2IJHXriups9eOqTfZovE73EmC3lQOo4H0Fee/EK6B1xoDM0jxKgbccnlcjP51liF7hdN+8Y+leKYdI03VdP8hJLfUYDEWU4MbAHBx0xk8iunl+J+k6fq2k6rptnLcT6fYS2qxzIEG9lUKcgngYPA/rXmWoMNycAHmqW6sYfCaSep3aeOP7a1J7rXlQ3E9/a3MlwiYULFkEbB7Ht6V6F8LZt3h24I73Tn8+a8FjOZFB6Zr2L4c6zZ6Z4fkjuXkVnmLKEiZ+MY7CrWklcN4s9Yjk6DNeIX16JrqXzIwxF1I5yccHnr2yW/SvU7HxDZXc2yEXORg5eBkB57E9a8dg1O0a+uTJb/u0chkL7eh9cUVdUc1d8tJ+Z6D4L1pLXT7qytNOma6a5FwxiCuGQhRgliD/Diumj8XQxQu1zYTufmkDDyh+7J4P3/wAK8z0bVFTWUFldmxzE7vMz5CoByM9MZx1HaunXxW0PDeKbNv8AeZDWlO/KmRQlemrnQXPilZmhe2sLhFVTI3MR3IRgHhvUiqmvancyeFbq3udLuIXSNQ80gUKTuHTBNZo8ZRj7/i63T/rlsB/lUfim8KeFpbmXUp7iOYxhWkfKtuIxxVzXus2T1R5Jc3EYuy7FfN3HBPXGa7Ow+JOky6nfahqVtNFLdWCWhSFFkXI3ZPJBwQRwfeuCkdXzuAIJ71i7hXHS0ubzO+v/AIm3c3hTTvDFpbRx6ZbQxpPuHz3DqwbOR90ZHbnufSprDWbLUvEljNaqY3m1eW6aIryiuEwCeh5DV51mt7wq4j1yylY4VZgzH0Aq3sEHqfTaSfNXJfEK7aK20wD7puMn24C/+zVaHizS8na9y/8AuWrn+lc/8QL+zurTSlkLoksrASlf9WflIOPqADWs2nF2M47nBXOotNqWoS55klI/HArpPh7qz2viO8n8tpligVXRduSuST94iuBZ2jnugxG5ZmHHQ/Ma6T4e6o1jfanL/akVizqg3SFRvGTxzWVNe+cMKf79yPZP+EysvM8sabcFgnmY3Q524zn71V7TXrxpQ40y6uI1DMyqI8kOcoeG9BWEPF+PveKLEe42E1csdd/taUwQ+JpLl1G4xwOowPXgV1pHUzi/iPeGbWXZ4Gg3IhaN8ZHy98VzGmeJ4dK0rVNOMKyW+owGLcrcxkA4OOmMnkVo+O7sP4hnj81pGiYIxY5P3R1/OuIvyu5CFAJznFcNv3jOhfAenz/FHStP1rT9X0uzlnuLPT5LREnjVBvbaFYkE8DB4H9a52Lxv/a+otda6Fa5m1G2u5LhE42xgqRsHse3pXDbqdGcyKD0zWupFz3v4XS7vDMp/wCnlz+dd8knTmvKfh3rNnpnh547qR1dpiyhI2bI6dhXdWPiGyvJdkP2jI5y8DKD9M9aqm1yoJr3mcVpV59ql1GKUsA1yGbaecGRTx74c112vy/2lp8enJpl5IyMCHMaFZFHuWz09a8+0No5JdSvbdxGkW7zoz1TGMMPX7ma7mZ7sWK38Wrz2UJTzGWQrtUHuc9KKS0YTZwt14X0so0sunTq2WlDI0ajZngkb/wrr/D18mjaNaW1ta3LbAZnJaJtyHIH8XYmol8VPEMN4os2/wB5kNPHjGMff8W28Y/6ZbB/StkjJmnrWqXUnha7t7nS7mF0hG+dwoUncORgmvDbu4j+1szlRJuOCeDivXPE14V8LTXcmpT3EU2wK8j5VgzDHGK8ZkkVy24BhnvXJiF7yNqWxhdeMcUDqK7tfAVtcFEtrshz1Z+grBtfCt9LeNDMVijQkPICDjn61SkmLlZa8FSrD4k093+4swJ47Zr6Eg1OCfIjhmI/vMpUfrXzzoatpfiKAsVl8iYAlTgNg162vihh921TGe7mqha7HLZGJ8XJdtto2TkedIf0WuB+27FbAQAjg7cN0xjNdj4+m/tzSI53xEbLfIoXnfnA5z06V5zK/wAuMc4HNRPVnJXhzNXLuujzW01zjJsIe3+9WYBt7V0Nxpl3fWVhcQRB0W0jjxkZyuc8ViXEE8EmySJ0I7MuKblqdSirI674ZH/iqGb+7bv/AEqp49l3eLNRcc7WiX8oxVj4akr4guCe1u38xWb4xnRvEWqAqS5uFw2eOEUYq5fwxJe8c3cSK6oRzjP4VB15rofD+j2mrvP9pkZBHt27e+c/4Vd1fwX9ls0urO4VlaTbsc4OKzUktCmm2cpEf3g+te2fC/UIrTQJkeKWR2myBGhPb16V5dceHHsdNS6mnAmLgGIDPB9/UV2vgXWJNN0qaFYUYmQHLE+lUt0FtGj15LnzijCNo+ehPNfOUd1tvLzAG7z2OSAR970r15PFFwGH7mHr715BrFmmm6xcRROzqy+Yd2OrEmnUs0YVo3g0yyl0bhNQQ7cGxk6DH8S1z2zHOBitfRY3ury6t0wrzWroNx4ByDz+VJeaLf2oLGAuvrGd1ReySKoQShYywe3SvWPFzY+HenRerWoryZldWAZSD6GvT/Gc3leEdMUjIEsGVzjOENaR2ZTWqPMvOAkIbg54zVE9cY4qy7LJK2FwpJwOuBXZp4HsbgIkNy4kOOW6Csk0jR3ZwddB4VcR65ZO33VmUn160kHhS7e/kgkkQRRsQ0ikHjPb3p9hAdM1+NVcTCGYYYcBgD1qm01oEU09T6Kg1WKckR28+P7zrtH6nP6V558XJylhpXzf8tZDz/uitZfFE2SVt4sZ9TWH4rQeKbW2juG8n7O7MvlDOSQBzn6VpJqxCTTPL43LiRz3JNVtm8lvfFaVzpF9ab1VCyY64qSy0i9urEtHCPlfkFgCTjtmsttSIQ9+7MsDb2ru/haf+J7dt6Wx/wDQhXF3NrcQOVlhdCPVa7D4ZErqd+x7QAf+PVcHeSLktDI8ZSk+KdVk6/6UV/JVFc1cSK6IRzjP4VueJ50fW9SG35jeud2e3Axj8KTw7olrrDzm4kZBGFxt75z/AIVD+JtlL4bHO+9PhP7wfWur1jwS9paR3VncK6NIU2OcEDHBqhc+G5bDTo7qaZRMWAMQGeD3z61SaFys9S+GGoRWvh+WN45XdpsgRoT29elegLc+dtYI0fsTz/OvI/AusSadpMsIhRyZM5Yn0rrU8UThh+4i4Pqaqm0ojnrK5wHhm6DXevQs3DwuxH/AiP613fidzJ8M7veAC1mmQO33a4+y0KLTrm9nhuJHa4ikjKso/iOf5it7VNQa/wDCU2kiIrO0CxhmOBkEdfTpRCSSaFJNnj2zBPTH0p2e1ad5o1/ags1uWX1Q7h+lZTq6nkEfWs07jcbHrXil9vw2sIv732Vf5GvKPOxKQ3BzxmvTfF8wi8GaajDOJLf5c4zhc15dIyPK+FwpJIBOcVdXVoVPRHp8r/Zi0/IC9AvHPpUI8qG08skCeZzI2OeepH9KbptxHq92Hl+WyhDSF+nA4Dfien096pz3uJftUWCHyiqf4M8D8a5qUWldm82tjDjdG1NpkO4F85+tdfFJwATx61y08ax3Y2Y+8CceprokZQFz6VutzJ7EWvSA+H7wZ6xn+Yrh2dPs5THznAz7V2OvSL/Yd0AOTEa4ggZAZiG+lJ6mFaN7HdaWSmiWeeD5QP6mmXTqxwyhlPUEZpuk/NotuuGyF6N16mkmG5SOmDUPc3WyLOn6xJpIKR28DRkdkCsR/vD+tcf4glN3qd3dhSollLgHkgYHH6VusN6FQeR0qtoelRa94kbTbq+ltQ0cpj2R7yzqhYL6AcHk+nvVJyegNLcXwXh477GM/J+HWuhfEky2rf6tGDuT6joP8+lcj4c1L7ELgJzPOU2Ajjvkn6Zrq5XhtNNgWX5bq7JkZj/Ch6E1lyt1LmidoXM/XriKa2LDdtkbA+XjI/8A15pdCfYjD0IOKgnl3wSQS/dhGEBHJPX8+afox2vKCSa2I9DoUlHGT3rjPEUi/wDCQSN1AiTP611ccyjHHauM8QN5mtykA4ESAgU5GVRXjYseHmD68XUYXy349sV000nDL+Vcn4fBTVkYqw+VuvGOPSuonyGzjg1D0HSVo2K0dxJDKJ4iqyr3Kg8fjUXiLWp9W02KCaNA0cok3rxnAI6fjTZP3b9azdU3R25eMkAkYoTa0RpZHOEGOba3HI616hMRADMThUHG31rmdd0PS7fw5b6pp2o3lwrXX2XNzAI1uCE3O8Qznapwp3eo75A17K8GsXK7h/oUWZCxGMqP4vzqKsW2kiqdtblpHjSBlcbZ7mTe2B0Pp+WBXLmVZNTeZc8sCSRjmtie9y/2qHsdgUj7oPANZ92qG5BTGeCxXuc81qloJu7udNDJlVyfxqwpMhSNAWkdgqqO5PAFU4iAifSpycKpUlWHIZTgg+oqnsSb0tvY2hmsZSJXcAFlGSnPI+uawLu2NhK8BAVkPOOhqvHqNzG8yuwknkAAnPDr3zxSEs0ZDMzvnJZjkk/Ws2xpFS5cM2CAVbqDU1lrtzpa+WiRPF/dKhT+YqrMMqe2DVRh5iFQfmHSkm1qg0e5z+slpr65uNpHmSvJjrjJzitzwT88N+BjP7vn0+9SeHrHT9X8UJpurXc9tDM2xJo5Yo1jPUljJxjGeByTgd6dp03/AAj+s6vYeVMsy3HlJFcKA6hSwy+3jIGM4OPSnNNxCPxWR1EUaS3CW8xxDCRNIWyfmHKr+NY/iS5inhZ1LbJX+UbeMjH+Oa1ZJYbTSIUlO28vSZJG7qh+7/n2rKnlMtrJDMilYAQgYdSeQfrzV04csbFTabI9BbZGy+hBxW8sg4ye9YWjJteUHJFbUQU447U1sQ9zTsLVJ7a4vJX2QxHaGPRm6lR74p+ppHco97bKVjTCuuMYHQfX/wDVWJcyzxxFYpWEJ5eI8q3villvJrpw5zFCMAQox2ZAxnB71DY7EE0nDL+VUUnaGYTxhBKvcoG4/EVauAQ2ccE1nSfI+c1PoA/xFrU+raZFbyxoGjlEm9eAcAjGPxrh2zHKVb9a6PVA0cBdGIBI5qfxL4Pv/D/h7SL++MwnvjJ5sDRkC3ACFAx/vMrZx26dQatNvcTstjt/FPh+08PWq29jJOI58bw7A5A5xwBxmuO1L/QQkUJIXYGOecsR1P50UVWz0E3du5AFG76Ba3B/DRRUxKZT15QdEuf+uf8AUVzLpt0Pz1dgzMFODxjGf6UUUzOXQ6fQif7KtwSTlCcn1zmpperUUVm92aLYplQGGKyl1KfRdeOoWmzz4WbbvXI+ZSp4+jGiirRJ2Hwm8L6Z4ibVk1BJGFusRjKPtIJ3fn0o1/S7ez1y+VS8gt0Bj8w5x6flRRVNLluK7vY5OOR5JJg7E7FyM+p5NamnqFd8egooqOpotjSiGc+1cjrR8vxBkDO6Ncg0UVbM5bC6OA+vSuc5QHaM9O38q6mckop9RRRWctxw2KM3PJ9Koalj7AeM/MKKKEMZr3ih/EEFtDNpGmWxgRI4pLVJFKRrnCAFyoXnJwOTzXp/i3wbpehaD59ibhGl27wZMg9/SiitUkybs851T/QgkcHygKrH3J7n86jVRuA9FFFFQy0b6cKv0FWyBs/Ciiq6C6lMKDM5xzgfzp2cSuO2KKKyZXQpSHO73qsVAcUUU0SZy64dHvLqM6bp19FM4cx3sHmAMmdpBBBHU5GcHuDXZfDnSLfxvqOvX+tvLLclo5zIjbMu27PAGMccDoKKK0ST0YrtO6I9ZsYrfV74ZeT7OP3fmHOMYA/Kueinkd5gzFvLXjP+0OT+tFFXLdgtkaGnjDPj0FakHOaKKzRUiO5A8sj1FI4AiOBjpRRUSGitcMSq57iqMoB5PpRRSQmZ+pj/AEA+zCqWoeItV1LSrfS7y9mntraR5UEkjMSz4zkk8428emT60UVotiWf/9k=", 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", 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", "info": {"video_id": "52140", "label": "removing a glass bottle, revealing a candlestick behind", "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": "331d005c15058cd1d5a56d4b3df9d3bb0f7c6b5d85781ecd4ab37dec927d726a"} +{"episode": 44895, "episode_seed": 3495830866, "split": "train", "timestamp": "2025-10-13T03:20:19.528827", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3495830866, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 mixie bowl upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "16123", "label": "turning mixie bowl upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "16123", "label": "turning mixie bowl upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "16123", "label": "turning mixie bowl upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "330a29f1dfc586d31e623ff3536d9946af785cd53c7634095faa5b8d8b5d8eee"} +{"episode": 44896, "episode_seed": 2901391121, "split": "train", "timestamp": "2025-10-13T03:20:21.300623", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2901391121, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cardholder 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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r4h1dbGzfy5VFweEA5I968t8S6pNBpc9w0jNLJ8qsTnk960XeSeYbiWPck9ayPEKedpuoWpjJeNFJP904Lr+YBqJTUbNkWOTtI/O0mST7VJjzR50OQAFPG716kelWtI8KafqFhNLNcPHLDKUkGcKoHOfxHrVPQJoZVns5ZGUTDA3T7I+RjkfxHpgVpeH7lU1I2t0NyX0RjkR/+ei5GD9RkV0zWl72M027XH3Hw8t5bf7Rp+rBoyobMqAjHrkVW0bwXeO7SNdWjWTqSs8bbgzA4wB+ddpNbyRaY1ppxjt227YsrkL+H51mabp8kWswK9r5MdtDtSWJ9qSsfvZX8/8AOKmMm1ZlpcrujWsvC2mW1qsTRictgl3PJ+mOgrm/E2iHTJ/ttpHi1bAkUc+WfX6Gu2in42k8VK4WRSGAZWGCCMg1knZmj1PLoZVlUMp+ten/AAn2k6ruGT+6x/49WWPC+jiV5EtQjMCPlcgD3AqTQ7i48KnUYUUMbnZ5UvsN368020O+h6TqepQ2NvJNJIoKqdik9T24ryvxN4gu10+e6mmZnxhBngE9KnmmmuZh5js56kk5rK16H7ToWooqljDtB/2SBvH5gGs5VFGzfdEWb2OQhSe40edluwqyyhZI9oyAf4sntnFQ2XhG81C1ea3ngLJKYnjckEEe9WNAK3EV1ZmSQeavQFVTp1Ynk84wBWl4emWW7msrg/u7+DJA4w68EfXFdcvdV72MruVkzDn8F65Cm8WqzLjOYZFar2g+HtUkRmS0eIo21jLhQwPfnrXbXNvNbaKbTTokchPLRJWOCp465z0NU9GjkXUDaIbqK2tYQnkP80bk8kq3+fwqFNyVmXFcruilrHhqbToPtscvnrF98BcEL61lRSLIoZSMV6TFKJF2tg8Vz9z4NtmvGns7hoFYkmLblfw9Kzvfc0TOapueTU1xbyWs7wzLtdDgioTSLO4t7KS6ulVFLMegqCxLa3oPiy0g/eJb71DA9QEyD/31Gfzr0HQ9KisLfDjdcMPnbFY4+GVgvnz6Tq2o6e8xPmLHJlWzngjjjk1lWoupCydndNfJmadmeLaDNKskkSpJLC4BeNXIxn5d2APmxn6Vb8P3Ytdat13Axyq1qzdQxU/Kf8+tdvrvwuhsbG1+zRS3Eq5SaSFyhYeu05A44rhI/DNxbP8AalFwv2ZhISEDquDx0OfSupTjNOOqMuVxaZ2N2dO1Mvp1w6SMmJGjDcr6Hjp1/KmWPlWOozRzXplmuMtFG+N6qB0Hcjr+VYE2v6db6k922nTQzSAAyhc5X8en5dqhtdegv/EG9445FXCWzBSHXPXOfxqWuRtpf16lbnoEMo+6cHPasLXtKihjW5tYlRBw6oMAe9XoJwcDpV4MssTRuAVYYINQaHBGmk4q7qFk1ldNGR8p5Q+oqk1BZJBLcwSefDE0iJ/rAp7fSvWvD3i3S10y2jRZI+BubGQT3NeZ6MwAnz7f1qe2miW5kMDfLu+ZR6+orvWFcqEakd/+CeJPMFTxk6U9tNfkj3WG5s7tVDeVNbyjHzAFT+BrxfxD4etjrl9NZoIfMlYFY8BcZ6Y6V0HhzV3t7uOKRi9rOwV1z0zwGFaer+EpRKBZh5JS5Ygnqp9PcVxPXQ9Rankt94bPmAosbgLg/LtyfqKZA15pFi1slkJ4i+8o+GGeM4/LvXqeoeEbqLUXgt4ZGhEe8Oe5xyPzq7pXg+2uNJa4vYpFmOSq5xge9VGTWgOJ4/eeLZW054I4JLW4zgb1Dgr0xz0/Kul0G8gl09fs8KxIp2kIMKWAGSPxp9zo1rPMyyIMqSAauWttHb2y24jVfLzjaMVMrPUcU0aMMoIznirIfOMVnQH5D9aspJyOaksTULWK/ge3kGWPMbDqrVhW7rdKjKwI65Fdj4ethfa4gcjZGDIc98dB+deWWDXui3Q+1xM1qXyxQ5xzWqouUbroc9avGnKMZPc9V8N6KLo/a51/dLwoP8Rrmvsmt6TrviC51Dw5d6jY6gxCmLGFwSFYdf4Tiuq03xnYlYkFu8UW0AbSGAFdXZ6jFPGQrgxyg7HzxmsJ04zg4S2Zsu6Ply0tbm2k8wW8cinMZikfa3B/Ag5A5pJZ9Rju2uGt2EqXHmllXow7Z9K9a1Xw69lfJb3UUbSSnKHGc5OKxb/w9bxzzxfZk8yI/Oy8YOfb3rZVHfUhwKzzTy39peR6giWnl7ntt3LZ7n8O56YqLWr5WurKyivJLWaVw+9R8rAdieM8jpUl98PHn0hNUkdhFj5RvJOM+9c0fDF0koK3MmwZAJOcA0pWbvHRlWfU7+KcPg7gc88dKvRykrg1jQ24t7eNY3yiqAPXgVdjb5FOazLNFW5qhqB8x4gTjbk1PHJyee1Ymq34s7yzeWNmtyxEhHYcU1Fy2InJRV2df4f0I3pFzOCIQeB/ernbNdU0TVtek1fw/f3Vnfu2x4I8quNygj1G1q67TfGNixSPyHhj2gDaQQK6uxv45gE3ApJyjZ4NRUpwqQcJbMa7o+XbewurCQSPZ+ah+VVLbHUgjBHcHj0pi393b6lHdyW7I8dyZWIU+vK/zr2LxboRj1O4u7yBWimk+VyM544FcxfeG0imiVYDG8ib02MQcGt1Ub+Ilw7Cie+fVUnSeI6c0eNq8uWPf19PbmobvUJDrVraWt1Grrl5oXBO5cdM/nwDWZceELiW0a9jnmWNWEZbd1PWs2HQtQ+3I090zAkKXfk7c9jSl1cWGvU9Chl6c/hV9Zdw61ihXhb72R2I71eRyD1rM0ItY0xNRt96gC4T7p9fY1xboyOVYEMDgg9q74y4iJ96hvPCMmq6FJqlmN13GxLQjrIg6ke/WqSuF7FPSvEV7CVlSeX3R2yPoRXo2g60l9bm5jz8p2zxHkr7+4rxi1ulkgW4QhlODkdxXfeAroNfT4+60WG/Pitq9F0peTOLB4pV4+a3PSZFDpuU5UjII9Kwz4e0/wAi5hEGEuMeYAetaVtL9nm+zuf3T8xn0PpViRcGuc7Th/FHhfTU0lp4oMPEgQfSuAtdHt7W5W5iiQlT3HSvYtch8/R7lAOqGvLEYgkU7sViUBVkUqMA1ZV8fjVMnkVJvwfoKQEerwrdWox/rIxlf8K5RjXQahcERBAeXP6Vz+mWI1jxVLp02ozWsbLIY/Lj3FnVCwX0A4JyfT3rRRuHPYns1eXfErbUbG9gcHHp+NJGwstbS0T/AFUw3R/7LDt9KoeGJ5bnzmllZsBCAT65q1bzRPr1zdzMAtvEFTPqc16+G92lE+Xx6c8TU7WX32VjpdKMn9qRQLzvkAUfjXs4zNGCvEsZyD71wXgfS7VLkX91IGuMbo4+oTPf613MriCYSA/L/FXnYhxdRuGx7mBjUjRjGpuaMUq3EIbGGHDD0NRyLlGHqMVzeo+JbewnYwuGYjketYMnjmd2O2P9awudZjanEbbVbiI9nNQFsipdWvFvb37QvVwM/WqobipKJY2608SYHXrUIOBn1NZPiC8mtdKeWCRkkDqAVNVFXJbsdXoOrJbag6kjDcY9a5QzRPC7H7oJBzVLUglnokGraZrOoS5ujbhriJY1nITczxY52qcKd3qPcCGOIXMUcchzCFDvzw7H1r1ME2uZHgZ0lL2belr/AKFqyuIwm6I4Tk7T2rtvCF+66itm77re4yNp/hbGQRXm+nSNFqk9gSWRV3ox6he4Ndd4NSWbX4I0yQgLk+gArDF0Vb2kfmbZdiZc3sZu/Y9biWGd0hu41eWL5onYckf402fSLN2nL26EzjEnH3qjUm5i67ZozkH0NXbe5FxFh8CReGHvXAe2Y+t2qf2BPbxKFRUwqjsBXmMZ2npmvYbqMSwyRn+IEV5DeQm1vpoSMbWNAAdqghenpSxvhajzxQDhTSET+bhQPWs6+u4zE/mEbFJ496p6ZLHf+Lm0y/1K6tLeSTYkkcsUax9yWMnGMZ4HJOBWaLeRtX1GzvTcFbWZoxFc4Dg5I+YLxuwO3HpXbhItVE/62PPzJp4eSfl+aNCxnVYgyEhMZAP8INd34OvXa6awkcmCVSyD+4454+teY6VIxnvLRzuWH7rH+6exrt/AsU02rsy5Kwxli3ueAKrFUUl7SJhl+Jk5OjN+h6kYoNRhazvo1kZOfmH3h61HNo9m1xHM8Cl412KfQU3c00SzIds0R6/0q9DcLcwhujY5X3rgPYOX8QaZb2fhqaK2iCIG34964CPaQVYAg16xq8S3GmzxEj5kNeSYKOynscUATEjaB+VSiT5RVcnNLuwB7UCJ5ZwqEk8AZNbPhjX3R0jkcKBxGR2Hoa4XxHdyW+lkxSFHZ1GV6471Hq+la54Z0bSdRuLq5juLwyeZEUwIANhQMcfeIbOO31BraCdrohyVzN0A/wChXg7CcgDsOM16h8PLeM6fqE5Hz+YEHsAM0UV24r+CjxcB/vUv67Hbn97YEt1HQ1atpWltVZ8E4FFFeaj3TL1K7lSGRBtwQR0rzBziZ/8AeNFFDAWkcnH40UUkMyb1ibrn+EDFc4dSuNI12S/tdnnxM23euR8ylTx9GNFFbRMpFHS5HgEgjYjgCpV/earHGxO2RlDe9FFdif7pHmzS+sP5HomnXc1ndhoXKngV1r6vdvbPlxwvpRRXAz00cldSMbneTy3JqA/eooqSiRTUymiigoc5IXj0Nc54qcjTgv8ADvU4ooq4ESMrWvEz65b28Uul6dbGBFjie2R1KRrnCAFyoHOTgcnmrWl5+ypye/H40UV6OF3Z4ma/BEj0vnUdTlPLhlUH2xXrXw9tIYdK+0qn76f77nrjPQe1FFLFv90gy9L6xL0X5I6hj5d+u3jIwR61NMfKmDpwx60UV5h7yMXVNUuo2IVgPwrgtSlaa+eR/vHrRRSYEAPFOP3F/GiigDj7rW20nUb1Dp+n30U0oZo72DzAGUZBBBBHXkZwe4NLp19c6nf31/dyGS5uG82R8Yyxz27UUV34f40eZmH+7y+X5oTSWKWl7IMF2nfJPfHSvYfB8cdjo0QhQAyqHdj1Y0UVWM+CJhlyXtps6KJyt2CP4hyO1NvZntPMeHANFFeee0jjdT1q+LEebwe2K5rcWck9ScmiihgyQGiXv9RRRSQHNeJWPlMM8Blx+ZrJvPEGqahpcGm3d5NNb28jyp5kjMSz4zkk8428emT60UV0R2MZbn//2Q==", 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", 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", "info": {"video_id": "110036", "label": "holding cardholder over book", "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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", "info": {"video_id": "110036", "label": "holding cardholder over book", "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": "110036", "label": "holding cardholder over book", "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": "5ce0b3d48936770a180668a39c44a83cbee0ea5cac851825ffbef053ce48f6c3"} +{"episode": 44897, "episode_seed": 2628684835, "split": "train", "timestamp": "2025-10-13T03:20:24.052166", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2628684835, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 stamp pad 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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TnWdNj/652JOPzNaBvJGQ7bS4yPbGfzrOsRLarIkMl5erxlp5slTt9xkZPHp9K09p2S+4bqPsRNp3iSUfvvFLJ6+TZRr/ADqxY299pszT3mt3t9GV2mOZUCrz94YHUVZt7i5uirtDGkJBBw4bJ/D3qWeJZRglgMEYB4ORjn1pSm2rafciXUk9y5LGpGVPNVZBkYIpbO5MljHkEyLlH9iOKU/Mxrm6myZ5vqHiaXlZLhn+p4/KuRl8T3FtrNrcW8hEiTLjHfnp+Nc7d6s8rda7T4a+C7jXdWg13UIimmWzh4gw/wBe45GP9kHknvjFXynU6sIRaie7yNsiYnOdtYbxEsXE8y57KwAH6Ve1zUItO0i4vJyRFEN0h9Bnk1wsvxG0Fcfvmb6A/wCFaxhKWyPLab6Gtcm7a6MKNK6nv5mMex5FVbiIQL5bHYY+ThWJ+vB9/wAKwp/iZoYYssUjufQEdKrSfFPTnIH2WUqPT/8AXVqM+xDpy7Gu8EtxdyNEAPLO1STjuehPXqa1dPgVomEzbmU8L/dx9MZrin+IsDfPHpMj/UE0qfERxDxo9yCfRDVck77Eexn2O9W3hiDCKNU3fex3qxp9wz2fknl4GMZPsOn6YrzT/hYGqzN/o+j3DLng+UTn9K6vwneaheW9xd3tq9sJSNiOuDxxnFZVE0rs1o05ReqO006UF34x0rW85Io2eRtqjuawdPmRDK7MAoAJ/WuN8U+JJbt5IopStsvAA/i/+tWDkludUKbm7IueK/HBaR7Wwk2xrw0gPX6V5rO9zrGow2diGlnmfGM9c9SayNUvLhr3y4gz+ZwiqMkn0Fes+APB0mgRHUdTAF/Mg2oT/qlPOPqe9Sk5O7O72kMPC0dzfSSPw14chgFs4jtoguS6jJ7nr3OTWRpPiWXU7sKscaoOTu+c/UYFN8caio082iyqrS993aqHg5LJGaJpbePABVkYBgfWtTzXrFs3765lmhd5QoXBAAU8k9P4fb9aj0m5a0VbeFA7fd4HU9farN1DZgktdLt3AgNJxx07Uxb/AE/zV231uGB6pwad1cy1sazG8PR7deeflY8fnRbOsOoujcCePI/3l/8ArH9Kz5tf0yEfvb2IL/vCqE/ibS7ia2FtcrJKsqkKOpycEfkTRLVFU73OnkCHcSeQD0rlvBmgQ2llGqx8nkn1rpJmB3cVJokQihXPpWSN3KyNu3gWNAAMcVNjDUiMNuKbMwWNmJ6AmtLaGCbuZM8snnsVhLgkktvAxWbcam9uxVrZQ2M4Mv8Agpq89xGF/wBYg+rCs+5NtJOsjSwHaON4zg+1Aiq+pXawMxKBiemw8D/vmuK1a+VtThaRtzxZZvcn34/yK67V5tN+zl3uQrEYIRyq/kO9efTatp0OqNJ9uRckBiQzf/WxTbHFM9H0u7uLq1HliNUXA3Fcg+uMNVto5pY3SeSN1cYARMY/U1haZ4i0gWxZdSiI9CcAfnUkvjLQ4mw98me+CDVboizOitZ1nsImJ+dRsce4ODVi32rJ8prntB1a21Fr1rVxJFvDhh0yRyP0/Wtu3wXYVhbU6OhrRnPH8qnCkDnmoIAoPvVjI5rRLQxb1Kl+4SBdzBRncxJwABWHBrun3MskUd3GJEOCrsFJ9xnqK5Tx54zjm/0GxO+BD+9cdJD6D2/nXn+gahLeeKBJGWIwpwvXrSUtbI61h7U3OW/Q9rub+3fbGk7lmI5t2Un6Z96ydQljntpI45rxl2kt+99Pp24q5b2L+Q2JWln44ZioPt1OOKpXdpM0TRlEAyMndu6deqn9Ku6OXUdoVz9ntiJ3kLt8xBBODn8hWo94g6Q3DZOOITWXFp8UcyuImk+bJWRFx/6DWwzZ4H3qFsS3qRWI2X11DkgSATKPU9G/kKtsG3EgjHfNZV3ILe4tLgNjbJsbn+FuP54q/M5GcNWMtGdENYnlfhL4YKZEvNfAI+8top4P++f6CvYLdo4oliiVURRhVUYAA7AVz9nqENzGHgmjlX1Rga0oZt31qxXuX5VjuYZIZkWSNwVZXGQwPUEVmr4a0KFcppFkP+2C1cVxTbifbGSCOKOZoEilJYaZGcJp9oPpAv8AhTYobQMALaBfpEo/pUE12M+9OjfeR9anmZbiuprbYxGAiKOP4VAqORVZGU9CO4oTOME9f0pC3GKfM2TypEMKrFFjjGe1Vp5FANSSNtGM1wqXF3qXjK60xtXuLSL955QjQNllQsF9hweT6e9DfcLI1Nd1N7W0McbECXO4j0H/AOuvPL/UGlLc4Apw1i6uoHa7uHlwoK7j0zXNXV2WkYA0uW7OujJQV2d/8LrCPU/GTXUsQkisoC/I4DE4X+tejeKPC+o61qKXNjrT2MflhJIwmckHhhg+n8qwPhPpjWHhuS+kXEt8+8Z/uDhf6mvQVlyOTVRbg9DGrPmnc8x1L4ZTtbyS3fie5fYM8Rf4tXH23gcvcEHVboAHAIGD/OvYfFN15enFA2C5xXK2MamRMetROrJu5dOHNG7Ltn8KNKktYnn1TUpGI5/eKP6U4/Cjw4JCWe/YjuZx/hXZQS7IFGcgCnswJ7Y+ta+3qPqY6rqcI3wt8OLdKDFdMh7Gc/0rRsvBOgaPdJc2tniZB8rPIzY/M10UjlXBya5jxjqNzZaE01rM0UokQBl64J6UpVZS3Y9TWmkKk4PH1rQs5AkSr7V5hq97Nb6JDqNjruoyqbn7Pm4jVFnITczxgc7VPynd6j3Au3nxQ0mxXZCHuJB/cHH51CRD1PVopsjmnSkSxPE33XUqfoRivn7Uvi1rdwSLFY7VOxI3N/hXXfDfx9e61K+n6tMslwvzJJgAsKppoOU0j8NJXDeZ4l1Bl7Db/wDZVG3wssWwZta1N/bcBXoPmALUBb5s5zVOvPuVFs4Q/CfQGjbzbvUpDjvKP8K5nVvhtodqxEL3ZI/vTD/CvV7yURQsQegriby4824YE5x3NROtKXxMuEOZ3ZnaJ8NtAmtCZoLh5McHzjj9K2LX4b+GFQl7BmYHGWlfn9a19DIFpweT6VoGUqmMn1pqrK1rkyWpSs9NsdHtPs1hBHDEDnap/rVmymxI+T6VxKalLe+N59Lu9Wu7S2ebZG8UsaLH0JLFxjGM8dScCrPhi7vRq+sWd5NcsbaYRqtxjeuCw5xxngZxxU7u5L8z0WCbpzzXE+M/GwWKfTNPbKrlbicH81X+p/CtDV9Y/s7TJHVsTyApH9fX8BXkGt3ixx+Uh5Iov0KpUk3czZryfU7xbW0R5pZW2pGi5LH2FRR/234b1bYthNBc8PskHJHavRfhJoNrFZ3WvSoGuHlaCFj0jQAbiPck4z6CsrUrgan4ouro8gvtX6DgU7qKNZN1Hyvoa2ja/wDEDWYi9vpkJUYBLMFH/oVaUtl8R58fubKH/tsP8a6DwjH5WnsR/E+f0rpfPAXB4q41lb4UYygk7JHmI0H4hGXJv7Ad8GXP9Krz+HfHU0wik1ezXPO5c8fktenu+ScEZNVJWUyqWUZBo9t5IOXyOE07wdrcF5FLqmtJNAh3GKNT8xHTk9q62W4xkHBrK8YalPZ6G01rM8MolQBl64zzXL68niLRNG0y9u9QvBNeGTzImTAhwFKAnH3iGzj/AOvWbfM7gcpps8nnfK5RlXIdDtP6VuWvi3WLG8toBciaOR8ETLuOMevWiitOopfCel2N1JdWCTuFV2HO3pTLl2KHntRRUS3CGxgzzP5oGeM1tWfOM0UVBrI0GJA/Cmb2/SiiqW5m9inO7E9a8t1TUrjSvFt1fW23zopW27xkfMu08fRjRRTZJzZJWB1B4AArNgiWfUoInzteRVOPQnFFFWtjX7KPpe0jS2tYoYlCxxqFUDsAKkS5kaTbxjNFFQZROa8Xyv5sK54yazNPY+bGP9oUUVk9ztp/Ad5bsfJH0qRmOKKKtHLIgmJrjvHDn/hH27/vU/nRRTYkcNrniR9aghik0zT7cwIscb26OpVADhACxAHOeByea4VqKKuADa0dFvZ9P1S2ubZ9kquMGiiqZVPc+l9PuZLiwjkkPzMozipWY4oorFiW5lalIwhYZrjWkYyNz3ooqHub0/hOl0Rj9kFX5mPNFFadDne55dq2tPpmv6mjWNjeRyzhil3DvAZRwQQQR15GcHuDWh4Pv7nUNS1S9upDJcXDpJI2MZJ3du1FFNbky2JfE1xI+olGb5Y4xtHpnk15rfyM87ljnmiiiO7Omn8KPYvBH7j4cW7IcFo5nP13N/hXE6fxdk9yaKKmQU92ereGiRpo+tazHdwemaKKlbGb3GliMc1WmJwPpRRVCOQ8bMf7Ab/rqn8zXn9/r2pX+nQ6fdXc00FvI8i+ZIzElsZzk8428emT60UUyT//2Q==", "info": {"video_id": "174244", "label": "poking stamp pad so lightly that it doesn't or almost doesn't move", "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": "174244", "label": "poking stamp pad so lightly that it doesn't or almost doesn't move", "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": "174244", "label": "poking stamp pad so lightly that it doesn't or almost doesn't move", "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": "bee7b1521f844f4e63396634bd140789d140fcc7bb5b556b7f16573f805a3588"} +{"episode": 44898, "episode_seed": 62575781, "split": "train", "timestamp": "2025-10-13T03:20:26.548544", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 62575781, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 basket down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "22991", "label": "moving basket down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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MW6GZd8R+Vo2+taPhtpHtJbNJtix3DrGw/hOTg1slqTPuR2um39orvFpyIWBy4QbsHrzV7+2NYCxEWobaQy4+mP61vRS2vlIZyoc8FWYtz0NWbFYrixESzLC5i2hzG3BxweBVNXMbnGSa9PL5iTaWpaSTzSQBkkd/0rU8PeKNEDXMupwbCiF1Q8lyOAoq1q8Yt7WdrZWMcVuFjIhIwFDbuvbn9K5rTIbeLTIhJESzruZip5zXPVcYauNzSF5dbHdQ/EITaZItj4ct4Y5G3KWYZxgDoBXM3Or311K7mCCP/ZApSFj+RQFAA+X04qpcO5YIhC5GGz1GelYvEzbcbWNFTVkyjJNfyMApjXPYCn2xlb7Qlw6kgKQB25NThV25VQMiqFpMJLjUCeVAUD9f8KuhNyn6BONkUL+byfEdvIvRZYz+or0APg9a8317Ec0EoG3IyPwOa7+OTeA2eozXYjGRoxv71YV/eqEbVMJAOpFBBcLfc/3hXOTH9431NbfmqdmGXO4d6wZW+Zvqa4MdtE6cN1I2ao2NKTUbNXBY6hrtxUDtT3PFQOa0ihGidrLE7MBtfaKy7C5x4sgTPylnQfiCa0wEa0y2D82efwrnpJvL8XWrrgL56dPfg17Bwne3DSrBvh5dDnHqO4qrJepeWM0Nv5fmSlS0Ug5Vsj5l9G/nVsNzUFxp1vd5Zhtk7OvBzVGZqWOnSalpcN/N5M4GQYlcEx4OMsvv1rCnaMatcWrQbYZCFjboA54OfQcVltBdaT8rudoz+855HXqKct9cxuNyvLnKDLZH+eamWqsNbkotoGudscKuwJBKdiP51bh3WM5uFTY+zy8txgfjV7RZoo0h1Ga3m8ozeUDA2ZCcc/KOcYPWtLXr/wALpbpPa6dePcRofMa5DYBIxk7j15rmjQlZO9jR1FqrHFXbNOzCT5EAy7kcsKhBiS285VHzD5FHp2q5eTi5QQwQqq4+djzmqkVssKqCSxUYGe1TOcY77lxi5bbGfq07wrbsDyGyw/CnHVZZ7HknYh/Or628dxcoJFDAcYIz1qLVIIbfTbhIkUcjFbUdaaLlO14l3TdTgubM2Vy5XcT5ch+vH4irMtzKl3bXaFROoNvLnpk9D9O9Z3hm3gv9CkinXJSdgD3GQD/Wlm0m5RX8mRpIt4DDqeDWxzM6+CyQYa4dp5O5bp+Aqpq+ptpcBhtojLdXD7beJR1JHP4DH61Xg1wMkpEMhSIfeweOwz6VXadm17TdTjuC724YYTgqWI6UXSJMXVfD11plob+7d/7RRROzOCMY/h5pdR1OXUDb2NjE0IurVWldhggcFv1Fa3i8zarNaW5eWaa7cCR2Yk7Ry1QSaLetqNnNBbTBeYF2oTuzjAHv7VzSdm316Gy2RmWSNYztYs7BTzGc9auvMYeJj8v9+r8ui3a3Ci8s5YnQMVZ0K8ge9Zs9rPdyeW67LdT8xPG72rncZTaujVSS2Zm3DSSxvMAQ8v7uIHsvc1n6Ho8jW4uUlxK0qxrHjk56H+ta1wpgvUVZBKojICjsaboLLEl1FdploXPyZxyB1BrsprlTQl7zKwuJRfDIxLwx/wBo55/OtLw5H9p1HULfzZIUOJNq8E9v0NVpoVL6fMy7FuZ1hkx/CQODn3BB+oNasUhi16ynkwsjK1rOPVuoP41okZTfQ6extYrSFI0G5gMGRlG5j6msVoNf1a+luNPuVhggkaKCMLuMjL1yPxrSjupLl2W3+WNDtMrDOT3wP61Z0izkgkukSbYu4Ovz7d7HrTZkZkGrm9sruy1CM2uoQwtHNC/Bz2Iz61n6Sry6TasQQmAhbtmtLxFpETaja3EkZW7bdg5++AM8+tYNzps8WmyJa3cy+WDKEz8pb6fjXJiFGUlFs2ptpNon1K+t7fdJMRljwvc1TF2s1zsiV1LAMBJ/EQOfpVPSdPe5VNUu2E1xKMqrfdQegHrWhc27y3drNtKCJm3A98jpWNlG63NdSOWciAoBiUnaB7mqulRh3u3X7rHYvuFGKS8lDiW652xfJFg/ebv/AIVd0y3ktbGKRlxGcrk92xk/zFb0FZ37k1DA8QN5lnav0xuU/lXYWN0rabbSnkmFW/8AHRXEapLDcGS3ZmXyJss2O3PArq9Bkjn0i2eMYUx7evQDj+ldhizptP1KC0UzyWsM+V+XzslVz0OO9VHnFxeMZAJHIYiNcAHkYwKpwSL9nh3DO3GR9OKr+dtbMeUKSMSyDlUPp7VjKpbRFezdrmrPDbtZpLHCFLMnOMHk1lb45GfyJG+Ung9BzV9pnWJEDkqHXgnPfNZ2oWqQMbm3Yorn548k4PtXLVn7SyNoR5BBIScNwf501nrOYXDN8jlsclTVfNw8m1JG/PpWTo9jRTNQsTULGsuQ3SuVZ2H/AAKoZ0uI2AdmOf8AaNONHzBz8jqVkB07LAYXj+tczq5EGp2soG0Aqw+gat+FG8uRHVlbaeCOelc54jcNFazfdwjDB9q9JHKejhvm/Gp0as+2k8yCJ/7yK35iraNQZ2LDJHNGUkQOp6giudn06V9YeCOIpbY37wegx0roVBAySFHucU5wzJlMNgH7pz2rN1IbXKUJb2MzRdVv/D1z9ospkzjGJIw1VdRvZtSmeW6fzDIcsMYH5VmRakCri4LK4ONvllMfhkn86ZJqUI6Bz+Fee6ld6NnUqdNalr5VXCgADtULtnvVN9TXtGT+NV9D3a74mfTptQms0dJGiEabyzKhYL7Dg8n096KdCcmVKcYo1Ld9t0nAOeOe1M1JUdJkC5bYfwGDWH4fu7q8815i0gUKckcLnNbs7YlVcZMkZXOK9ClFxjys55u7uiHwVLm2vI89JVb8x/8AWremeSznNxGpeJ/vqOx9a5PwVJtvL2HOfkU/kSP612yHIxWjMnuVdN1KKy1n7XaSKpZOQwypB4Ksp6jnkVevEha7Sa20yOCVun2d/k3dc4PQVRm0aKecTw/u5QCOOhzVJ7i/sf3MmcLwpBqHJbBy9SWa3uXlRxcYudxYgHOwntWvb+Ib6yWwgwS1rcrcM0oG3cuRjA5xzWPp93BLMqzRSjc3ztGAW/nXocul+H7DQ0bXvtUckiloQR855/2f61EY1OaTWxTcbJHO+JfFE2r+WBLGSUEhMYxhjwQfyrj3IuJ3SSdmWPBcZx+FXrm50ixkuPssEm1uV8xu9cnql8ywySxZRmYZ2nGaHfm1YJKxrRqoZ3UAAn5fpUGnSWou5zdqH/eknPcUmsw21t4dt9U0vVr6ZWuja5uYRGtwQm53iA52qcKd3qO+QEGlCWTzQ7IQvzKR1NEISi231N4VIonv7gzTiMFY4w0c6LjoEJ5/IkfjWvqtqLgJcQ8kEFiD1A5Brk9fnZVtbiM7PkZfr7V0CibTo45YiZbSVQfLPVcjPFa20MJO7udVasskMXlr8rKCo9qJJXbDxRK6xndlujeoH4ZrI8P3yRW6RXqmS1ldiVSQLJF7ofr1U8Eela2vRwfYXTStUgkMxEaFgY3jz3Kn+YJFF7EWMjUNTtb/AFq3SGdt0ERDmIYVAw6d+T3qtczLZ27NK5CjGS/+feiGxGj+GbtBHDK2c+cH+8cYwR65PHNVHW61S5sn1OUSRLbYiEm1B8h2nI/x5NYVY8zv2NIXWh0Nj4hSzs2gs7e2IycSNGCcdsVg6vezahc7EOZSdzFeAo/+vUoiiTTpHtmA2sAeP4ScZGffIqvbb55vItLZ2OeT/UmsZc26+40hy9SCSFJDDEBiOPDYP6VbsIftbODcRoC2I1kYj16e5xWX4f8As9/4pOlarfz2iTylBLDNEiRn1ZpOMYB4HJOB3q1o+m3Euu6nBI1ykun3HkxxzqodQSwJbHAYAdsjJ4reNNx1IcrkF/4QvLuNr6B4jA83zDJ3ZZcgEY75GPetvwpoVybaK2cIpVtrMvPHJHHrwRUlrCfC88Ud0ZrjL+fHKkhVAB95WTODxgirmm+KLZLiXZPEiFm2NICAjsefm7jrjPrROc0tCdS7b+HrX7VJaS6gUlWUrgR54PIP61pSeC7USbIbqVlA273UAtxjoKrWslu92WsilxHPFgyb85cd89jgj8q6e6kmtEjWNUnk2DcwkGAcd/f1rmvLVlczOWuPDX2aa3RbsSZfGxkx0B7j8K5zW5Es7yW0middjAMFYNs9D759a7yNb8XUc01mkoUFsRPlsn64/KuO8TRXs2r3d1pkccyXKKk0cw2sjKMdDShvqPnZasbDQEWLz0nmnK/PsfCgev4jFT2ugaL9j0+88sOJZts6mQ5G8nb37Hb+dYcVrqcV2I7a5CSNHtlwu5SNvp6DvUdgz376ndagsSX1oqtE6j5OCMAD3Oa29mnG6Zj7WSlqZ3iHT5NN1q5tTkpG3yMe6nkVllZZUJ5b+ldP471VdQsEu4YpILiN/ImzyM5yMEfjWFrmgat4a0LSdQuZrhJr8yebCYyBAAEKBjj7xDZx26dQacKcranRGrFpM6BOqnjOCK4jxCM2ULdxKyj6YoorsW5kzutGYtpNkSefIT/0EVfMjICVPPTNFFY1vgY6fxIjyWOSST70oJB4ODRRXns6zO1yJHWOcj942VYjvjHJ96yoraJyQwJGM8miirWwWKsMafacEAjOMGsl9Rn0TxG1/ZhBNEzbd65HzKVPH0Y0UVvS+Izq7Gj4S4NyuONqD9DWxqPW1Gf4iv4UUV0rYwZz3hFiviO6UdDG4x/wIV36nAooqpEiPK5YpnCjsKp6jGJLGRSSOM5HWiivNj8SOqXwskh062GI9h6Y3Z5+uayJru5kOySeVwB/GxJ/WiirUnd6kqKstCpfQIsavyWbqSaoakiHRi2wZ3j8aKKcW7ouS0ItX8Uvr8NvDLpOm2xt0WOKS1SRSka5wgBcqF5ycDk811sZ4R+5Ug/lRRXb1ObocV4h5soD6SMo9hXZ6ePP0K039fs6HPuFFFFN7EsRYY57eKZkAdiAxXjPNQzSvBJJGDvQBiA/PQUUVnISL92inUtOs9oELzK7AcZIXd/Ou0h8JaRf6rok1xC5e4vXilw5G5RC79vdRzRRUU/iLew74haXp3h82v2Gyj2+QQEkLOow3HBPYkn8a88luJb2xkeRyqhv9XH8q/kOtFFXPqZo5Q6x/Yl9dQjTdOvoZnVzHeweYFZRkEEEEdTkZwe4Ndp8P7yfVr/Wr+9fzbmd45ZHxjLHcTx2+lFFL7KNo/EbWuSH7TEhClTxyPetTwvY2kumfaXt4mlkbaSVB4XgcUUVlVegTNVLWBr54RCixpGG2ooUEkHk4+lNsjuuVyAcsw/LoaKK5HsiDZUDyWOBnzMZ9tteYfELcfECRLI6K1qHJQ4OQ2B+lFFaQ+JDKXheeWxuIXikZmjnMYL8kq/XNbOtwRxy380ahHdUY7emTj/Giiu2GxjPcz/F9sg8NvcKWU3HlyOgPy7uuQO1ef33iHVNS0230y8vJp7a2keVBJIzEs+M5JPONvHpk+tFFPqOh8J//9k=", "info": {"video_id": "22991", "label": "moving basket down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "22991", "label": "moving basket down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "386a1d7076629a8428d71dceb53763aea186a68498781a60c34c9ef21571596d"} +{"episode": 44899, "episode_seed": 249979133, "split": "train", "timestamp": "2025-10-13T03:20:28.123388", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 490, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 249979133, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cap 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, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "165411", "label": "moving cap up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "165411", "label": "moving cap up", "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": "3b5dd0f302cf75a09fdd06aa616a74365d21169a8b51988014e2dc3f0e6e6ddd"}