diff --git "a/video_unshuffle/reorder/train/batch_000283.jsonl" "b/video_unshuffle/reorder/train/batch_000283.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000283.jsonl" @@ -0,0 +1,100 @@ +{"episode": 28300, "episode_seed": 3984589815, "split": "train", "timestamp": "2025-10-13T03:06:03.159585", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3984589815, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 something into something'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "146229", "label": "putting something into something", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "146229", "label": "putting something into something", "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": "3c303944ac1e60d36243874c3c958049e42ad3e13457083034fbd364ddba109e"} +{"episode": 28301, "episode_seed": 2491275449, "split": "train", "timestamp": "2025-10-13T03:06:04.993667", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2491275449, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a highlighter 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": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "140675", "label": "pushing a highlighter so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "140675", "label": "pushing a highlighter so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "13cf740fe6307be5696f0ff7b3fea540733b309638fbbd8fa5c0cf739ad5cf75"} +{"episode": 28302, "episode_seed": 4213571401, "split": "train", "timestamp": "2025-10-13T03:06:06.177376", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4213571401, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 toothpaste next to glasses'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "33076", "label": "putting toothpaste next to glasses", "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": "33076", "label": "putting toothpaste next to glasses", "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": "57cc45aae39d956ece90a11af5ce900a4fc682974333f782f68d7b39d473d15e"} +{"episode": 28303, "episode_seed": 4091756655, "split": "train", "timestamp": "2025-10-13T03:06:07.888845", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4091756655, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 book across a surface without it falling down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46667", "label": "moving book across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "46667", "label": "moving book across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a085721fa5e1ae51503f509fb109866e873fa197aebc3c03efca7877d2a20d21"} +{"episode": 28304, "episode_seed": 1866702895, "split": "train", "timestamp": "2025-10-13T03:06:08.953060", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1866702895, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 deodorant out of white bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "116660", "label": "taking deodorant out of white bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "116660", "label": "taking deodorant out of white bowl", "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": "4041c21c07c2e1472675cd2cffd5382511854305d344948116ec5bd199fd48eb"} +{"episode": 28305, "episode_seed": 403945838, "split": "train", "timestamp": "2025-10-13T03:06:11.292624", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 403945838, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 dreidel down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "121053", "label": "moving dreidel down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "121053", "label": "moving dreidel down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ab9a0d3831ee35500f69f48cc756c6b60c35f080aea9815dab9bae2d2bb5e381"} +{"episode": 28306, "episode_seed": 2933745083, "split": "train", "timestamp": "2025-10-13T03:06:14.749523", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2933745083, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering melon with rag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "211884", "label": "covering melon with rag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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P6mjakOWtd37m7aRt5K7sFDyDnnNV7vdCXVcbmAYZ5Hof6UsV/ZxIqfaEyvA5qpealZsYyshZlJyAOxH/AOqvNhGTntozvnOKjvseh6RcwwYLSqGYlmz3rv8ATNTtZrdVFxGSOgJ5rgbZYtoO0ZrpNOaCFVbByvHWvoKM9NTwqtO+qOlmv7SEHfcxKQO7CuO1K5jmkJVgxOeQeK0rh4JCSqkbup31j3aoM7adWStZBQptaszYwJJemBWnHH8vTg96pQE7sHketasQByccdMVxLc7bCxxgVLkIeeBSK2CMDjvVGabMpwOn6VYrFXWZh5TAH6159qN2EDjBB7ZrrtYlIhdjxxgCvPNQl3MwB6UJFWIlmE1ypdwoGeTXbeGL20S8jMlzEnOOWFcTpUf2iV9yA7cYruNJ0y0MgJjOceveqpWU7mdZtxseu2eq2ElpGVvLc4UZxIKxPEWsae0WEvrZ8KeBKv8AjRaWmnrZLG6k7R8oLAc/gKydW060aN25DKOOR/hXdJpK55sItyszj5L1ZNbhxIrIf4lbIPGKsXh/fs46FQBWXqtrHaNHcQkhkbcwPpWhJIGsBJ7A15FVWkz1qeiTOT1GQvrGz/ZNZWnv+7u4z1WTOKmnuCdehcfdcP8AyqhZyFdSv4f7wV8V0RXunPJ3kblw/mwLnkgVz9++LSRM8cmttebfH41gasRGxAPXt9eKEtbAnZ3ObeU5AJ719E6ZrtzE8QXTZcjH3pFFfN8jHfwOc19O2Uw+Q9RgcV0X5WmRL39zsNL1me4tkL2gTjAHnBj+PFLqOs3drEGhtYnyD1lP9FNV7C/aNMYJ49cCpby9P2SUgsPl459q6HJWucag+bc+fvEB+03l3IcHPmc/gT/M1wV5GYbhgBwE7+9d3fp5s0w9yp+pZQf61z2p2oKXEpAKgAD8cGuVzszrpw2Rg7s2NyD6KP1pmn3JtZV543HipGwLcp1yaz2yE3Z6NVqzi7mrlaaZ6DZrE1vBd5DKSQVA+7gj+hroY3ZtHvokI3oFlXPTIOD+ma8+0nUmFukDOcZc4z0ytdlpNyJpijciaJgfrjIrjqwajYtSXtLoge5v0U8QqfxNb3gyyOoXGoG8weUK7eOuQe/sKx7ldyK/0rofCbi1huTnglP61yUJ2ldKx1YiN4NNneafodmJFGFJyMMEyV+mTWX4suYbTxBawG5PmTBXcvjj5sZ4+mfwrXsZ0aNHzya5Pxroct3fi9jfdGVVMnsR2r0arcoanDQ9yrcXSjcmHWBLhS7MInC/f6kfyrImnMlh5gJGyMMQq4xg9z3PNJJdHTdGt7XfmQqGfn+I5OB+FYljrUMsiQTTLsn82IgkjDFSVOPfH61zVItSTsdFGcXTnD7i1dTfZ5SMgDIxn3BH8wtW7K58y0aMhSFlJ+Zc4Dc9q57U7tGmsyB82efcgY/mB+daFlMwmmVeQ0YI5x933+mKdRe5qRh5ctRMuaiiSSWjEpscMMR9CQeP51Q1GKMS6fKI13NC0Tcd0b/A1o6k5NjayMwJUOyknP8AEO9Z+pIXj8xTlYbgjPYbh/iKjemjVv8A2hl5IIXgMiRIe4I61Ski8wFVXBxncOoPan2FyqHyn6N0qxbj52GBwcCuNNqVzrmlax28bqDgYHfir8d1tXr1rEjcK2Ceg61YWYAZBBFeiqlkcHJc2Fuufvdahlk3g56VRW4GRt6+lDzP1/Sh1LjULFiFgjDnjOK0kuQicn2HvXOJL5ky4POeRVqOUk4yx+tIo1Jbt1JIA25wKqGTc7MenUUySUhRk8YxiqMt1hsAnimiSvrMu6GVePWvPpmDSOH69h612upyEwMSw5HcV55p1t/bHi2XTZtTmtUKymLy03lnVCwX0A4PJ9PerhG70FKagrs2fDy7ricnPy7RgevNd3p0gjXjGa8w8CXslwbx5pCxHlkZPqGruoLrawDH64ppcrMpPm1Oztb9Au2UcnoR2pl/dLJHhR970rDiuMjIbORUk1yBH1xgVrKpdWIjDW5g+KZNtg5HUxk59MUxbj/im4ZD1MeT+FQa7cfarVoRwW+UUzUcW3h6KPODtAxXHPc6k/cORlfGqWJ7eYVz9QaI1MfiGVAOGi/rUN4xjaxfPS4X+eKuTLt8SI3ZoTmuh6I5oq7uaMBHlt7ZFc1qxJkwBnANbsUgCSDPA/xrndeZkR5E+Vtw5FTH4hPY5uXPmYyea+kLSfhRu5xXh+uaHpVt4dttW0zUbycNdfZc3MAjW4ITc7xDOdqnCnd/eHuB63DOVKnPYVvU0sTB81zsLS+aIjBB9jVi4uy9sRnOR6+1c3Fd5I68Vaa7Dp1zn0qZTsrFRgeaamPL1K4RO75wT3ySP5VWvbffpEwAOS4A49M1Z1j/AJD0uOef/iqdOobS4+uS7Hjqen+Nc9SVrG1CN52PPrnEbIoHAyf6VRZfkYHpmtDWB5d4c5A9+1UCc5rsp6xuYVNJtBbzbJARxwRiuo0XVPLuoM8YcVyEh2yBuwq5BMUfcOuRiqqU+ZEKVpHerO5aa3dgArkKfxroNJl2QzAHjK/1rj/Dv2TVfFn9n39/c2sFw42SxyxRiM9SWMnGMZ4HJOB3rV0t7i11XVrKf7R+4mMYW42h1ALDDBeM9M449K850HH3jv8AbqfuHp+mXQa1XnkDFaDSqUKyFWUjGCK5HRLz9y+T0rV+3EDllNbKWmpzyjqeX+KNWCXMqBiHS4cnB6AHaPywDXHQ3ZOpi6PGzkY9fWug8c2It9bn8qMrFIocc5yT1P51zCRHy5CfQDJroSTjdmUdJ2N+fUlmk5bG3BBHrwT+oroNFvFlvIyWyMMvB9sf0rz4OxGT2GDitbTLxraeLax4b/GsqlP3bFRl753dxdpcWSQrglImGc56kU6CaOZmt5WAiuU2Nk9D1B/A/wAq5IatIJ8ZbGNpyO3Hf8KuW9z5mPnx/dIPv/jms40/dsa1ZWnzIu79knz5WRCVI9CK1befzIVK43DrWZ4qiaHSbbVLaQjziI5io+7IO/4j9Qai1XR9a8N6JpV9dXFyk195nmwlMCDAQoGOPvFWzjt9QayeGvG6NPrKurnfMx83GeKnjJwBniiioWxa3JckcionlfpnrxRRTQMLI5uAT6VbRircUUVYluPuXJVcmsdpXNwRnjBooqkSyjqLE2pOecV5jcapcaN4jk1C12efE77d65HzKVPH0Y0UVtS3Ma2yL/gZin2wD/pmP/Qq7iAk5OegooqZfxGJfCjTidt2M8U2eRioTPAFFFJbl9DLb5m5H8YFJ4n+WxgA6f8A1qKKzl8aGvhOK1Pm1tv+uiH/AMeFaV1xr9p7qwNFFaz6fMzp/CySNQXkHbaa57Xz+455yASPxoopQ+IUtmUPEHiyTxDDbQTaRplqbdUjiktUkUpGucIAXKgcknA5PPrXriDBA57fyoorer0MaPUtxO20c96k85lmjUYwWxRRWEjqRxOosf7YkPfdUtwf+JfCOxL/AMxRRWNbY1wvxnHeJolSQYz90daw+1FFd1H+GjkqfxWQTfdP1qUcLn2ooroWyMH8Rs6frz6TLLG2n6dfRTFXaO9g8wBkztIIII6nIzg9wa39Hv7nUtQvr67lMlxcyCSV8Yyxznjt9KKK46ux00fjOr0eRhJIueMZrYMrMOT0I7UUVlHqbT3OW8aW8bW1rKVy2CM/8CFcOY1FpKcZO4ck0UVuvhOVfGUdoIbj+H+oqS25IP8At0UVcthPcsyRr5hPOSfWqqXEqMqq5AA49uaKKIF1ehqxX1xLpN9aySFoiElwezBuo/OkuPEWqahpsGm3d5NPb20jyoJJGYlnxnJJ5xt49Mn1ooqH1M47n//Z", "info": {"video_id": "211884", "label": "covering melon with rag", "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": "e461defe809d68e6b2b2669242e0556aa1773747269bba4ef84fcc738f05f284"} +{"episode": 28307, "episode_seed": 1311796909, "split": "train", "timestamp": "2025-10-13T03:06:16.022322", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1311796909, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'piling pillows up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "53039", "label": "piling pillows up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "53039", "label": "piling pillows 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": "be0d0d5746421cd3845251df2944c830fbfde991c078aa86acf522818cb40bbb"} +{"episode": 28308, "episode_seed": 2969408905, "split": "train", "timestamp": "2025-10-13T03:06:17.000072", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2969408905, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering coin with tissue'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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xjtT5INyoVdkYLtJHcHtTkURrtHStDEbMeKwUu5Rdm0vComYkxSgYEy/0Ydx36itybhax7y2iu4jFKDjOQQcFSOhB7EUykQTZ3GoXGEqOC7kWf7FekfaACY5QMCdR39mHcfiKklPFK40Y8TYiY+1a9u4jiVO4rFhyyAD+daUL4U/u34/Ggox/GOrPGltYwNiSVucelSaXpK7FLjJA6muWnuv7W8UmUHKRvtUfSvRtPQeT+FcOJqe9Y7MNDS5FNGtpal0wCMBh/I1zksst/dB0faBxitXWZ3MDRocMOPqM1kizWHTpbgT7JkzlCep7VnCLlsbOag7sqXT3EMvDZIOCKuQymNYueTyc96yLQS3JaeQ8tzitG2ilvHKop2qeCPXvWlK/NZCqzTjqbujuxWU87SaLgNpjtcQIWtXbdPEo5U93UfzH41PY2xtbXY3U81l2fnap4tn0yTVbi0jIkMQjTdllQsF9hweT6e9d7PNvYvSSJL5ckbBkYZVgcgip4XCzlieEWuU8OTyyGbfKzIdrhD0UnOcfWt65lMFpcXDLlUjZ8humB6Uh3PP9H/f6xPIe8rN+ZNenacv+j+9eZ+GF3Sl/U16fp4AhzXmYh++ehQXuIo6jAJFIrGa2MYOOK6W5AY1mXMW5ljXq5Cj6niohe9i52SubPg/TvKik1GQfNMNkY9F7n8T/ACrqGk46VDbJFb20cKMoWNQo57CpGZcda9WMeVWPMbcncpzkkljWbeW8V5CY5c9dysDgqexB7GtG4OUP1rnPEd1PaaS8tvI0cgkUBlPNUxDobyQTGyvMC4AyjjhZl9R6H1FeaeLpd/iZVzwkSj+ZrsdeijOgW+oWmsahOBd+QrXESxiVlTc0kWPmCqflO71HuBwXiGTzfFFwf7pVfyUVEthxd2jp9AAEa10U4yntXO6Fwi/SukK/uxXmS3PRjsY7243k4rrfBVoEjuboj5mYRg+w61z8oABrtPDyCDR7dSCCy7jx6nNdGGV5XOfEO0bGznFBc4pAwPr+VIXUdTzXccRDMzOMdqz5D/DV+RwenSs2U/MaBmRKTozblBOnMcsB/wAu5Pcf7HqO1VtWIaS3IIIIY5B4I4qG0uBfeMZdLvtTurW2kk2I8csaLH6li4xjGeOpOBWPAlxZ6ve6fK9x5VrKyRxXGN8fzHIOOPTpx6VjW+BmtF++iPVbYsm+M4deQazv9K1GeKW6ckxJsjXso7n6n1roLhQ6VQWLbnAxXFGbSsdrim7j9IRk1WEKAXU/IPVjwP8APtXokYYSKrdc9fWuP8NW/mak87DiJcD6n/62a7SNgcZ7HIrtofDc4q/xGgTmmF6iDsq5PK+vpTjgjOa1MSOdsrgVnykLzV1vuMfeqNwflP1pjRn3dvHdwlJMgg5VlOCrDoQfWqEN3J5v2S8wLlRlXAwsy/3h7+opviG5mtdKeWCRo38xRuXrg1leJNH1nStC0m9vrq6FxdM7NGUx9mIClMtjhiGzj8PWpY72J7diBV5JGWCZgeQhI/KiimUedeFTvvtzckkn9a9asP8AU/hRRXmYn4z0MP8AwzA1wlJAR3rntQuJXKqW4kAVhjqOtFFECpF0Isdp8oxgV1Ph+3ij0lHCDc/JJoorow+7MMRsi1N1rhLzUZ9J8UT31ts86KRtu8ZHzKVPH0Y0UV1nGxvh0bWnUdAFH861PEEjJ4bvyD/yxI/PAoopAtjlvCqj5a9NsgBbiiivMrfGz0qPwIbOoFVbIBtasQRx5woooo/Gh1fhZ7VBZ27eG97Qxl9gO7aM9q4q6VQ7YRevpRRXrs8tGbOc5rmPFX/IFf8A66p/OiipH0Oa1vxI+txW8UumafbmBFjje2R1KIucIAXIA5ycDk81yGsf8jLdf9dP6CiiplsENzrtCUFFrqlUFRmiivKe56S2My94yBXoNoTHbxIvChAAPwoortwuzOTEbo6zwuokvXDjI255qPxIix3rBRjvRRXYcvU5m4Y4xWbN1ooqWUcFqGstpetajGbCwvYpZgxjvId4DKOCCCCOpyM4PcGq1pe3Go6pc311J5lxO/mSPjGWPt2oorGv8DLo/wARGqeQahIGKKK849E2PDI+S5PfcP5V0kZOaKK9Kl8CPOq/Gy9bnk1u+JtNtrG3tJ7dCjTZ3qD8vTqB2oorXoZHNsf3Q/GqM3Q0UUDOa8UcaM3/AF0T+dcre6/qd/p0GnXV3NNb28jyoJJGYlmxnJJ5xt49Mn1ooqQZ/9k=", "info": {"video_id": "108861", "label": "covering coin with tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "108861", "label": "covering coin with tissue", "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": "6895bd15c9c17db5c5970fa0a3976532f3a690a05aa29c17410f8b99c4ab4c88"} +{"episode": 28309, "episode_seed": 3165606171, "split": "train", "timestamp": "2025-10-13T03:06:18.797728", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3165606171, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a fork closer to the 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": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "63749", "label": "moving a fork closer to the spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "63749", "label": "moving a fork closer to the spoon", "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": "bfbc5504f74d3755d3302d0c9342ee488b1c2cf3347f677672b0750da28b034a"} +{"episode": 28310, "episode_seed": 3265025114, "split": "train", "timestamp": "2025-10-13T03:06:20.933646", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3265025114, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open wood box without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "98521", "label": "pretending to open wood box without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "98521", "label": "pretending to open wood box without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8e89e348222a916db7e81574ca6e7035c267e8d1d64459fe51c3f1dcaff78b56"} +{"episode": 28311, "episode_seed": 66194845, "split": "train", "timestamp": "2025-10-13T03:06:22.372131", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 66194845, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling key from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "72867", "label": "pulling key from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "72867", "label": "pulling key from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dd3a1f42a439743686ea152117e8a398acc87282c11e1adb84ffeffa21ba2a2a"} +{"episode": 28312, "episode_seed": 3434947533, "split": "train", "timestamp": "2025-10-13T03:06:23.663696", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3434947533, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 sharpener 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": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "217786", "label": "holding a sharpener behind a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "217786", "label": "holding a sharpener behind a book", "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": "7c38bea2c41fb05dd72ccb6355c002de07d37aa5c5d8e7e304d8066b97a1fde0"} +{"episode": 28313, "episode_seed": 3718997404, "split": "train", "timestamp": "2025-10-13T03:06:24.658504", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3718997404, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'picking a cd up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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IqncXsaIegqOaxpKPMmmZqLJCf7pPGc0y6keRWVmJGOmeKfdapD5XVc1iNqbO7c5ycVsnfVnnzp8miZCNMSK7FxbyNFIDkEcj8jXV6T4hezMEN3AJIk6yqAGXPoB0Fc0u+Q+npVknaoHXFUnzGbXIdH4m8XCNPs2j24uJT9+cj5U+nqf5USPtQnNc15oznH51sXU5CkCpmtjpwstyG5ucDFVNf0+XS7Sx85yLq6UymP8AuJ/Dn3NU7ufeDtOGps11datetd3chkkICjPYAYGKcbWuaSbk1Yhgg2x725PrUd5os1186XATI+6RWzBaGTaAPlXqew9BUzRcYPFXT7nPiZ68qOSGgXsUqMHjcBgeuO9ehI8T26htp4zg9qyPLOR/hmpCD5ZHoccjFOfvHPFWOc8XTE3MXlgYU5z2rrPCyWup2MbTQkzQ4eEg8SDsPqDwR+IrKuLYSDEkYK9eRxUVrELCUzWjeTJ2Zf4fceh96EtBqTUrnfQ6FbXunK91ZJFPMAZ40BByCcdKotZRaazQxuxHXaw5Ufz/ADqlH4w1CHSWt1jR7oDak7dAPUjuRWJo4uopr6e7umuJJirF3655qZLQ2ptOrexvm5AOM1RvdRA4BqjLdNv2oCzMcADqavXnhS+i8N3OqXJMcigFIe+M96hRbOqc1HUxpNSBf72cnGPWurg1GWLT7ePO0hMMe/0rltD0QiT7VcLyOUU/zrVvpwq8npSbtoioRU9ZIjvYI57MhVDIkmSuM9utaOiK8V1YFgFZgVx328gVLBpMv9nwXUBL71zIB1Bq/plhJFK93cKRtGEB7mtObSzOCpFcza2NlGworifFkT3MCTRsPMhlyNwyCDwQR6V2JY+WW9ia5XVvmsZvpms27SQ4q8WUNJ8Q/Zfs8V3bh0TjzUHKA9lHoPzqXxR4qfyjaaLGskhH7y4I4X2X1Pv2rnncA8fjTTKOv862sY8zPqZag1K8jsNPmuJAxVByEGT6U6a5it498rhF9TWfNrOnSxsrSb0IwRjNVdItRb2Rh3GrXWpOQuYrZfuoP4vr61XKkjkn6VFG0arsjYsqfKDSSFiy7Wxg5+tedVk5PU7oQ5VoV/FcYt9PslU/MJCWPqSKzkMtzZoqHaFcnI5zxWt4jaKfTreXG8+YCB2HBrPjjkjtQ8W05Yk56YwK7qkdF7M8yElz/vDNcsZTDK6jAyGA6irFhIsUnk+buVjwPQ1qaNp8N1dzm7VZMxYA6Ac9qgvtE/s3UYjDMHj35wfvLwT+NZ1qkHF0572LpSaqrk2uSHbg9arzQxyptZM+nHSrJBphH+c15CbWx7LSe5N4YtPs016QuFbZg59M1Pr1yVVYAeoyan0YAeee3H9a5/WLvzr+Qg8A4FepTm5Uk2cSppVml0IvM9DUU0g2nmmK1VrpyFqGdi0M+8uCX2K2Ca567nmuJWiQnjrVu/huLhy8RwI/vUWVr5UJmflj3NNWWpDvJ2MuG0Uyj7VLsiHJJNXo4Ir1lhsYf3SnJkIxms2eWF7w+edyA/dWug0/VIhGqQoqKOwFE5NI53FORo2+kQQw7W+ZyPmb/CmzaVGx+Q7R3qeO4LAc1MGz3rmVSae5q6UGtUYc1gYEdXTcD91h1FF0xzW3JEJUKtkg1z879TW9Oo5rUmNNQvYpTqp4A5NWoIFRAccVWHzyj61eQ754osEhmAwO9aFR2uejeGNHt4fDLG9jUi7HmSB+y/w/TjmuevNPtIZZEgkaSLPyswwa173U5LlFjA2QoMLGvQY9fWsieQmirV05YmEKV25S6lM28aphFGfU1l3MM6zHCsynkEDitctz1ozWMKzizSVGMlYxJ0uY13SqQOmaqkso6c/SumIBHIyKje2idWBQc9a0jibbozlhr7M5nc2doGc06O5MayLn862ZdKTAaNiHHv1pum6RHe6hLcX0ipaQBTLjguew/GtlUjNWRmqcqck2b/g3SYbaybWr7aC2fL39FX1+pqHWtbk1WcxoStop+Vf73uaj1PU5NSKxIvlWkfCRj+tZkpCLuJ/ClKelkbwp3fNIsSziKHisSJZNU1Jbdc7c5c+govbxnURpkuxwAO5rqNA0Yafa7nGZ5OXP9KUI3dwq1OVWRsWwMECKh2hRjAqSR3lC7mzig9KE61qziGyHFu/sK5y8j823kjJxuXFb96dlu3vxWBckAj3rnrOzubUFdWMOXSfmAQ8HrntVOWyMMbpLHn+6y9f/ANVdDknuKbLEsyFW6Gs44iXU1lQj0PQr/VJryZY9xZjwBVK8kW2g2K/Pc+ppsAMMTXEnEjjCj+6K5/WtREUTuW6DNU5NnWopbbD31toZAPM5HvXQWs63FukiE4IrxxLu4u7sM0gALdz0r0/SLu2hsIke6hGBzlxWVaLRMZxkad1FI6oEwyCQO0Z7/SiZobbL2soCk/NDJwR+dRnVtNX719AP+Bis+/8AEukRxbVuVkfqu0ZAI6ZpU6tVe7a6OetRpS1vY2bTUraCUyRK0u8YaNRyP6VLPcSXTLJKu0KMImc7R7nua5hvGmnJBGyxuznG9QvT1wahm8eW68RWUjD1YgVNSFWo/hJpQo0nzXuzpj7AUw59/wAq4q58cXkiMIraOPPRiSSKy9I1jVfEHiaTTrjXbmyjdJGiEEYO51QsFHoOCc+3vSjhKkvI1lioLY9PjuhaWd0zMFYqNoJ5Ncuzl33Hqa47wffXWoS3M1zcyTMipje2cZzmutU811KPs4qHYqi+dufckDYFVLiTKmpZGxVK5f5DSNmUgWaSRB0fGaffsLfTWx16VPZxggsRzWbrUpYrEOnU0iXomzn4rcu5JHJrVtrcoQaS1ixIFOBuGRnvWpHEOnGR1FTOTMYxJ7c4AFaMZGKooqryWAA9TVLWtTS0sCYLoJNuGCh5xWPK5OyLclFXZ0Ax61y1zIAMd6m1i8gtPD8GqadrWozo10bUGeJY1uCE3O8Q67VJCnd6j3AzLiUlutdNOjKne5EasZ7E0TqDuPatvQIDPcNeuDsT5Y/c9zXLmQnCA8niu106UpYwwk48pAuMYHr/AFq5KyE5a2NCecRqzYOOpqs8m7nHWmvJuznPFRlvQVzyLQuc+lAPOMmmDcacoNZlofj3NAx70oUYpQAOtTcYgUen61HLECw7DqR61naZJHfeL30y+1K6tbeSTYkkUsUax9yWL8Yxngck4FNt5bmDUdTtLl7km3mMarcYDqASPmxxngZxxW8KclaRl7ROXKXZZFQGse9u++eKlu7oAHmsITNd38Ua8rvHStoq4TlZHUaTapaxpczKHlJDYI6V2NvJHLCskZyp/SuSaXhVyRu6fhU1rfS2cheM5B+8p6GiNTlephOHMdS1EXLVQh1mznAyxibuG6fnSvqdvC+4Tow7gHmtlOL1uc7i+xLqjBbcZ7mudkcu3t2q3qOp/bNqxArGPXvVAA8VyV5qT0OqhDlV2PAp9ZmtXElrpzPFKY5N68g84qHxDYav4b0PSr++u7pJr0yeZCYyBBgIUDHH3iGzjt9QaiFKU1dFzqxi7M9C1CRjGxz0rzfxhcyrCEDYDnBooraHxo2q/wANmZoFpBNbTSyIGYZAz2pbYAqw9KKK6PtM4qiSpRZJIdp47VGWPHNFFUc/QkdiYOe3Ss+5vJIhlQufcUUUxE+szPDYaBJEdj3sG+Yjud+OPTis68vZ/DHjK9lsH3PZzSJGZhu4IKHPrwxoooiefhZyla7/AJ/wka/w8GDqH0j/APZq7kdKKKwq/EfRYX+GiKUms64Y7hRRWZuyeL5YMiuT1q8mi1AqrDGB2ooqoK7Ma+kCgt1O7BjI2QcjHY1ObidpSTNJkjk5ooreyPPuyIuzclmJPqarX3Fr+INFFNEvYsa94rk163topdJ0y1NuixxSWqSKUjXOEALlQvOTgcnmrrnk0UUTNsP1JdLjWbUo1cZHWuttlAhJ55yaKKyn8JpH4x0bFoVJ5JHJp1FFcstzpQjsVjYjqBUgoorNjHgcU4f1ooqCkcpdawdK1e/jNhYXsUswYpeQ7wGUcEEEEdTkZwe4NMstQudSvNQvbqTfcTuJJHxjLHP5fSiiu9fAjkj/ABSnqUrhSAetP8OKDfuSOVQ4oooXwlS+I6N2NREnI5oorFlAOhqvczNFPb7MDc+08dRiiikhMqXuqXFrcSomwqqgjcKxZfEOpStt84IP9hcUUVpTin0MqkmjMvrmeeEtLK7sCOWNOvfEmranpdvpd7ezT21tI8qCSRmJZ8ZySecbePTJ9aKK7I6I5Zbn/9k=", "info": {"video_id": "18616", "label": "picking a cd up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "18616", "label": "picking a cd up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "07cbd59013d7ec4e3821bece000bc591e1695a999e0910bfa2a3ac9658bb3c81"} +{"episode": 28314, "episode_seed": 3394675349, "split": "train", "timestamp": "2025-10-13T03:06:27.181115", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3394675349, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling lighter from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "218091", "label": "pulling lighter from right to left", "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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SB7OS4kuGGJIyu7Deox/KrenXl2bJI5DLPIuUaNyflIJ4OenWnRhzys2VWkqcdNz1yK+tZpFgWZWkYdFOcfWrK4UHgfieK898P2dwNUguJpNp3cqvQD0rvhMkjBUOM5H4iioop2iKHM1eRMHAYlVJ7EH+dPhcKJBjkc1FhkYHJ2nAA9jT3LogGRuKgD35qUUN5iGAwBY5P0pNqt6KPQE1G2R/10PPPb/IqNt5HzNyOvp+FNEse44HXI4PNV5FwDjtUwddnPOOCfWoJGyOO3rTJIDOG3A1McuAQe3Y5qqWG4kfhUiSZXHT61BoSnG7OBz6iqt7exWcW1xIZJchI4V3s/HOBx/TFSvMkQMjsiKOrM20D65rNmuLiZY5oobSYSsUiNtdvHMxHOEf7pbodv6GtqVJzfkZVaqgvMpQXCXMPnC2ltpVzsm8tVOcZPKEgkDko3UA4ORVfUdRb7IScLKflIB6Hof1qe4vhdsk5fdOIyjMqBPNAw6kj16H2KyDoa527lNxeqij5T8w+uK0xUU4pmeEk+ZpnTeG9Lh+yNNKgLOSQT+A/wAa6OO0ihXaqqBnnA6k9v8APpVLTlEVvGg6KBge+KtrIxxg8VyxR1Sd2PCiPKjA/U0xzjuKRz1x19u1c3Zvcan4tuNMk1a4tIyJPKEabssqFgvsODyfT3q0jNm+rfvmYDqBT3nO85H6Vy/ha+ub5bhrmd5NoQruPTOa6FpFLZqHuUic5eMDLcDmsN5ZIrqS8lt5jADlpEUMEX1IByB74q1eXkkMapGYFkkbaHncKie5JI/LNY6JfWVyVv8A7NBNzIpjtljdMHl0ZfvBc/MjHlSeK3pUVNXkY1azg7R3Ni5uo2G5WBTGQQePrWTpkZ1jXZLmcb4UGxQenoKzry5NtFLCFEY6qgPC56qPYHcB7AVv+GIhBYbjw0o3/wAv8K5pQ5ZNHXCd4KS6nRw21vASEiUHBOQOmRT1ATIUcsT+Az/9aoPOxxnJ2gZ9+KeCShJ+n+P9aqxmx54xkZH8Pt7/AM6hJKEjPHamiRvwz3/z/k1keJLqa10p5reRo5d6DKnn6VSJZqudv0rmNVZpb+PZJbBYhws1wseSfr/M0atJ9m0KHUbDW9QlVrk22biJUWchNzPEBztU/Kd3qPcCoI9RsrgTXV9iO4PytAFeDDcKZE7o3TdzW1KmpvUxqVHBaGxb3oZGieJoZojtkifqrf1HcHvWFqs76lewWEROGfJxTrm4WCJJUBRUXyyhOSi5OEJ77HDKPZlpnhpDd6lLdsOEGBn1NY1qfJKy2N6FTmjzM7iziWC3SNRhUUKMjt/nvVkSbQDgAjow9ff+VV42wP8ADj86f97jgZ4P17f0qCicSlmR88qcNgdR0/kRTmcGViemz+lVWcAc5+70+h/+tR5pYkA/3fy4poCc8gLnH8R/z+Iph7qT16kDr7f59KZIcJnOT/L0qMM2Bk5GO5q0SxSQPlyOtUNQG5QvHINZljcC98Yy6XeandWltJJsSSKWONY+5LF+MYzwOScetVVubq2v9UtrqS4JtZTGq3OA64JHzY4zwM44pS2JW4kptPDenMYD5l3KeZCPmx6D0q5pWgNKGvbpj51wfMfHfPrXPRk6v4ghibmKI5b8K76B+NpOMdKhI1b6EkUEUKhVVR2+7VgBVYnHPXI7VCGz/wDWp27J4PTv6+386dhFjzyUKY4Aypz+P+NKZcwp0LAgcexqoeMnjOQ3+fzNL5uMqTn5/wD69CEywWwzd+AB+QqMkjqAff8Amf501SSuT9fx/wD1VCZGycdOgB/z+NUhMe3D54weajY4GRjHc1l+JLqa10lpoJGikDqMjr1rN1yx17QtE0u9vL27Wa8MnmQsuBBgKUBOPvENnHb65qiGbZ4X6U5GIyAemaKKzRoZfiO+u9Ntori1nKFlbKMispwfQg1jRSfaLqACNIo9VsZri4iiG1FliDFJEH8LZXt6n1oor0qX8NHn1PjYy7ldhPLnDsPMJHrwf5yP+dZ2n/PqqhuRvH86KKwxPwm+G+I9Bt1Cvgd6mDHzSvbGaKK5YnSxN5JcegP8q4O61GfSfFE9/bbfOikbbvGR8ylTx9GNFFWQzQ8H/Kt4B2CAfrXSDqR2AoorOW5Udjj7vxBqMVv53mxvG0jI1vJCjRso7EEZ/WtOcBW+zfejt5poo9xyQqKhUZ74Dsv+7gdhRRXqJWSPOluc5du0n2dmOSUBPvwv+J/Ou+sFC2sSgcCPj8qKK86t/EZ6FL+Gi+yAKWHUMMflSmiipKZGWIkAHQ/41ieKmxpDjAx5iUUVRDOc1rxK+tw28cmmafbNAixxvbI6lEXOEALlQOcnjk81ZWYqERFVY82syxgfKvnHbKoH9xuuPWiiurD9Tmr9DO1R2RZUH3W5P1IQn9Rmt/wkiixYjqW59+lFFY4j4kbYf4GdLuIJHYAfr/8ArqVD+6z6f0NFFc/U3JNgZQT6H+dMKjcpx1yDRRVCI2bHYdP/AK9MVzuYdh0oopoTOJu9bfTNX1BGsLC9jlmDGO7h3gMvQgggjqcjOD3Bqk+pXV7NfXtzL5lxcv5krEYyTn8qKKJbCh8Rc8IqGmuZDyxA5/WuzhJzj0ooqUU9ywXIYdOv+NPXgk57K34k0UUwHP8A6tvp/Woio8vf3yTRRQhEhH3eTyB/OoWJDcdxzRRTJ6GL4pONHP8A10T+Zrk73X9T1DToNOuruaa3t5HlQSSMxJbHXJ5xt49Mn1ooqkSf/9k=", "info": {"video_id": "218091", "label": "pulling lighter from right to left", "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": "c5394d9548d529216eef54d65b69f0d0f0e466e009d936088466ce49c6cc1f28"} +{"episode": 28315, "episode_seed": 661666171, "split": "train", "timestamp": "2025-10-13T03:06:29.015350", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 661666171, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 phone underneath pillow'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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TTakQYzXLOpKXxM64xS2R6B8PbRXivZyOQVUf5/GovH2g3Ml0moW0ZkjC7HCjJBHf3rb+HMH/ABT874/1t0FH0Cg13VzYRva7CuSByTWRra55j4E094tOupJo3V3ICqRg4rG8bWbQzQzbTg5WvTre0Fs7jPDVQ1/ToZLHDKCzHIyM8Vz837y50OP7ux4/p8btKXAOAMZq7K7A9ea1rizEC7QFAHYVlToRn9K7INNnFJaGtokZnuECrlFPJ9aveNXFlFYArkuH6f8AAaj8OsICq49zR8RZllXTAMfKJP8A2Wup1HDWJyqKcrM4uW6kkPXA9qhJJOT1oormlOUnds6lFLREsa7lIHU17/4ctBbafFEBgqoH6YrwzSITcaraQ4zvmQfrX0TpMP7gHHU1jLc1Rk+KvD1nqmkTNcRAyKuVbuteTaBA/wDawtHmI8uQjrgkbf8AACvoC6gSW0lRxldpz714j4m0C50HxGzxkpCxMiyDscVVN2ZM1dHpdtew6VPB5UEbJIoQqvXPUGuhwNSsmiuVCJIuCg7V51oN2t/aS3Bb946gpk9Cp/8ArV2kmvWNraI8koLMuQqnJpNPpuRprfY5W7iMVpMqrm50yXzV9WTOHH8jUV2sX2lWjwIb0Axt2WUDKn8RxVDWdenfXvtNtCVhnQo4x1BG1v0rm5Fv2gn065uliks3wu5vxU118r0kzjdndHE0UUVznaOTrXuHgXTwvhTSgV/1heY/ieP0xXhwOK+k/Dln9j0vTLc9IraNT7cA1EkXE8y+L0zxeI7O3WQ7Y7UHCnAyWP8AhXV+D9NXVvhjbQzncWaXBbk8MazviR4J17X/ABKl/ptqs1uYFjBEiqQQTngn3rtvA+kXGj+DLPTr1NtxGzl1ByBlicZHHek3ohrdnjjRzaDry6fICIWlCtt7g8j9a7STxVDpUtqxTdO6mLaTgexJ+tRfFDTBDc2t/HwSNp+oIwa468mic3F9cOGCYS3j/vvgH8geTWlNJpNmVRvY7W5a6vgt7rN4trbnlPM7/wC4g5NcXNdxi9utP0218y3mGwT3AGQCcq3ouDWnoUf21vtusu9xNJksJG4UDrnkdPqAPrxSeK7uxSGFrVldojtCxDCgH3wAOfQZ5610Rlrboc8odepxeqS3TiKO8naSWItHtbJ2gY6Hp/8AqrOrU1g3Ny0WoTQ+WtxkA4PzMoGTzyTyDn3rLrGW5vDYK6LwZai78VafGVyquZG+ign/AArna7v4W2ZuPEc0/aC3P5sQP8ahmkT2ewg2xgjAHbNTyqRFO4G5i+xB6kCpbQAR/NjI7fSpEjEdoJjgKAzfUmsmyzzvxTaBIzGhzt+83qa87urcLNuH0Ir1PxFErQqw5Zjk15zexlXPrmpBmutvs0TSgeSys35tXT2tjgJheAoJqle2ixy6VaDjy4UUj3PJrrI41VAqrziuy9oo5GtWZdxalo8leMV4A33j9a+lpYSYenavmlvvH60pO6Q6a1YlSxYJqKnKcVmzZHu3gSwEXhjShjBYPOfqxOP0xXWXyMtsSMHkA49qpaBafY9LsLftHbRqfbgVu3EAlt8KASSSKl6GiPJtS1i6TWI4RkKelXi8l1brJITgrxj9Ks6voN216JPsbkgE7lXIqWO2eOzjBjZQFwRjFY8qvc0lNtWON1GH5ywHHcVhTxDOMCut1WDY7jHJ5rm548Ej0rWDMJLQbYymEbh1xTPF4drHTJmBw5kwfXG2n2MDT3aRKD8zVo/EhY4bLRIIwB5ay5/8crrk/cscyXv3PP6BRRWBudT4EtvtXiq1GMiINIfwGB+pr6CsIdkKfSvGPhPZ+dqt9ckcRRKgPuTn+le42i4QLj8azehqhZIw6Rx/89JQPwHJrlfG2li+hGFySjj9K7FF3X0fHEaM2PrVLUIRPNCpHUEH8RUXA8EsL6S10eWCMkTeZtQDtuH/ANY1paNqNvZL9hu7eS71BWIC5yAOozWPqm7TteubeL/WjdsX/azwf1NS6a6aTeCS8J82VMmTqWaumL09TnktToPEMOsajpnmMkVrBB84ROuO/t0rlLq1jja0v55GlWUmKdmP8Q6H8sflXaWt9q+uWrxWVgWi5TzX9D7muPn0WdDeWeo3YSWMMyIp3Zdeg/EZrWF2rGU7JnJUUUVgdBZ0+H7RqNtB2klVfzIr6isEVbhMdFAx+Ar5z8FWn2zxdpqEZVZlY/hzX0fZZE7uMtxjHpzj/P0qZFxL4BO0FcnHJHShVIjbH/PRs8damUjIGec0xFIgdQPlDn6/5/8ArVkyjz74rqY/DccoTLtI0Qx6Ebs/+O14/pixTeXJPJtjtQcf7x5JP04/KvaviwsjeFoTHIY83IDMvcGN8gfWvDbWBZZY7NZAsTMWlcfwqOTn/PpW9P4dDGfxG7olnc67LPAk4ttMibfJLKcDH9T6CurL6PbWT2tjpySsUKG7uvmc+4XoK5m2nlvtUs7e0gKwYMUMCdvc+p9TXSaToL3XiebTL/UJbfAfYkS7ssqFgue3Q8+1dPuxScjnfNJ2iebazJM8yiZ2ZlLDk9DxWXW74nZ2uYWY5DruAxjB4zWFWNSXNK6NqceWKTCvV/hDbD7LqVyerOkY+gGf615RXuPwysfs3hJXPytPMzlu/Ss2aRPQogRbjGMHJJ7+gqxKn7pIyuAgy2TTIOVjQqQBjPv3qe4/1csmefugZ/OsmaHCa7lnJIBA44rgZoDPqEUYGd0q/wA69A13djLLtJycVyNhGDqpkI4iVpPxxUrewN6Gqm698TK+cqjcfgK7K2iyRmuX8Lx+feTyt2X9Sa1/Ed1cWOiPNaytFKJUAZeuCeldtTexyw1VzduIVS3OB2NfKrfeP1r3bWL65h0OK/ste1GVWnNvmeNUWYhMs8eOdqnCnd6j3A8KI5NRZsqKs2Nq1psP2nVLSDtJMin8SKrYroPBFn9s8YachGVWYMfwpWsWj6LslAlXH3RjH4CtEBsJlcnHOOgqhaZEzMMsMYwO3OP8/StVccc8k4rOSNEQSghWx1BPGKw9UjxajI5ya3ypCMoHygnnPSsi/i82BSV6AmoYzz7VYSuDjOepPbvXK3kXzdOe9ehalpsrQ5655xXI3tjIu4hCpPeiLEyloipBK9y/GPlXP61h+M9Q+3T2wznZv/XH+FbGhW1pqPildI1O+ubW3kbYksU0UaxnqSxk4xjPA5JwO9cp4htpLHWbuykWdTbzyRBLgASLg4+bGRn1wcVvzXRjy63MqiijrSKPX/hFbbdHvJyvMk4UH2A/+vXrluvyr6c1wHw7shaeEbVGX5pHZ2r0O3DKgBx2xWbNEOt8iS4c9QoAqtLGTdQjJ45q5GCLKR+hdz+XSonQi7iUnnbyazGfOfjLbB491BipXypnO49+BTbOGFFttT1QmZ/MBS27bfer3j9Vbx9eC4icQrNJg44k6cCiw0G61WCW5k/dw7cqT/Fj0rrppaN7HNUe6R0n9rXl06xQZijIwsUQx/KsHWtEv4dTjuJY2jEoDgv1OODXf6jbw6N4Uju9OzDOWjBlX72D15rnvG9hrlhoOk6hqF7dNNO0geJ14gGFKgnH3iDnH/162jWUZWitDGVKTjds8cooormOo7z4VxJJ4kQsOQwwf+AtXudoxjglkH3gB1/GiipZcdjURsEY7E/1/wAKBn7PwcAyEGiioYzhPiw7DwGXBwy3UQBHXkMD+hryNraGz0yGKGNQ0pBeQ/eYbc4z6Z5ooreh8LMKvQ7jQ7GCz0SxuokxPJIrM569Tx9KZqeoT6Z4uu7232+dHK23cMjldp4+hNFFE9yYbnAeKAB9kA7Bh/KudooqUaocnLr9a+jfC0SJ4bsgowCG6UUVMionWxnFwF7KRj9f8Kfcti2PA6n+Z/wooqCjhdfmYxzPxlWZR9M4rmoFC/b3HUAL+GaKKmHxoUtmb3hIDy7g994/lVzxZ/yLsn/XaP8AnRRXXP4mYQ+E5DWfEDaxDDFJpthAYUCRvbq6lUAOFALEAc56dea8nPU0UUQK6idq734UxI/iNSygkMMH8GoookUtz3K0OyGWQdQO/wCNaUZxj2J/r/hRRWBoMdysOB/FJg8duapth7QAjoB+tFFS9wM+eJCrMRkjI6+lYl7bQtnKDv8AzP8AhRRS6gzzu/1NNF1XUYv7N0++hlmDmO9g8wBkHykEEEdTkZwe4Ncfr95calqMl/dyGS5uXaWVyMZY+w6fSiitVsZmVTo/9an1FFFMD6U8OIqaJYKBx5ea6hCQ/X8PzoorNlk0Rzp0H+1jNRyqBepjI4/+vRRUsZ4P44zc/EE28rExC8lAX0yRmu5kRY44YEAWMQ4AFFFbz2RiuousMT4CiJPPmR8/8CNcVrmtahf6EthdXUssFu5lTfIzEs2OuTzjHHpk+tFFL7Qvsn//2Q==", 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", 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", "info": {"video_id": "155104", "label": "putting phone underneath pillow", "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": "155104", "label": "putting phone underneath pillow", "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": "0fa15e9894085eb6ea921735a56e4a1ff4ad5d0c2cad43bd559536101ee9be95"} +{"episode": 28316, "episode_seed": 3320852236, "split": "train", "timestamp": "2025-10-13T03:06:30.816452", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3320852236, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'approaching ashtray 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": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "219733", "label": "approaching ashtray with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "219733", "label": "approaching ashtray with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "818e549a66c13dac2b47d26894f38deee694ddeb61303de4e475451b66fed410"} +{"episode": 28317, "episode_seed": 3205698695, "split": "train", "timestamp": "2025-10-13T03:06:31.454696", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3205698695, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw a paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "81639", "label": "pretending to throw a paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "81639", "label": "pretending to throw a paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "81767d0eac55b469cd2809868cb25ca9ba30a27f1d51e43fae14b49f464893d7"} +{"episode": 28318, "episode_seed": 2094131188, "split": "train", "timestamp": "2025-10-13T03:06:32.528425", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2094131188, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 toy dinosaur so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "211751", "label": "poking toy dinosaur so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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FbGTzVdtO3Edc9cUcwWPKILFbCYxShjcHPOOBj0qRhwa6HxBpF7bXv2wxhrUPnKckZ9axJYijMp7VlI7IJJaFZbOW+VoIcbwC4B74HSueu7eSG7lilUpIp5U9RxXb6Ja3E88gto0ZwBnf0ArprjwxY6paRx3tqiTKuN8Z+ZPbd3/GnCRjWV2eNgFTkEg+1acVzPLpVzHLIWVWjCg9st/9aug1bwFfWm6WwYXkQydvSQD6dD+Fc+kTRWVzG6sjieIFWGCPvdq2ujCxYSeBUCywF/8AbSQq39RU9vHFcSSCHzimBww5z+HWqZAYciu5+HERb+0yqliPL/D71SUYMOg3c+DHYTMPVgQP1q7H4S1FuNsUK4zhpM/yr0hraSTIyR6c1A9vK3QYB7UNgcNF4MYHFxeqPZE/xqb/AIRDTQCrSTucfe3Y/kK637EwyGGST1A4FJHZY3Ng4HIqblHnd94Surcs9sRcJ2To4/DvXN3cTRo6OhVwQCGGCK9oeAc9wOvFUr/Q7LVoNt1AsnHDjhh9D2oTE0eLjfGcqxH0q1aanPayBsK49Dx+orq9V+H95bhpdPkFzHniN/lfHt2P6VyMtrJBMYZonjkBwUdcEfhWisyNUaEgjXVLnIKpvGdgyR8o6U91hCM8V0jYGdjqUY/zB/Oo7gA6jeH/AKakVCUPY/gallGuyVERzVx0qB0waxOssaVp8upXqW8K5Y/oPWugvfDt1aIS8fyLgb15Fafw8tUMF3cMUB3bQSOcY55q/wCIr8G5Fqrfu0ILYP3j1H5A/rVW0M5VHFlG3ur57OMO8a7RjLDJIFZt5Lc3V9EmBJKwCooGAaZe3rK7AEngGtnQtEn1Am6kZRbMpjIBw5AwTg9gTxnrgUua+iMNZO7LOh2ksMUguLQxXAwHYdHPXI61PqOiW2oRCK9to5kwSGI5X6Ecitx44125wSOVyec4/wDrGnlUTLoPlzyTjGfr3qkUeV6r4Ha3tZDpcxlTzFkMUvDAAEYB79a5a5tp7SUw3ETxSDqrrg17vJDFLLlE2nPOejcVnahpFtfDyLyFJR1CsuSPoRyKok4/4c6XaanBq8d3EroPKwSORnd09KuXHwxilnd7e/KRZyVkjyRXTeC/Dtvo82p+TM7xzeWUDcFSN3cdetdJLGYuWwXHOcdKpbA0clpHhWy0S1aONDK8gxJI46+3sK4jV7dIr64EWNiSFQB2FeulXk5b5c5B46VyXibw9YiK7vo3kF1IAcHhTzjp6k1EtTWlJJ6nnTrUaReZMqjuatNGRkHqKn0qye91aC1RghlO0seijuaxOiTsrmzpOm3siR3EEcM9upx5T/xZ7/zrs/I3qpDKoXpzxmptP0ddMt1L/vZygDS7cEgdBjsAB0q0oQZXZyfu4yMnpnn+daRRyvXU5PVvC2nakoku7YpMRkTxAK3Xv2P41xuq+EdRtbi4ngQ3MLMZCUHzLn1Hf8K9edgm+N0DnPKntVdrdWiYq4G3JPPIqyGeD7SHwQQQ2CD2r6LeM5AjC8DBHeuQ1bw1YaqoaaFlmJysqAK/4+o+td9Iitt3AqwAADdKaAzDAFG9VwoGMt1quYSp/qPSrkgHmgtkA9Tjj3pPLCkqFQuATk8Zx2zSYIwNZuVs7V03cupyT2Xoa88u7ZYJvKDM5UfeIxx2H5V1Otztc6pJAq5+bDAdAB1/Dr+dZWuaRfLbx348siZlUQgEMueme3p+dYuV5WN6TS3LXhjTL8kTwo0cUhDGQn5XUHG3HrXXm2ZHI525xgfwihL/AE/TtPtYprhYk8sKkY5YDHfFWIZ47yAywSK6AH5hkdP8irREnd3IDZq7ggbSPXnPvWRq/h+DUozFeQIzcbJAMHI6HPX/APXXSMHeNmOWZeAv/wBeoiXeQ7gzj0z/ACNUQzyvVvA13bEvYSfakH/LM/LIPw6Gt74W25DaykqMroYgVIwc/NxXYzQKGUquUYY6ZOfSruiQRk3Luib3Cj7vPGev500ITyFYkY2Ecbe7Gong2qMLwOCa1JlMSZ3cD+P0quULL5jscchmDf1psEUGiwo4GF7HqR+NRz+VGOQcg7eKvTukSq7Bwn3gx5yOmAfWuN1/WgYpFjBZvuh/4QfTNZTlY0irl+41O0WOScZIU7OoI64/nU1nuubbfsRZA2HRTlc//qrhZbwrDGpGwSnALcKfxrsPCMN19jlmm2yKx2qyvkkjr/8ArrOEpN6lSSSNPyFkXJOMHAwO9Z2p6Ha31uq39ms6gcOfvL9COa6AZBKlOoAG4dPckUjOYt64BwQCSOPzrczZ5bqnga6WWe4sHEysxcxucNk9QD0P6VyVxbzW0rQzxPFIp5VxgiveGgSSJsZyoJKgHP4Vmajo9nqkAgubZZc8qC3zJ7gjpTJOJ1TR7nT5zHPEyn3HWsp4vWvozVLG0uVYXFukgA5DDJrx/wAZadbWWqKltB5KMgbb25qZRtqbRnfRlzwHcwWtjeCV1UAkkMRyMenes2e3uNau7y+jPlW0LF2dugz0X69BVrw34YTVtNuJ2meKVWPllfQdetTajp+radpxsWMH2WQgAR8Enrzn3/Wk9iJfEUk0E3Xh271FZZDcrkxqMbdq8n3yecfSuo8OQPFa2txG7C2ltlOMkgucc/oa47+1L+KCS3SSZF27ChIAAx0x9KdoOtahpxW1KCa2RDtjYfqCKSVgZ6U53l1UdgOOTz2pP3aq6MpYck446e1Zuk65BfzQRNE8crJlyegxzx61qSY3KIjgMDjaeMen1Jq0IqSDbNt8nIZvlJOcj1xT3RJJFRQxAyGPTNTvBi2bO4uUOHXsckj8q46Oa6vvGNzpw1m6tIj5nk+Wu8kqm4Lz0HB5Pp700iWd1pEHyXCqudoU4J5HWrUkKFSpIclS2wnv/n+Vcx8L9Qub+31V7udpgohI39s7s4/IV1128iZEKBsA855z7H1qgMW+mhsLd5H3iJWG7AJCj1+lcp4n1eK8tLaxsXEzOwPyHPPYfrXXAwXcfkyR/u9pY7Mj5enrnNc9d+EFglM+l3DWz7N2H+bHtzytQxo4vWdLOnTpBJIGuAimUL0DEZx+RFO8M28Nzq7QybQzwP5bH+FuOf507U7e7NzK03+kSFtrFTzke34isx4Lm1nSaEvFNGeGBIIP+NZ2NudOFj1q1X7Lp8dvu3vDGELHqSB1/Hr+VTEAtuIJGQBjBB4/PvXHaVr+pWyQR3tsZVEJJO0q5HqfX6111ldLdWMbPGY5WUkqQcqB29j71aMgmy0fEaBtofLEgEdP8mo4nKozuhwCQMcfnU0KeYwYk8bvkzwDggL+GRzWN4tllstKa4t2aGbdGquvbBOcH3qiWaIiRUV2UBjk5Dc9a6ua3KPkqX+Xo3rXk2oXUtvo8GoWOualKjXP2b9/GqJMQu5niHUKp+U7vUe4Hr97JhCc8MMBs55xTSsBlXAYMq/MWKjI64A7n61y2oa/HZJcKxK3SFl2Y4B7HPfit66d0kVo3d8gkDJ6gfXnPvUL6dZXygzWcEjlRz5Y3bj7+goYI8/tLi4ljuLews2nuZM+dcYyAODtB6D3NV4otX1Z2kRWdbRt74PBA/njFd/fR20FrPaM4ihEJDFOCpxjj3rmtL1u20otavdvcRk/II12BPc+prJxRojDsL3TBrxY2zXJkIBV+iE9eO9eixRIAQiBI2UfdHGM+nrXF6vfQah4hieCIBUIJ2gbifbFdpHOVaBRCx2KACzclse3WnFWExzMUZst5ZwSO3Pb/PNV5U8wmUM+3lnJOenBx+P51acSOULLjk7x6E8Z/DP0zQzxqFjLlC6lQMZBGST+pqyWQGUNKHlcqinIJGP0NaukI0iXHTbhSC3JPWuDgv5rrxnNpd3qt3ZwNL5aPFLGix8AkkydsfiTxXTfD+6vTeeIbS8luZPskyRolwBvUZfg44z0zjimkJHQPEo4VcuVJ+YfxfWqLhT/AKpVwT1zgcVo3jyHekTLjGMN355HrWbDdCU7HXcAm7bwDjOMU2Bk3VtZQJ599JKlqoyUY/L9OOce1cnqOk6nrllJdbGitY1zbwgckZ42j+ZruJdIswxka2jZYwGIcZCEc+uOKsAMyxhQBlQ2CM469fas7Is4KLSdS0/To2EL3USYDxyw4dGPdV7iui0FpBo4jZXVlJwpj2bfz6/X8K6DzQcuzDdxhmQgdcEf4VBJLDHOWlyu2IsYyuWGfp+PFSo2d0NvQjKDcG65I28+3ofrTZgzRjlFO0MGK5z14/IVMksbRCPDEkEuSuOn8J/zmo4YwzCQgB/mGccbuRx7cj3qyWV43KKS+0tn5QTyB9O9IURYAWCNnJ4X39azvFlzLZ6O1zbyeW7NGgkiI6ZP86wNYh8QaDpOnX91fXST3u8SxlceSAFKBjj7xDZx2/OnYi56pezu1mZSF3hvT2Fcfrmk22p6xEtzvIVT0bGcDPNFFNlrc3dGtYYrRII02xIoIQdKZPZQ3t7cQXC74z8gH90ckY9CKKKTEVbDR7K3RYREJEbDHzAG5PcelUE0+3g8UyWUKCO3uo8yIoHXHYkZH0oopDRpLawx3UKIgCsASB9On0qfC5f5R+7ClfbJxRRQBXZ38q3lDspYYKg8HJxXnWs3kukeNL26tdvmxyuV3jI+ZNp/RjRRVIhnQ/CyV7ePVNh6iHOec8mu1nkYyXDZ5SYoPp1oopjWxWt4UbY3Q4HT3arl9Cn2eWMZAJbJB5PHeiikxoyLywtJbiGZ4EaREGG5z0yPy7U+9tIL60ltp4lKjJDAfMpHQg+tFFSM5/wnF9t1O++0ySSttA3O2TwcCujdBDGgXktKQWPJ6E/0ooo6AT+Uv2hUBIXaxwPXgf1rkvGOIfD9zCBuWOWIruJOOTxRRTRLOT1TxC2uQ2qTaZYQGILHG9ujqVRc4UAsQBznp15r2K4kJeWMgbEcMB+AooqhIhuEVJ1ONxPXd3oimcX5t1wqNGrfLwQSP/rUUUMo4fxTcyyX80TOdg+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", "info": {"video_id": "211751", "label": "poking toy dinosaur so that it falls over", "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": "463b8c345255011475ac231838d59a35728f5abd0e11fc8281d5aad8ae8fae17"} +{"episode": 28319, "episode_seed": 2850190123, "split": "train", "timestamp": "2025-10-13T03:06:34.621829", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2850190123, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put nailpolish 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": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78209", "label": "pretending to put nailpolish on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "78209", "label": "pretending to put nailpolish on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8e3627d5a1dffff85d7fb4c307efc2df9b60b45cf642226d05f7bc17fb2d36ca"} +{"episode": 28320, "episode_seed": 1721950957, "split": "train", "timestamp": "2025-10-13T03:06:35.771587", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1721950957, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting box next to vessel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154339", "label": "putting box next to vessel", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "154339", "label": "putting box next to vessel", "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": "41e7cf5c9329480c4b4413378204c4004f1f20a0f3237f12d5471eb815bc2444"} +{"episode": 28321, "episode_seed": 2685708229, "split": "train", "timestamp": "2025-10-13T03:06:37.720639", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2685708229, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 poke schoolbag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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mNM5FIjjC/WmyWqsV29SOoqRMqwVwQRkEHtUsKb5+vHJqrBcom1YNTTC4PA/OtUIgEUZXO9sls/N34z6e1J5Sl2XnjvmiwrmZ9jSUYIKn2pfsTJjkFRV142jYjrTWDEA9AKYF7wtATqdyR0WLH/jwrqzGCOlZ/hCyMVrNcOuPOICsfQf/AF63pYNp4FZvclnd/Zz1PQc1jXWn2s2haeJLqK2vHj/0dpejEjJU+qnOCPeuquI9lnM2MYjY5/A15l4ivWv7K0tmty6W9sxWSKTBj4GGIxyMYz9eKmKLRS17w47Ry3lrE6SwcXVs334j6/7S+h/OuUYttGe1bgvr+J1lgvJ4rhRtWQPkgenOQR7HiqMpk3ZvoOc5M8C/Kfqo6fyq0O4wfvPlUclcAev0qi1wotIgBvKjJAOO9em+D7DwvdQ7RtuLpu14qnH+52/rXN/EDRLLStWhksnjVLhSWhUjCNnt6A+lCEcyk8VwmwqyPngMOD9DUe0BsY/CpFg3pyM4HQ1p6HodxrmofZ7UqCF3SO3RV9f1qhGp4Q0jzmlv3UEZ8tB/6Ef6V1c0JiO1hlOzHt9f8a2dM0GPTLGG2iGUiXGT1Y9zT7i3GDkVk3qMwIrXLMMYpBbAazZJ/wBM5W5/4CP61qWltskcA/Lxgen/ANasHxZdSade28schjK275YD1YAD88flTWojBurvRdQuri8t9qtnbc2sjhTKBkCSM9N4/UcVyuraFHZbbqzK3FhKcxyqvQ/3WHZh6Ut2kgmQytE0pjUsyKFJ5ON2ON2MZqt9maSQyxSNFL6r0b6jvV2sO5WjZgx75GKWVZIxFP5cmzBGSpHOPetPTX+yXazXukxXUanLYJK/X2/HIr0K61vw7q2iyxXMu1HjwYGU7l9MY4+hFAXPHhNKJCVRWUnOKe7o+WAxjqD2oWI+ayYOR1GMVKYTvRVQsW4AAyfpVEjbW2a7uobZfvSOFBxXpNvpiw2qxxjaEACEdsU3wl4QjhtbfU5H8yaWPcgH3Ywf5mupksvKTAFRIGcm0Lb9rDD/AM/cV6oYSsTHHRSf0rgbu2D8Ed+o6ivTbtPL0+dhwRCxz/wE1DY0crc6Kf7LtLu2jWSUwIJbfODMoAOV/wBtexrzzxB4cNgy31mfNsJ8lHUcKe6kfwn2rqvFOpLPFp6QtcwTWtvuikRQV3AjqQcjIAIPvWFLreqhbho5YpmuP9dFcRho5fcgYw3uKaKOYbdhcitAAMj7egQVKJbG4KQ3kLWFwOM4yG/o36H613/hfwjoVzbmaS4TUZx2G6Pyh9AQefU8VVxHmD3CJZ25OW2gbgnNSJNBdR7UJDjnawwa3PHHhuHQNWiFrgW9wpeOMnlMHBX39qwkhEiZPReeOx9aBDdig4IyK67wbo/mmXUJFyGPlx/1P8hWNo2iXWt33kWgUnG52Y4VR0ya9a0vRI9MsILWPlYlxuP8R7n86UnoNGVJEYzscZHZ/wDGpbK3zJICPStW4twVIIBz2qHT4CryAnK8Yz1HWo6gyjdwpHfaarYAM7HP0Rv8a47U/EhbUpUvbWSJond7C7hUZCg4wcnDKe4rpvHDi2tbWTgiLzJCD3wAB+pFeYXMUCMixbs4LyAngMxzx+GM1pEQutf2TqLpcWzpZ3zn95auCFc/3oz0x7dRWMlvLHPtCNuzjABNai2KXeY5IvMDcBcZP4V0OleEPFlk63WnLOgUZUTEK2PQE8n6EVVwMW58J65DpqXz2WxIh5hBcFtvqV6g+1c1mV5NyzMhPXB4r16Lxu9sr2uqac4vIuHA+TP1B6Z/KvMZ7djqkmIxGsjM6gdBznH4UJiK/mO6/OMtjhgMbqktbaS9uYbeJSWlcKAPeraWM9zcQ29tEZJ5G2qijJNemeD/AAxbWlkZpYh/aKSPFOW5MZB6D2xg575obAS102OC2EMaARooQD2qrPbGHh8mP1/u/X2rr5bMIvArKurc88VmB1WpLs0e7bp+5bn6jFeOpBf6xqF9Dp1tJMpb/ln12DAAx6cCvW/GE/2HwjqEvm+WxQIhxySSOB9ax/hvpUdv9tvI5o5o3CRo6Z+pBz3HANC2KOV0z4fa5eyBp7dbSPP35jz+AHNdrp3gHS7JQ1zvu5e5b5V/If412wUUhjB7UDOF1vwFp2oQM2nqtjdAfKVGY29mX+o5ry/WdKuLSaSx1KAxzKO/II7EHuPQ19DNDzxWZrPh2y12z+z3sfK8xyrw8Z9Qf6dDTTEeB2dkJ47dGcIHIRnIzt5wTXrEfh2y8OwWMtmm0wzCOaQ/elRyFbcfrtI9MVwM+nNp11dWLnLQTPHnpnB4New6YItT0O1eQJKskK7xnIzgZB981UhIjaE4ORzVKe3DA8VvSRcGvKr3UNTufHWoaWNaurSBXkEKxqG5VNwX2HB5NZNDOqhgxM3Fef8AxLci+gtlOGaNTkdgCx/nit34e6nfas+ofbbuS4aMRFQ5B253f4VzfiGS01r4g3Vkiysx8u2jeMgjzBwSc/w8449KqIdQsPhlq2oQQXRu7VI51EmW3bgCPQCuu0z4baTp4VrppL2Uf3/lT8h/U13FvAsUaRoMIihVHsBipjFxQ5AYyWNvDD5MdvEkWMbFQAY+lcH4o+HokL3+hoI5fvPaDhW909D7dD7V6g0PtTDDQmI+ZGh/09AyFH+ZGUjGD/ntXefDvSrKe7u7iSPfeQbTETyFU5yQPXPeuh+I3h61bT01iKBUuo5kWWRRjeh4+b1IOOa5/wAEaha6Zr5a6mSGGaIx734G7IIye31q76COw0u0FvcX9milUjn8yNewWQbsD23bqt3Fvx0rd8lWw67SCOCO4rlvHM9zp/h17i0meGYSoodDzgk5FQx2Kd3a9wO9d3qceNGuveEr+Yx/WvGNZ1Ge10aG/tvEGoSK1x9n/wBIjVBOQuWaMDnaD8pz6j6D2PxVO1n4TvZlKhhGo+b3IH50ho8kuLqW4uL6K3jdlaTy8hcjywRgD/vkVZ0vwvq2qSDyLKQJnmSQbFH4mu4+HmjSae99NMqgkIiMrBgwPzZBH4V3VMZwun/Dm1Ef/Ezm88nrHGMKPxPX9KZqvw/WCHztAlaCVOkDPgH2Vuo/Hiu9oxTA+ftXtZLlpYb9HFynyssv3gfTmoLKxM8NuhZUMhCM7Dgc4ya9s8QeF7LxBD+9HlXKjCToOR7Edx7flivLjp72Us9nKAHglaPjocHqKaEzubPw3aeGvsMloDnf5FxI3WUP0J+jAY9ia6ExfL0p1isWpaJatMocSRIW+ox/UVddMg8VLGjFmgBzUNpDiR/wribzWL6Tx7e6XNrN7aWpnKRGKWNFjGAeS46Yzx1zWr4EvNQutT1y1v7m5ma1kRES4xvQZYcgcZ4FTYTMv4lzLutLIH5nQs4xxt3f4irnh/4c6Re6LZ3V2twJZUDsqyYGO3b0rE8S6vLqXxA+x2yxvHEv2NQ6bgdx+c49c9D7V7DbW628EcMYwkahF+gGKvZAZNh4c03SExY2cUR/vgZY/wDAjzVtoa0cU1o8ikByniHwvZeIIAJ18u5QYiuFHzL7H1X2ryDWNDvdG1OO3voiGV8pIOVdemQe4/Ud6+hjCDXP+NNK+3eFrtQgZ4QJk45BUgnH4ZqosTRwnw+SOPWrmExqXkhyjkcjB5APuD+ldxFZSQ6xdP5f7meNG3D++uVP6bfyrgfDb3VlrMN7FYXNwkYbeIkOSpBz7e9en6fqFlq0Hm2cwfH3lPDIfRh1FEtxIqzQcVmXVsChpPHl1dab4ZkubOd4JhNGu9OuCTkV59rt54m0XSdPurrVL8zXRffCE/1WNpUE4+8Q2cf/AF6kZ1XxauJE03TrZTiN5Gdh6kYA/ma6bwBCkXhG0Kj77Mx+ucf0ooo6FHU0lFFAgpaKKAOVvfCemapr9xPcCbLBWZUfAJxj0z2qlr1jH4UtUv8AR3lt3yFeLdujk/3lPf3oopgdXbSm4sIZnADSRhiB0yRXz9rmr3UHxC1S6iKK8Vw+0beDldpz+BNFFIDpPhmq2lprbwqAUjRh9QHxmuf+HEKX3jhZrjLuqvNn1bGc/maKKECPeYlGBUoAooqQGOBUWBRRTAr3tlb6hZyWl1GJIZBhl6Z5zWfD4b0W2iaOLTLYKylWymSR9TRRViOekL+GPE+n6dp8j/YbxsNbytvVP9zuPzrD+Jeq3LwNpoKpB5qElR8xwfX/AAoopMDjdV1kaskCyaZYwPCqRxyQK4KoOigFiAOc8Dk81618ULiSPRLGFWwkku5h67QMfzoopDNvwLEkfhW3KDG9mY+5rpTRRQAlFFFMYVyF/oNnf+Jp/MMqhwrsEYDJxj09qKKBBq1sPC0MVxpc0qbmAeJ33I/uQe/uMV1kLmW3R2xllBOPpRRSA8D8Sa1JZ+Odbgazs7mF7nJS4i3YKgYIOQR16Zwe4rrvhjcy3E/iG+lbdcS+XK7kdWw5oooAzvhzZQ3/AIkkv7jc08TFxzwSc8mvYh0oopsBaKKKQBSEAgggEHtRRQA3AUYAwPQVzPi2zhstOl1m0XyNQgwVmj+Utz0bsw+tFFNAcR4jvLnX/AUt7fTOWFzGBFH8qdT2H+NcRdatfXdhDYT3MskEDs6h3ZiS2OuTzjHHpk+tFFJiP//Z", 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", 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", "info": {"video_id": "29011", "label": "pretending to poke schoolbag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "29011", "label": "pretending to poke schoolbag", "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": "d12ae145096d8e4da1b7e3e09bd743761c3af56d9e65dab4486e4f0d335ce900"} +{"episode": 28322, "episode_seed": 2367289107, "split": "train", "timestamp": "2025-10-13T03:06:38.561151", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2367289107, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 mortein mosquito killer packet so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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"image_prev": 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"info": {"video_id": "158991", "label": "pushing mortein mosquito killer packet so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "158991", "label": "pushing mortein mosquito killer packet so that it slightly moves", "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": "685627294920399cee7b8dc430cb385f403a9505817773240f575e9731f4f332"} +{"episode": 28323, "episode_seed": 135891566, "split": "train", "timestamp": "2025-10-13T03:06:41.798272", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 135891566, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'rock falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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ih7rOE+KmmfbrfT5fNWAQpMxMnVgMdv8APWvJCBu4bcPX1r1X4s3XyWAXIzHOhz7sn+FeURDgr6HFXRXuImq7zZNGARVuC38zIzj0PpVeJegrY0+Hc2O5IFaMzsT2uiaipWZrKdkcgg+WxDe+cV1OjWF/czx2jJIkahm+aM/U5+nP5UzT7y6W2Cm5kDKuFweMgS//ABK/lXZ+G7m5bVokaZ2TcQyt9cVlyodObg7o4u7lvrW8nit5WlijcqreVwce3asuZLi4maW4JZjxkivRJLy+XUblUm2xrIwACjrzVgXF22QZVP1QVSikVKpKWkmeYMQoBWMBuckEjIxjFaHhnzP7ciYOi4jfJfkdD2ru2eZyoZbdt2BzEO5Uf+zH8qpGZ4RHN9mtM7kB2wgHB2Z5H+9+lE7uNhQSTTOiZ47iNkUS3IZT7Jyu4DPoe31r511TTRptxsa5jlZ134TsMmvoJ9TS1tUaaRpAVC7YgMAhTn3/AP1V8638jSXEbH+BFj/ADFY4dNXNq7vYiTqKsogJ4qGNfmq5AmT0rpOexat9Kurs7LaJ5SfmZUUkj3wO1akOi3vlbXs51IbqYyM8fSptPee1JlglaMlXXK9chSRXX297dec3l3Mu0MQMkHHzOP8A2UVDWpDWplXvhoW/hm0ummk86Rv9R5Zxgk9PcYPauebTZFPMTD6g16/eXV2nhqzlWT9+ZMbiAe1Voru/ZfnnBPuo9/8ACmirI8wWARkb4ww4yDV+xb/RnKoN0ZOFz2NejeZcOcN5Jz6xj1A/rVC5he6i8t47cBiuSkYBH3O4/wB80O7Vi6TUJXMzwlYWnntfTznzYyCkSgkrk4yR6ciqPxO0r7fBYzbhbiGOUs0x+ZgCOMfh/wCPCuk0Bfsqzwx+XEw+XzAPmbIUg8+mTXI/FDUkmFosQf7k8ZL+7p0/75Nc8U/anTUkpQZ5kQN3Dbh6+tSRgEcj8agiHBU9jirUa8AV1nITwweZ3x6H0rTt9F1EFZmsp2RyDny2IYeucVHYRb22+pArqbC9ulttpuZAVXC84GQJf/iV/KokrktIr6J4fludVEcyzQphmZvLJIwOg6VTv9M8u8mSMvKquQJNhGfwr0Lw5c3L6xCjTuybirKx98VTmvL5dSukScpGsjgADvzQgsrHn6WpTOVx9acWVV4RQ2Tkg449K9EE94xIMwOP7yA0ZndlDC3bcVHzQg9Sg/8AZj+VNOw+VHE+HN/9uRFXjXCOSX5H3T2r0/fHcKyqJboMDkYwhyu4DPoe3ua5wyyQBJ/s9pncgO2BQcHZnkD/AGv0rdbUltLaNppDICAu2EDHCnPv6flXLXi27nVRaSseFOpYH1IqSAZ6ipBHuGRzU0cJ64rsOcsW6/Mg/wBoVrpIWjK9ssv47P8A69ZkCMGHHTmtW0geW2l2oWKu7HAz/AKkGbltc7ZyDgfOwHvhpK7K5lD+FbRgc/vf/Za4uysJrmYuFICbyc9Tyx6fjXUFJh4dt4PKk3iQfLtOfuUla5KRPjGfoT/6M/wq6i/Mc9if5t/hTFtLko5FvJ0bHyH/AKa/4j86ueROpk/cP1b+E+sn/wBb86dxjY1AYfUfzX/CnRLgN8ueV7Z/hFSeVKHJ8t+CT90+p/wFSwIyEZVgd6np6YqJaqxcXZ3PKviyZDJpitjaPNwMYP8ADXmgXbJ04Neq/F+PN3pn1m/mteaCI56cVcFaNgk7u46FfUVr2LbCCOpcAfmKzo4mB6Vo2oIeEHp5ik/99CmSa9pKQhYAHOV5PtLXa+E7sPq8XzZBY/8AoVcXHbSq20xuN/sR1Dj+tdV4fsZ7O/tXKMRjcSOQuXHeodrkpGpKR9uvj6SOf0f/AAqf7u//AIF/N/8ACq6Q3EtzeskErAu+CEPPyyf/AFvzrSe0uQZCLeT+PHyH/pr/AIj86psZAVCv9G/k3/2NUrhMwAY5GwD65iH+NasttcFn/wBHk6tj5D6yf/W/OoGtLguAbeXAYfwH++v+FK+g0VNRuLu3tpTZQxIySbc+VkDr1Prjk+leCyKW3e9fSM0bS6VdAowDzlwSOoaOvnYR5HFKnFIubuRQgnqK0LdfmX6ioEibrjmrcCEMOOnNWQakbkxFR6uPx2f/AF66C1uitwQcD942PfDSdawbSCSa2kCoWIZmOBn+AVu2GnzXNwXCkCPeTnqeWPT8amTS3Jauzt55RJ4UtGz/AMtP/ZaQDAPsCf8A0Z/hVby5x4ct4fKk3iQHbtOfuelaItLkrJi3k5DY+Q/9Nf8AEfnRsAhHzn2J/Qt/hTduHXjuo/8AHkH9KtSW9wPMxA5+9/CfWT/6350ktvOJCRBJgMTwp/vN/gKLjM61HlrK4iRzujUblycmMdB61598SZruW6tY7gKI0aQRqF2n+HOa9RtoZYiqmFw3nRPjaei7QTXn/wAWYv8AiZWLepmA/wC+gf61EYrnuac3u2PMQuHzjg1biX2pBEc9OKmjjYHpWxmaFm2zBHXeAPzFaVtMwUsMHOV5+ktZlsCGiz08xSf++hWmltKrYMbjfznBHUOP61LFI7HwpdhtZh5yCxP/AI9T5cG/1A+ksh/R/wDCqGhWc9nf2rlWIxvJHIGW9a0EguZrq+ZLeVgzvghCc/LJ/wDW/OlFq10FuhN93f8A8C/nJ/8AE1OFCv8A8C/k3/2NSyWd0DKRay/x4+Q/9Nv8R+YqSS1ud0n+jS8FsfIfWT/635ii4zMuEzbgDqNgH1zCP8ak1C4ure3kNlDFGySbd3lZUcnqfXHJ9Kstaz7sG3lwGH8B/vr/APE1elRptJugUYB7jeMjgho6iaTeppBtI8st9CnJGY0PP98LkVch8O3QUljDnHBM68frXri6PpUQObO1GfWNaRV0eAsPLs4tvGSqDP0qXV7Ir2Z5hH4auW2/vrVT3xKprZtPD15ECsd/5YIwRGSf5V251rRrf/l8tVx2Uj+lRt4u0aPpdFv9xCaOeXRByR6mRZeHrlFbF025hgMYmJH61of2JcmzWF9RkDBt3mgkN9PpSP430sfdW4f/AICB/Wqr+OLYt8tm7D3cCklNO6QWgXY9JeIfNrt3/wB/KsJbRo4b+1piQMYaXjpWKfFqyHiyj/4E5NRHX2l6W1uPwJp8s3uL3Dfe2hkJzqUvIxgS9KlitYUjCC+kbnOS+TXNf2nK3RIl+kYrk4tW1TUPGN3pp1y6s4syeSsSA5ZU3BfYcHk/1p+ze1w5orobXxPsWvn0lodrhfN3ZP8Au1xEfh25dV2rGMdSZlGf1rrfh/czeIxfNrEpvPJERj88Btm7dnHpnA/Ku2ey0mAbmtLQY44jXNHPy+6Pl5tTymPw3clh89uABjDTr1q9a+F7kHd9ogUg8FXBxXpX2vRrbrNYx49CgpjeJ9Fh4+3xH/cBP8hS55PZByLqcrb+Hr2VwZL+RwOANrMK3rfQrtJo5FvmVFH+rCFVb681M/jXR14Esr/7sZ/rVWTx1YDiO3mf64FJ87d7BywRMdBmM7yHWbmIM2dkb4AqVdNSMFX127ORj5penNZTeN4nGFsPzk/+tUMnitpRxY24+pJp2m9w9w3Gs7cxeWdan9j53NQrpVl9oSb+27klCp2m4GDj1/Kual1eaViRFAv0jFYfiPWNQtdJaW3mMUgdQGRAD/KqUH3FeK6Hp1pY21uJQLx5/NB4dsgdeg7da8Tg0C43jKIQD03gZFaGqaleQaHBqFh4j1WVWufs379FjWchdzPEBztU/Kd3qPcD1dNI0yNcmztuR3jFL+HuGk9jyOHw3dAEsYc44zOtW4/DNydo821B74lU16iqaTAWHl2cW3jJVBn6Up1nRrbre2q+ykf0pe0fRD9mupw1l4evYQVivhEG6iNif5V0Gn+HblFb/TH3sMBzESR+ZrWPi3Rk6Xe7/cQmoz4z0wfdE7/8Bx/Wk+eWlhcsEPGiXJs1gbUZdwbd5wJD/Tr0oi0dlQMdcvef+mlVZPGVs4IW0cg+rAGoB4sUKFSyTAGBufP9KP3jeoWgjYFjErhjq9wSABgy8dKhl061m3btZuBuGMLOBj6flWLL4mkk6WlsPqpNUZNZuGHEduv+7CKpQkL3Tp49ItPKWJdWuHw5bcZgW6AYz6cVynxM083j6S8G1wvmgknt8tc7Ya1d3vjKTTLzWbyyt5JdkbwSRRLF3JYuMYxngck4Fbng9Z9S1TW7XWHnuTZTLHGt6ql4xlsg44BOBnFHK4+8x3T0Rx6eH7llUKsYwTkmYciraeHbjI+e3CgYw069a9Tez0qAbmtbXjjiNc0pu9HtustlHj0KCl7Tsh+zPNrfw3c5J+0QA54KuOK2YPD97Ow330jgcABWYCutbxPo0Iwb2I/7gJ/lUD+NtIThZJn/AN2M/wBaOab6ByR6lSHw/dpNHKL51RRzGEKq315pX8PzrcyMdauIMncY45CAM0S+O7EDEdtM/wDvYFZ//CYQK8rrYMzyHLF5s5+nHFJKotFsFoGoNMVAVfxBeHIxzN05pWsrcxeWdduPY+fg/nWFL4tL526fbD/eJNUJdellz/o1ov0iz/OqUJPcm8Tp10mx+0JL/btyShU7TcDBxjr+VX7GxtrYyAXzT+d/C7ZA+gHTrXl2va3fQ6c0kEohcOo3RxqDj8qg12PxPoOhaXe3ep3yzXpk8yHaQIAApQMcfeIbOO31BodNvqCnFdCVrqd/vzO31Ymmea570UV0EEiyv608Sv60UUCHrK3rUySN7UUUgL0ErYHStCKVuOaKKBlpZGOOa4DUdRn0zxdd3tvt86OVtu8ZHK7Tx9CaKKQ2VNLnlhWVY5HUYUHBxnrV1ppCeWJ+tFFNCEEr+tSCV/WiimA4Sv61IsjUUUmBYjkYEc1cjkbHWiikBZSRsDmsnxQx/sNsnP7xP50UUD6HP6v4kfWobeOTTNPtzAqxxvbI6lUXOEALEAc54HJ5rVa6ncfNM7fViaKKaJRH5jHvSiVx3oopgyRJW9atJI3rRRSEW43bFTpI2OtFFIomEjcc0u9j3oooBHF3ustpet6jGbGxvYpZgxS8h3gMo4IIII6nIzg9wabaaneXl5e3k9w5nuXEkrA43Mc9hRRQhdSw00jHlifqaTzGx1ooqgYea+etKJGyOaKKBEiyNU4kbI5oopDJFdvWnb29aKKAMzxAzf2Sxyf9Yv8AOsO78QapqGmwaddXk01vbyPKnmSMxLNjOSTzjbx6ZPrRRSA//9k=", "info": {"video_id": "46723", "label": "rock falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "46723", "label": "rock falling like a rock", "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": "0076f4d39e470b7ebb1b4a252fe1aa49bfdaac8133286e7654fff1a1ab60a8ce"} +{"episode": 28324, "episode_seed": 984498031, "split": "train", "timestamp": "2025-10-13T03:06:42.838011", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 984498031, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 an egg 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": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "5217", "label": "putting an egg on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "5217", "label": "putting an egg on a surface", "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": "b9d2416498fe95da7e9d4f0a49541ce5db6eede01459440ed7287009be49db90"} +{"episode": 28325, "episode_seed": 1240563554, "split": "train", "timestamp": "2025-10-13T03:06:44.174309", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1240563554, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 brush kit from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "79393", "label": "pushing brush kit from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "79393", "label": "pushing brush kit from right to left", "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": "a79d820ac4693c8efd6360258edd652bae656dc5d89a02df06479f110cb87ad9"} +{"episode": 28326, "episode_seed": 4116165115, "split": "train", "timestamp": "2025-10-13T03:06:45.358409", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4116165115, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting bottle roll down a slanted surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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JsTe2BX19Smo6I+Ic29WbViiFwMZ56V09lbKY3R02PG2GU9RWD4dWP7TCZSMbhnNXtS1UQ6vqTRtuWWfcpHpjFYO7dkOM1GPMzoLY28GQxUfWsy1Nnf3/AIg+0Mp8vaYQTwAFPP51zM13eXQJQOVPpTYNP1HezCM5YDJNWoKK1Zm60ptKMboyNbjRbpwoAA6Yqt4c1J9P1TyWY+VIfl9jW7L4bv72UtK3XrgVafwGzafIYHK3ajdGzdCw7fjU4yVKrScJM2y+nXo11UitP0OntphLGDnrzSXKiZCpOHHSuR8P607weVOCkqEq6t1VhwRXTLMLheG+YdK+TldOzPtoyUldGXMD5uxhz0IbofarUI6dT9ep9jTLxiWUlRu5Bz0P1qeBcAHn8ev/AOsf0Nevhf4K/rqeXif4rLiJmOMZ+9Ig+vzCukUc1gwrmS1U9TMp/ma6FB7VdTcyQ9QPSpNox0pEBqTbWYyIr7U1hxUxWo2XjvQBWda+e/jZZ+T4wt7jGBPaLz7qSP8ACvod1ryL40W12p0i6tGKn95G/OPQj+tCA8MU8r+FfRcCyTAeZd3TDHUS4H0Poa8NjtPIczzlXmZuMDgete6Wq/NkegGR1+h/oaunZ3FInTSrWQjeHc9i0rHP610Ojw4sVUknY7KCTk4B4rNtVzIB26//AFx9a2tKXFhGeuSxz/wI1U9iUi6sYHapNnHSlUVIBWZdiLbjtVDU9LtdUtjBdwLKnbPUH1B7VqFfemFaQHmGp/DqRGaWwvTuHKpKOvtkVz+n3EsFw9tdIyTxNtdG6g17TLHmvM/iTYpp32TW0AX96tvcH1B+6x+h4+h9qwq0lJaHRSrOMtdiC5hSaEnAo8MwmCa72kjJT+tV9PuBc25XPzCtPRYjHNPu/wBn+tc+G0rI6sTrSZ0kR5Ga0rFT/aEJ9InP8qz4FrWs2QXxyw+WH+bf/Wr1pbHlLc11FTKOKp/a40OMg1BdarHCv3gKxUGypTildl+aZIVJZhXNax4jjtVI3Y9AKzbzX2uZXihOcd+1ZPiOALchiCSyKfzArvw+ETkuc8rFZhywfs+hXufEk9zKFRSFJ6k1jLqLy3bNJxPAc5H8S5/p/WlTiUHsOay5J1h1iOVuELbX/wB08H9DXdUwkJQcUuh5uGx9T2ilJ9T1/TZhPZRyA8MoNVdRsVmOcfj6VR8H3Hmae1szZkgdoz+BrfkIPWvjpR5XY++jK6TPn22tne6dwp2qSa6O2n22wTPzZrorbRI1tmATlv8AP+fxqD/hHwFkYL0FfVSxKmz5GWEkkRWk7IFxkn0Fa9lpM+o3G91Kqa2dN8ORxKhZOcDNdRaWccCjavNcs8T/AClU8Df4yrY6NDBaomwcdavrZRr0UVbjXPFSeXXK5N7noxpxirJFH7Oq9FFMeOrzLioHxUmiR5d480ltHll8QWiEwsB9qRR0P9/8e9ZejeJIrnYUkBz05r1DW7VL7Rr61ZcrNA6EEeqmvmXwdp7XniX+zZdSnsv3UjRmJNxd1QsF9B0OT7VzV6Knqtzpo13T0ex7hNILgQsuDngirsC5xj9f8/h+NcV8K5JPE1vfm/up38gRFBu6bt2f5V6Unh+xU8iVvrIa6MP7lNRZlWfNNtDbRQ95bopB2EufYYI/rW8oqpaWVvZgiCIJu6nOSauL9KqTuzNEqg1MF4pkY5HFWlQkVBRXK8VC/FW3THWq7jFAFVue1ec/F+3MnhWGcZzDcr09wRXpD1wHxdLr8PrxoyQyyxnj60mI8CY/OGZuMjOa94tQCMj0A4HI4/l3FeMa9pOnQeG7bVdN1O9nV7r7KTcwCNbkhQzvEM7tqnCnd/eHuB7TZf6sc/5/zz+dXQVr3E1Y1LQEHPoPy9v6/jW5pi406390BrEh4hkOOiH+R/8A1fhXRWaBbSBeOI1H6VpUFEnWpVApqj0qZR7VkUMK+1NIqcimMtAFd1NcZ8TLNbrwFqYaMSCNVl28jOGHpXbNWL4mg+1+G9St8ZL20gH12mhbgeF+F9TaS3jLnEkZ8t+fTofyr0bSnWTLcdia8g8HR2d34sTT9QvrizhuiFE0U0caow5yxk4xjPA5JwK7XQL25s77WbK5kuf9Gm8pUucCRcFh82OM8DOOK56VJuspI3nXXsWmd1JfrFwGplvq+J5Wz/CB/OsAs8wRySAwzVqzj+9617Soq2p4VXFO+hrDVZ5nPlqTg1J9ivNQkG8kL6Ctbwto4uIpHdergV2kOnW1qmdoJ9TUTqxpuyWoQozrR5pPQ4OLw0YwHIKrgZNHjGzhgt4XQZYxqM/hXU6/exw2YAYDmuX1qZb7TGZDuMQAP45rWjOcpKbOfEU6cIShHc89OQ5zWTq9vsUyjoeK1pjtc1XvLaTULYRwqS24V6kpqOp4uHi3OyLXhjXDZeJZLeU4F1BFdJnvlQG/UV6U8iyLuU8EZrxT4i202gSeGr23Zo5FtDCzr14b/wCua6C/bxLomgaVeXWpXqTXe/zISuPJAClAxx94hs47fXNfHYqleo3HY/QcLWtTUZbnQJfyog2hOPatDS55L3UIIJiPLZskAYzjmiivS6HEdogA7VYUCiiuYstQgHFTEDFFFMCvJ0/Gq7UUUDK0oBUg9xXyK2q3Wh+Kbi9synmwTzKnmLuGDuQ8fQmiipZR6f8AABiU19T0HkY/8fr2paKKa2JJV6VIpoooAsx9a0IwNoNFFIZHIBjpVOUYNFFAFV64X4pgN4DvQRkb04/OiigD5/17xbJ4hhtYZtI0y1MCpHFJapIpSNc4QAuVA5JOBknn1r3i0O2BDgdKKK0pCZbiuHknigIUJI4VsdccV2KqPeiinU6CiTqMCp4xkiiisiiUgAVBIBk0UUxEDAVUulDW8ikcFSD+VFFAz5MtPEEmkXN5GdO02/hklDGO9t/MCshO0gggjqcjOD3BrqvDmo3Wq6je315KZLi6dZZWxjcxyeg6fSiitMN/Gj8/yMMV/Bl8vzPRIo18uLj/AJZipbYYlxRRXqHhz3PQ/CTFbF8f3quajdyrGcGiiuFr96z0Yt+xRw/iW7ma3jBbvUNmxawvgTnMKn8ciiivQj/DR5Df75+n6HKeUs15sfOM9q63StPtkVdqUUUsY3Y1y2K5mzi/jrEi6PozgYZZnUH22/8A1q4bTvEurapo1vp97ezTwW0junmSMxJbHUk8428emT60UV4dXY+mp7n/2Q==", 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", "info": {"video_id": "85754", "label": "letting bottle roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "85754", "label": "letting bottle roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8728cc761a9bc8ca55c6e5ac42d23a3501d9d9a96b4ceec981afb3c605e899ef"} +{"episode": 28327, "episode_seed": 1746033046, "split": "train", "timestamp": "2025-10-13T03:06:47.073007", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1746033046, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into grinder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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VIqFelPFSSiUHJp2nHyfF+jyDo8oRvcAg/wBKYuamtV/4m2nSd0uAfzBH9aE9R2O48Kaj/Z1xPf7l865mZCzdgc5x+dXPEVnHFoOnrGznVLgte5U/JsZuF9jxkY75rH0i8WwR3khWYIWXY44+YYzW54OdUvZ/tSLNBsKwu+CYwx5A/E5x61E72VjSNru5zviC0fy7d3GGZTn8eavaBCZbTyGBIaN0xj2z/Sur8faLb2psBH8okyqgnPKjn+Yqt4e0xoZ3eQYWKF5G9vlNaNgj5nnTy7iRMfdcr+RpEleJ98fB7j1FS3xzf3JHQyv/AOhGooyokXcMgHkVZB2aGpQagQ1MDWZJKtPyAOpGe4qAyYHFRPcAHA+ZvTsPrSYDrq4W3vbC5PAjuFz/ALp4P867GRVSzMdypWNsMjY6dq871INLbOXYk7fyrtdI1Y6xoForuGdQYnVuiuP8c5/GjpdFw7M0dP159KnzbojsTnfnk16d4J0kXN9cazdjdPNHtGTkLnk4ryJdGvvPEjRbIwfvdAa9h8ETyQ2BR3zFCuSe2T2qXJt6lpFvx7dx6N4E1KfIHlxO4+oHH/jxWvj6J5o43CcpjDHGRXuvxu8ZBrCHQYXBluMSTgH7qKcgfi36J714jYyxJPiZAyEHg1stiHuaWjIY/NyBk4JIIIPX0raFU7VrX7MnkMd4JDKV6Dtz371aU1LIe5KvNSAcVCGApGlABJIA9TUiLO4DPOfQVX0OZY5NRiXnbMsi/Q5FV2nZuEyoPU9z/hVTTLlbPxCgkIEVwvlMT2J6H8wPzoWt0io6M9LsLuGZY2mbawXB4z+NdXP4qV7QadpbyxSfKwmTggj0/wDr1w6xeViW3LDHG0itjQxjUvOnTLY6UuZ2NLHoHg/RzZ2FtbyfOQS7sRycnNcl8YvEX9ii0KxrPHJc+W8TfxKqktg9jyvNd/aXy2Vp57jDuDj6AZr50+LmvLqviKKxRtw09CkhB4MzHc/5fKv/AAE1VPuEjTtLXw74t021W4byd+8IyuA0EnJCHscgcAj09a52MjHtXGK7I2VYiuxjbgVcmZSJxUgqIGnb8CsxE3QHnBx1qlq5RtNmUnsCPrT3nC9ck9lFUrxmmhO48YOAOgpLRgekeDtQR9EtJJCGilhEL+xHFehabqmk6Lp6yIzMxBAAbGBnkV4l8Pr6OSO50i4kKbSZUPfB6/r/ADrqpYWQYUsyKeM1T0NUdjo819q+t3E4nK20jktEwyPw9K7GZ7jTLaTOxhIuEdjgD057Vw3hCaV71YYxy5yfoK3fH3iG30rwveXEjABFyq5+8Rwo/FiB+fpULVlbI8K+JVhqcPiya9WImLyYwpX5uAvJPsST+dcxoZ3Gcn73y5/Wug03xYdYRoNYu0imWPCTMSA5z0qrLAtrcOnkhZN2TIGyHHbHb15962lsZsmXpUi1ArU7zPSsySxuApUnWF0mIAVJFcn6EVRa45IX5j69qil3SKxc54xSukxncXVz5VzJIowG4b/GtPQ/ECWFwr+QhK4xzxXK6bcHU9Lgk3/vFzDJ7OvHP1GD+NWodPvVnBEZIz1HSi7iaWuewWNk3jHVLbU72R1htgxSDtk4Gfx/pV3xFFDoHhrWr5yFH2dgPoASf5VneCZ7qKJLd+Axy3sK5/48eI47fwxFpMUg868kwyg8+Wpyx+hIA/OlTd2EtD5wR180NMpYE5YZwfel8pZHZoyQg/vEZqInn1qWGZ4HDxOVkUggjsa2IOpR6e0gAznj1qkZSpCjrSoGPUk/WobsJK5O0rOML8q/qakRMADFIicirSJyKxlK5SRRvF+TB6bTVDR9XbQ9QbcGktnOJo168dGHuP1rVvk/eBf+mZrnNRj8u7yejqG/z+VbU/hRP2mezWHiO01q2iI1GN0QYVWbAUY/u9jVnVfiPpnhrR/sNrIt1cHJ2IeWPuew9z+FeCbBkkAgCkAA4HenyIvmZd1TUbrVtRnvr2TzJ5m3Oew9APQAcAe1VGjbyxLj5SdufQ1o6PZWt7cTQ3UrxDYNjou4hi6qMjI9a3dA8M2mpa7PpFxqFzDDtk2stuCWdULbSM4UjHJ9vetFbqQ7mNosjHzQzZxj+tbQcY61g6WphecE5X5SD69a0BIzkEEge1RLTcVrsuPNtOMZb0z/ADqMbpH3Pyf0FNjSrMcfFYzkUlYFTgn2rD1GPcu7ODxz+ddII/3TH0U1i3UJlt3A5PlFh+BzTpdRS0aOv8I+JYb6NILtgbuMYZCceaB/EP612en3CJdrO+Fj7k8Ae1eAA4wysVcHIIOCPx7VoDX9YWPyxqM+PXIz+fWtHFMtSseyeMfiJFpVq62km++ZdsCEfdJ/jI7Adh3PtmvDGkkmlZnZnkdiSzHJYnqT70jM8rs7OzM3LMxySfc1t3OjWi6cl5b3Exk/dq0ZjG0SFFJAbd15yOOxqkklYltswCDnB6g110b0viXw3plp4dh1nTr++mLXZtW+124iFwQuWkiAOdqnCncO49wK3m7AOOT0okSy6X461E05PCfix/pVZS79TwT0qwidKycrbDUe4sa8fWi4T92B6kirKR8im3iYWL3Y1nF3mhvY51bmbTdTivLdgsqYYA9GBHIPsa9Q0bxNaaxbr5TJ5gA3wyHBU+/qK8w1OHakEmODlD+FZ3RwyFgw5yDgiui1wiz3+x1m28OwzXc90nmFcZDAKo9z2ryzxt4zn8TXCQRFhYwncM9ZW/vEdgOQB7k965SSWSXHmyvJjpvYnFX9HsbW+nliupniUoNjou4hi6qOMjI5oUUhttmcI2dWZRkKMn6VqaRNIUkjdyUTG0E8DPpW34b8P6Xc+KDpt/e3cEDv5IuFMUQjPVjIXJAwARjucAVl3GntpWt6lYBZkWCdo9swAkUKSMNjjP04qnaxJc+0AHaMnjtRuaTg8D0FRRp0q0kfFYORVgjTinTLtgJ9SBVhEpt4u2FPdqzi7yQPZmVpetNoerSsymS1lbE0Y/Rh7jn9a9P0nVbS+gElrcRPEehB5HsR2ryHVI9kqSY4bcPyP/16pDKuWi3pgZyDg4/CuhpMIuyPoabxtpnhLTmluLgPcMCVijPzufRR/U8D3rw3xF4gvvEmsTajfN+8k4WMfdjQdFHsP1OT3rIJySSSSepJ5pecZJ4NOMVHYG7iMCV3Y4zjPvTK6Z9JshpBmiuJtz+UrRmIbRIUBIDbupzkcdjUvijwPeeFvD+l6hdNOJ7x5PMhaEqIQNpQMf7xDZx2+oNW7JISKkQ5P1q5EBRRXNLcpbFpAKuRKM0UVjIFuVdRGLtR28sVz+sgf6Oe+0iiiuqn8KIfxGUSSOST2oJKjiiirGNqzperXOiapHqFps8+LcF3ruHzKVPH0Y0UUMCXTSWQg+wrXiHSiioqBEuRgVbjUcUUVgxljAFvJ/uGsdFB257qRRRV0dmTUOWztZgMY5HSkJJ6+lFFbjFbjIHrUbHC5xmiigDf1nxfL4hjtoZtI0y1MCrFFJapIpSNQcIAXKgc5OBknn1oT5nyeTgUUUnsHUtxAVbQCiiudjLUagmmakMJBj+8aKKmn8aCXwmHqqj+zif7snFYYZsAZPHSiiutExEHAJ9KTOTzRRTGaGk68+jCeM6bp1/FMyuY72DzArLnBBBBHU5GcHuDU8Go3Wr6je397KZbm4k82R8YyxyTwOn0oorOWw0aUQHFW4x81FFYMZbjUVHqYAWADuTRRSp/Ggl8Jga4oECY7SED8qxecdT6UUV1IiIDhSe9NJzyaKKoY1uBkda2bzxLq2q6LbadfXs08FtI8qeZIzEs+AcknnG3j0yfWiimuomf/9k=", 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", "info": {"video_id": "95379", "label": "pouring water into grinder", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "95379", "label": "pouring water into grinder", "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": "5ed9a11a434d8248c4a81893cafcbf1fd2616b68cb3223f0eba71a5aed323a45"} +{"episode": 28328, "episode_seed": 695505258, "split": "train", "timestamp": "2025-10-13T03:06:48.036364", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 695505258, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 notebook up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "92296", "label": "moving notebook up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "92296", "label": "moving notebook up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e6885cc87f2df2c4ea70667b32e8ce437122784db0e76b76b7216c481ec0ef7e"} +{"episode": 28329, "episode_seed": 148774615, "split": "train", "timestamp": "2025-10-13T03:06:50.775521", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 148774615, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 tea out of vessel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "111845", "label": "pouring tea out of vessel", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "111845", "label": "pouring tea out of vessel", "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": "dffba535819605601c6c09fb036119bb93e34f2c10130f64ded534bad5ad5e63"} +{"episode": 28330, "episode_seed": 3968591691, "split": "train", "timestamp": "2025-10-13T03:06:53.698729", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3968591691, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'piling snow up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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"info": {"video_id": "169590", "label": "piling snow 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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"info": {"video_id": "169590", "label": "piling snow 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": "99542c5932969b1c691c221d561eff985948da1d852cdc2ba2ae3e39de2dde3d"} +{"episode": 28331, "episode_seed": 4058100927, "split": "train", "timestamp": "2025-10-13T03:06:55.445939", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4058100927, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a coin with a cough drop on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "178247", "label": "lifting a coin with a cough drop on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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4+tb+vwWg02V4LeOOVSGyox9RXHRys7FAoIPc9qfI0tQjNXdhY3aaQqzBeM5NPjgeYkRgufXsK0bKwgdGPlh+OSe/0pZ5fsJEaqAh+7UuetonSoO15HuM0wUIO5H9agml/d5PTHP61Xml/dqwPzc/ljNRvJvi2+oIH61k52Q+QWOXlsnv0qKSQcg1SacqcjqRk/lSRTBwCe3BrKb6lRj0HvkEkVxevtLBP9rhlMThj8w/hOMZ+hFdjK/7s88iua1O3Fyjxnoe/pUKo09SnTTRjaTd6jcXsQmeScqwIXPX8utb+r60dPjeQsmc4SMY5Pb64rIsdFFvdb1lkjI/55uVqbU9Fia3YxISxGCxOTnscn3/AJ1rHEwjKy6mLwspK76GNNcXX2RkaYshGWB9a555DuYDkk1t27tep9nUhSeCW6Csu7sJrCcxTbSTyGU5DV1QerTImtE47HoXwjfH9qhuv7r/ANnr0JZtxOOmOK80+F0myTVef+eZ/wDQq7wy7Zio4AJArOpK0mXTjeKJLqX5sZwaa8uU4PNVrp+Q3bBz+BqkbkhlB5rGUro0UbFuRt4OBisvVButWjblW4NXt4AGO39az9RO4cA+tYOb2L5Uef3gmiv3RJ2UhiSu7GfcVuxWk9x4ckBjCxFgyucjcR1A45P40l3pMV3KzyABsD8vWrlpo9t9nCEPIo5CtIcc+1afWYxSfUj6s2/I4O9i8i4aBHDFfvBGyAajEzLHsz+FbHiCwNjfRyKNsbjYcDrjofrj+VSxWdrcaftNuqueVlH3ga641IuCl3MfZy5muxhlPlDs3zBgQK+h2mC26Y69B+VfOswaN2jb7ynBr3zzM2q8gkYIP6UVHawQV7ltpcpn/PWqCSjzDg9RwKVJsoAemR/Ss95SjAdD0/WsXO90a8hdkl5OOevFUXBRic8Ypsc+/OexyKbcSZO38RWDk0y+U5nxMu5RMCQ6tj8K5+x1aKzuRJNarKo6oGKhvy6V2FzbrOjiRNy46H9ayodFsVmyUDgjIB6GnGvBJqRMqEm7xMHVvEt3eJIIY1iRl2uVXkL6Z7ViwQC6bEZwvcmvQL3SbeSyaOKFVG0ghVxkHr+Pf8K4S0Q2175UhwUfafzrpoVo1IvlMalJwkr7F0xPpybg29W/ixgiu8+GF150upFj08r/ANmrlL0JJbuABgrWv8LZCH1M/wDXP/2amnzRcjSS5ZKK2Z6YJstgdO361VuZOcZANRtLsnKg4AJx/n8agun6HtyDUueocmhLNJlODVCRsngdKje5I2jtnimB8njp/SsnKw+W5JJLiI/SufmmcTMB0zW7JHlcg9eaoGCPzTuAJAyP8aUK6ixSo8yMLUI5JoHGxsMCDxXIkmA/ZWXayE7j6+/5V6k4SSMqFGCMY9a878TWTWl4kwB2t8ufX0P5fyrelieeXKZTw/JHmLWn3aoGj4xjI/lVTW2/cow/vf0rNt7ry3DE9OvuK2oNP/taLDzbFU5XjOapxUJczNIyc4OKPUxLutyp/wA9aYsu5OOccg/hUMRJjO04GT/OmRlU+VTxgD9a4XI6eUZcHAHH8X6YqKOTbKV7ZA/z+VLPkoCPXn+VUXkJcOPuk8+3NF7oLGmz5BPr/OqdxGm3OB1/SpVkyik9zSMCwI9RxXPJmkUZasI2AKnIyAfb/P8AWryYkXkDnrVa4jyQYuW6gHuP8/zpbYkr1z6j+tS1dXLW5yl9a/YPEUidI5D5qe4P/wBfNM1dVktST1Q5BrV8YQHyLa+Qf6ttrH2PP8x+tZnh6xi8Sa6dMutQlt45IpGj2R7y7KhYL7Dgkk+nvXqUG6kYyRwVZKm5RZqfDtikuoN0BMYB9fvV3U0wEgbPJGfrXCeA3bbdZOcmIj8mrtJQMqX5OMD24rOvL32aUV7iJZmJ5HA5OPxrOmbHm+xOP8/hVln3IvvgH8RVGYlHIPRjkfrWKkaNFqOTchX8P6iiQ7uuOOapWzssnlsec1Z3bg3+f896ynuVFFC5QLJkDkH9Kday8Y24GMYqeQAgZ5OP1FUdrRuDk+WTkf5/X86zWuhpsM8Q2P23R5woBljHmJj25I/EZrltPug9oEPUV3MfTaec9D615rqMcul6lc2qZXD/ACn26j9DXXhHzJ0/mc+I9ySqfIh1BGkv3wOOMmvaYJfkK549PyrzrWtD0+28Pwatpup3lxvufsxNzCI1uCE3M8Qznapwp3eo9wO9hYvuwev+FdGI91JGNBqTbRNFLuyo56fmDVa4J8s89cfhzShlV8KMfezUc4LK4GMg8fzrl5tTp5dCHzNsuR/d/wA/zqwxB5/CsyRy2WB+6efpVqOXMG7OaibCKCcZRs/X6VnE+XIRs43cf4f59q0m5bk9eKqTx7wNuVb19CD/APWrBPU16D4jvQZx06muH8WWX2TWBOgxHcLuGOzDgj+VdjBnJ3cNnpWb4us/tOimZB80DBvw6H/PtW2HnyVl2ehnXhz0n5HNw3DTRBBlmYcCun8C209g96syFCTHj3+9XM+CbWw1HxLDp+pXk9pHOdqzRyxxrGe5YycYxngck4Fdjoiz2uq6tZzm4Bt7gRqlwF8xcMwwwHGcYzjivSqxcIto4qVRTaT3R0803zBs8kfmf8imTMWGRx1bH5VHIB8hfnsPbj/69ML7o1/Afga4XI6+UrT8mUemcVJCQVxnrx/Wq87FHOcYY8Go7d2WXYx5zSk7oEtTQZ+PpVC4AWTK8kH9KsF87sf5/wA80xwCozzxj8RXO3ZmqRXinycBcDHSs/xDp/27R51VQZUHmJ+HP6jNTsrI4IJ8snI/z/noatpyCDznofWnzOMlJD5VJOLPI05cAdK6/wAPALtLNwx6elc3rFo2n6pcwAY2vlfoeRXTat4b1Xwt4f0e/upbiOe+MhlgMZAt8BCgY/3mVs47dOoOPanH2kLo8mlP2VS0juInYW/B6L/WkiJLNntj+Yooryn1PTEkHyMPc1lOx2lOxUn9DRRRETLQ6svap88Z79aKKykXEgf5XXH/AD02/garsStxxx1P8v8AGiipRYmrxrNod6jjI8pm/EDI/UVwOhalPpGopf2oTzot23euR8ylTx9GNFFehgPgl6nBjfiXodL4NHly3QXoNn9a66ZjtXk/dFFFRX/iM1ofAh5/1Sn/AHapXoww+jf1oornW5q9itF8zsx646/jVuI5bPqKKKUxxFk4XPoQf6VC/CSr1Cvxn8P8aKKyRY22YkEE5x/TNch45jVNStpQPmePDe+DxRRXThP46+Zhiv4LJdY8Tvr9nbRzaVpts0CJHE9qkilI1zhAC5UDnJwOTzXcWrHJXPHP8qKK68X0OfC7MEJMvPof609x87fUUUVwy3OwyWJDgDgE8j8RU0XCR46FB/KiinLYSLC8x/5/z2qOY43sOo2sPrRRWHU0RXuDtn4+n8/8BU0iLPbSJIMrIhDe+eKKKH0KR5ppOutozzxHTtOv4ZWVjHeweYFZM7SCCCOpyM4PcGuw8NahdanqF/qF3L5lzcSrLI5GMsd3YdPpRRXuYn+GeNhf4h1EzNsXk/dzSn/Uj8KKK8p7HqFS9HK/8C/rVWIl3Zj129fxFFFH2RdS1GcsD6ipH4Rj6YP64oorGW5oivLwsy9QrcfoajtmJBBOf/rUUUnsNbnH+O41W+tpVGHePBP0PH86ybzxPrGp6XbaZeX009tbSvKgkkZiWYL1JPONvHpk+tFFe3g/4ETxsV/GZ//Z", 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", "info": {"video_id": "178247", "label": "lifting a coin with a cough drop on it", "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": "178f1b0662283acd66ba93d2e33f55b025741e2500539c3662f59f5ed2741162"} +{"episode": 28332, "episode_seed": 3031339403, "split": "train", "timestamp": "2025-10-13T03:06:59.046254", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3031339403, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'approaching ball 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": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "77300", "label": "approaching ball with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "77300", "label": "approaching ball with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6f0a73f84bdedc33181925f55f2d099e5c5e22728fdb29ab9166e8cff179c277"} +{"episode": 28333, "episode_seed": 898274289, "split": "train", "timestamp": "2025-10-13T03:07:00.102590", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 898274289, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 nail clipper 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": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "160455", "label": "putting nail clipper next to beverage bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "160455", "label": "putting nail clipper next to beverage bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d2bbf6fb8b868f327b39daf18807b7d0a2a90705fc927feb9de82a3a58d485e1"} +{"episode": 28334, "episode_seed": 1617740920, "split": "train", "timestamp": "2025-10-13T03:07:04.277192", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1617740920, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 nova trimmer into cardboard box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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BIGXKtgDjp/Sm3EUVxBJBKCUkUqwBwcHg8/SsPw9diPTLaAnpGuPrir15qtrp8JluZlUH7q/xN7Ad6ht81xuKSseTXun+H9Lv7vS/EFtd2cyEm1ubdiyNGSdnB64r0rwDO9josC/aJHs4SSjzHDdjkZ6DJ6dqg1WKy1nyvtFok8CqPvrlvmxwPTHetKxgW3hhWINGqjAgb+Fc+3X8c1305Nq7POqpJ2PDtK0zUNc1DcshiSJw0sxbCRjPt1PoBzXqpsINP8O21rboY0lcytn7xXlQTx1PzH8a6WHwppdvps8EemmNIdscexscHqx59epPNV7yBrO1vNInIlWGE3Fs5HK4GSM+hGaIpJ9j1MHNSbbd2YfiSOOPUN0C4hKKq46cDH8gK8q8QRG21mYjhZcSD8Rz+oNekw3Av/D5icObq2djGQRiRePlOe/p7j3rm7jQo/Et1aGOUquGBxwSOv5jnisKcJJ8rMa9OVLWRyWl6fqGt3ws9OhMsp5J6Ko9Se1eh/D63h8Nm81HxLpyI6nZa+aMzFgcMFT09/1qzBfW3hK2+xaPZRiY53zyPnkd8Dk/UkVzs91Jc3sl1NK1xcOMFjzgeg9B7Vu5wp+bOWNOpW8olG2twmqnUUfyWkkd/JA+VQScLx+GcVr3V880gaZtxC7UX+6PYVSAcdSEHovU1NBamUosa7Xcgc9ea5JTu7o7VDlVmdn4YgS3shdXfyNORJHIzdAOAPbk/rWmbSd38m53TrIuQ7D5FKjIJHbnH5UsCwKn2R1V/skOCChbCnp9c46fSuhktmWFHhAmWTcc5+4NvUDvzjiuxR5Y2bPMcuaV+5Z8GTvZa/Dp8jszXFsZCN2Qu0DOD1I5rwnSbucfEYwSTzOPPuI8PIT/AHvX6V6p4c1BoPiLo8U0rPNK00LAHCriPPTtXN3/AMNNQ0Xxk2sz3sAiNzLMIkUlgGLYGfxqqTutDSolGxlaNeXk1lPBcTFY3Y+W6sNzL0wcfStHWdWtbfSQzrHA4cKGUnLDGACP61oHRooJYdOtxs+zWjSO55LNguQfxIFcnr0f2vRrlVGTs3r9Rz/SuaXuvlPTqN0213K8ni/k+WC3p2rPn165uAVaXap/hXgVzPmU5ZWZsICx9BUcpjzG0bz3rtPCl/5VrEwPV2JHrz/9auM07Qp72BpZZhEFYq0YHzD6/mK1tLdrEtCxOyL+I+naolEqMkz2m3vYI7Y3M0qRxKuS7nAAqjeamup2YNqjPAzNudlwfl+7tB656/hXnsd5cancQWkb+ZK5+SLPyp7/AP167ERQ3FuLa2laJlXLxqfvDG3n2PqPSro01e7MK87KxYspovntll3ygKXRzk4K+navLtTubaPTYltD8iDJHUA+9ekrZNIoa4Ty2RZAUzlnAGAQw6f/AF6818FeF5Zr+K5vQ2Z2H2eFsljz99h6AZx3NaVqXtGtbWNcBWVNyVruX4FlLOfSdNhdY2jZ41mIdsk7hnp2rvfh1rFlc6ZqMkoUXVu6HnqEYHkfiMfiKo3qQ3F7qglThrV0hVh0IAwOe+FrymO+u9PkmezmeJ2Rozj+JT2P6U78s7GteHL7qO48f+KLK4862bEu/jYe3vXmqXWFCKSFHQZqk0sk8u5i0kjn6k1pWOhX963+rMUeeWfirnqcilyleSYHvz6VoWBzGgPBySc1tWVhaaV51vcBGbaJUlZeSDwR9c/zqiIo/tLzgFEPQH+eKxkrFwnzPQ6fTdSkt7YbFHmDq7/dHvjua66xiNrpyT3vnSzSEsjE5wWX8l6VxOgRDUtXtbSRcWincy+oA/rxXpFskvzKXV4MNtjUZPXHX0x2qqMepliJW90qR3c8E6YUSJKg2xHhyQuTz0JrnfHKxRWtg0YxuD9Tk/w10l/NBpdtL5K53M4KLzhiM8n+HrXA+KdTa6S0tnjEbwZDfNu5OKub1sTQjrzJGPCMYJPerlpebJJCGyobrmstp9iHms5b1o5j83BPIrOx2N3RreJriVjbTLK+wgxkZ4Hcf1rAFyR/Ea2bs/bdBnYcmErIPw6/oTWfoPh3UPEN4kMCMkOfmmI4A9vU1cY8xz1J8urY/TZJbu+htLcB55nCIGYKMnpkngVteK/D+oeE7m1iuJ0uJLiEylY1I2EHBHuPetXWNM8L+FrmxNvC95qMC8QF8oz5yHf6eg68elYupX99q+oSXuo3BMjDYCT0XOcAdhmrnCEFaW5FKdSo047G/B4hWDS4jCwadlART/D7mmabv1TWoUnlMju+XkY9uuP/AK1c4rlVxGuB/eIx+ldh4NtVa1vrh8FmG1GYZwRzn8MiuaMbysjoqycY3Z1Fw6xNGhtyspCZdDtXAJ798elMgnl/eWs6rNHkElfkKBiSPr26VditzJC0c5M6sccjAUY6e/fmsjVL8W8MUFsnmKwRkIOFwPQ9+neuqWiOCC5nY7DTkuH0iaWS23LLlVbzMtIrHI+m0E5Peq3idpWu7K0sVzdGKVUyASFK47/Q101pak6bDI5DzELGzAYBHsOwzVCWK3g1OZ3uNs8pwZmGPLi5UDnp/wDXzWblr7p10KqjPmsea6JJebbkX9kLhYyfMcJgjPfcKybS3jSJruLzI/KeMwsvAfqmSPqP1xXo/hpljutViL7gZCUXHONoJBP41yt/bR2/h+CSNRxcyw4A6YlVx+jGsp1H8zv9rGpDkaOSljaWUtK5Y+lNjX93nbt54zSzzrHN8iFi5xxUtlBdXKMVgeQ5yQgzgcVjZsm6Wg1iIUMhUsQOijJNa3hPRrzUrqOZYhuLb3c9AOw/+tV3w3pUUuueRfqsqMxRShyinOFz7kj6civUNEs4tPkeJUAxXRSpaanLiZuDsH9konh/zIox9ojIkLMOWweR+WaqWMJVPtEUjzFt+FxhfvZ59+2e9dNAkYuX6btr7c9MEc/WuYtYbu0tJTezr9p08tu8rhHUkAEj6YNdLtc8+N2jmPEtzBp/xV8Fyo0YJu3EwUYI3Ko59eDXb+NWVjwehxXlvxSv0TXvCeoJEYnW6k3EjDfK0Y5/Wug1rxTFqV+ljbOHdsBnz8qnv9a0g1HVlShKVoor61cwWMNpqkBkxJmOZGOSGGN31BBzXJHbtaE5IQmNs+nb8xg/jWzrmoQRWhtFt/tcWRIeSNh6Z4qO8trC90yO8tXkt7xMALIQwkXH3ffn8Rn8+SaUveR7dSk6kbrdHnlr4ZYysbqQ7FYhUXuAeMmumsNMsrKLekSLjkux6fiaqS33kM6zxyRyEB1BAOMgHFZct1NOR5jNjPBY5I9MDoPyqHLuecqUpGxdX0dtdSTW0obz0UEY7joR+B+lZpnllf5nKlvXkmokQA4wc+tI0irKkEf+sY/MR1Ve5zWbbkzoUIwR1nhGL7PdXN+2QtvHyep56/oDXf6eIJSi52iVNyuqbRy2evY89KwfBWnMsIaZCElYYB6ke9dfd2yx3SguUilKMNq55B5BHpzXVSTUFY4KzUqjuZWt21yLOaRvlhRycRj7y8D5h65zyKmn8MWjeV9kha3mSAyJIrZ3N1x74rZij+yWrJhxbxxvkk7mGPT1p0MJjnh8yBU8qElSrZCFiPlz3470STV3cujVlHWPQ4DxLd3M9rZXyITcqxjmIXklSMEgexwa8417S5bK8MoXMMrEowHH0+tejeIhqV7bXN7YSvDaLevjBIDE459+gpNSg1GXRbWDU7RZVupVRJHVSQzcckfXj6UpcrfmezOnGoraX9TznTrO1trX7RGgz/G55wfT2q5/arCHEEJbnG+T5V/xP5VYk04aVJKkUrl3RTIWHQ47fiDVJojgMPmYnqTWLqLoecsPd3kRSPLcsrync69yMAfQdqZt2ne3Cj7zP1/CrRUA/SnJpl1qDRvEv+jq2SfUj3qFeTNmlCOh0fg218ya5kVSJHjCJnqCef6Cu6iSewWNZpzJNEiiTC8SbjjcR1/H61U8MaB9jsVlH3yQzMe/+FbWrTRWttBcTyeQTP5SuOcjtn0/pmuynG0EjzasuabaKtzp8eo2cyyxtbXEgYnAy3Bx+PSvMfHmljS2s5Cq752kyw6tgLgn35r12Ng7zI8bQSfOIpN2Swx1H49vavLviraPZHSy7F2kDlpD/GQqDJHrUySvoXSk72Z55NN8uKzncmQ81YkaquMs59alI6bnS+HHLW0yyIWiYhc+54xXQ6heJFYW8NjNPbI8SlkjbaxJ65I5rP8AB9rI8EbZ/dpvmGOuUKn+VXL8N57kjcd7KT9CR/Ss5VOTRGjoRk1JmOIsMdqhc9WPLGgwc5By3qeasSBfPXLcnoKaSFIH8THCqByaxu2apJbFbASdYwdzuMnceAB6CvRfDenSXOj28MUjQsJPNZ169c4/HAFYOmeD5mvEmuD8suCec8fWvUbPT47GFBCozsKgHpmuqjBp3ODE1E1YzUeaGWRYEeVn37k7Arxgeh/wpup6LBfRoYmMckbAFUAx07+lW7yeKLWVtyWFxLbl9mCEY45GfwzVhYzc26RBmtbgOnmIpycgcg+o7VpJLqcybT00OisNUsrjSLpbaRme3YM4ZCDjpkZ6j/8AXVDW5LqOwvJ0SKNreZWQyZIZVGecds9ai0mU3lnfKjq0H2R5F2AhUy2ABnkH5Tx044purSzS6W5mYKJZSFKNtCJs5LYHJx09yPpUtqS0OhU+Soooh8MwzNq2rtuilF0fNLpwFBTgDPPHT8K52a2W58G3LgAvBf7gAPwrtfDkCSXun3McixtHZiKaFeB6AkevFczc3mn2DeINElkWORzvXIPDE5HPY1i6fO/kbKp72hgx+ELOTQnupfNaViwAGOcrkEDvyelbOirHFa6ext/LlwrSMi4U9vwPAOK1UtVk0xkZcvFHlD2UkfyxVfSEuJdOWJ9nmBwzxk/Mqn6+/elDXYc6l1Zmk+kWkurQXwtYzu6ttxkjnn3/ADralhEF4JBzkZoAQWKOzAANkk/5+vH5UTHEMZLZxxn2/wA/5FdsUrHnzm5PUpXjXTaggs2KlFRmL/cZC5yAf72P6Ulyyf2097br++miEDl8hCV5GfXhsZFQ314LW3kmuA7wK6ALHwy5IBP589q42+u7vWfFF7pD6zc21qHlMKRqG5VNwUf3RxnPtU6RdxpOSsU/ivNYmC0tLiFZbmCZ2WV8holwpAX1ByOfavKE1C5kvU+zFvMDAoBWv4r1u81eG1lvruSdk3ZMmMj7tT6Hp0cQEiLliM7j1qVFykdMWoQR6Va6ANP8DXMheO4u5445riUn+IglUX0A5rTvLG0k8P6RL5EaSJNC52gcDcNynHtRdxvHoqWUVi0jz6VujIfAV8ZJIzzxn8qmvhGnhTSG8ohfNRJCeN52jnNc9RNao6Kc5K0rnlvivT/suv30A4MbbPyLAfoBXOO6BgqjewOPpXpnjrSDN4rljTgz7Js9e3P+NZEvhW30fX4LWZvOSRmVxjbjgEMPX+dYxTe5pzKxyBjlKlo0JPGM8A846103h7R4L60W4KkyK21twwcHkcV0VnZWM8dxbmJHjZgUDL6/yPWr3h3SoraKeKOMhs4JLE8DoOegrpp00jCrVTjbqdHpMEaWaoq8461NqVtcCxt5rKWONIZTNKHGdyZ+b6dSaLCPyRhsZ61z+uX2p6d4Ymu4riWOJxEsQP8ArFByHVhjvxW7utjhWrudBv8AsLx/Zo5Jku1MuAcgFmwSD7ZBxV+9tF2TwRu0SmMKGXqM9f6815rc3t3p/hu3l0rXtTaCKc26LMioJdqgs0XfaD8p3eo9wPTNRuxcIs1mVlE1l5kRPAYjj8Pp7VnKN+ppG6ZymvNaSeHbmOHzIljQGNQCNq4ILY+oqTU33eGLBirnbJEQxH3ipByKZ4hFw1zPYm68qK+s9u3yycsg3YBzx3B+tTax5ieCNOuGI2xyoox1VcAc1jNaHZF2SZwvjKFbfX79Av7sPx9GJYf+hVyaxXF3KbeFDuPRV5Jr0/xhpy3niC0IA23UCHnuQDiodX0+0t9Us2tI44VgmViQCpB2jIB79RnNZwi1uae0TRy9v4Qvby3myFLKuDFu2n8/6e9dB4S0+ZLK4gmhcIp3KWA+VhkYHqMAVuWwnt71/MCsZV/hHHH9cYrSsLMW99KXGI5CDj68/wCP/wBaumnBdDnq1nblZLppPk7Og6fgakiubfUUksJQPMVSxV06DJCn8xUiqLeQgDgHn3HeqtrbpsAh3MHQgXWRvIJJAz/wLIraSONNblZI/tllbC/VkuY1bdDE3DYYHI9wcH8cVwXxn81f7G342/vtvqPuda1/tsreP7rRbrVbu1tZZGRXjljQJwMli4xjGeBzkivO/Hdzf/2kun3t1dTfYnkjRbrHmKMgfNjjOAM49KmTVtDSmndNnJP1pY03Iv0P86MZq9Z2bTyKqg7Qu5sdhWZ1JnbfD+Ey3VjAR8sjSJyOu5cVFeWtzNcGGKNmly+5VGTkH/8AXXU6Hpg0vU9BmjT9y/Of8/Wtm1shZeLr/cP9VPlRnGcg/pg1zyi27lqoloefaT4auL68eGT93LEAzKx+bawODiugm8IxjSFubRlLcsVkBz2zhu3QfTnpWokKjXGWRnhmlj8sLn7mTnHrz7+lbulQCRGh3b4SSfw9f8+la043diJ1nHWJW02zlTR7cOoLR5C4bOFzwCcdq15JHismcAsyrkAHHNS2yBLcwBe3B+n/AOqqt2scls0M27ypCEIUkHJIx0rp5bI4JT5pXZBc3Z1HTXuLML58Mm1RJxypw49uP5CpUhgl1I3Kb3mLEHnhCVGfwIA/GsjxVNcQaFJPDIYH89cNEcbgc5z69eawNXt/EWk6Hplxd6leJNcSMxj24+z7QpQE4+8Q2cfh1zS2Gtdj1TwtaRQ6DeuMs8wdnZjkn5mAH0GOKZojGaK+SXEiIVCo4yBx6fhRRUVNn6G1R/vJepa0GJEm8xRh2LKSO4DHH864XWIvN+JPiC2LuI2tixCkDJ8sc/rRRWf2pfI1w/xI6jRo1k8OQzsMu0aq3uMCqc6iGyv5YxtdYigI9PSiiiX8X+u5l9o1bcE6YELMQABz3/zmmoSLeTnhcgflRRWsPiMJFG3hRb27bkiWYllPThAOleST6pcWPjOW9g2iTDPtIyuWGDx/wI0UUn8S/rsaw2Zga1FHJ4bkLIu+KePa+PmxtYYz6dPyFevaL4U0o3WmuI3VJo9zxBvlyIwfryfeiiqW7Lf8NG1fBbzxjp1nMoMKuyjHBx5OcZ/Gq+okzfDw7zkwahsjPTaA+AKKKwn8PzNVsvQh19RJrejXBHzvYbz6Z6f1rE8QEwaisqMdxdWOTnqB/jRRSe7BbE6oraw6bRgYHH0B/rW/BGsFwGjGDlf1FFFb0tjmrluYmKGV14ZYy4+uDWB4vAk8J/aGyXd4c88ev9aKK1ZkjhdX19tVuIY302xgaCNUjkgV1KoM/IAWIA79OvNep3dxKmm6dcBv3zQzKWI65ZecdM0UVh9r+u51x+H7v1KN0dnjLTcckhSSSTnejA8dOijGPerWoWcUXgTU4V3bI7kuoJ6HOaKKzl8T+RpLZehmXDfaE8PvIBuFuwyPTPSq/iRQbCxfo3mhSRxuGDwfXpRRQ/4vyIjsX7O3Q3yE5Pyxryc9q6GVFFzEMD59wJ+lFFdEOphV3K1xzIp6bhk1jXDvFrNoEdlU20gKg8HDLjiiinV0iyaW5xHiLVTYeJtVV7GxvEludxS7h3gMq5BBBBHXkZwe4NcN4svZ9Rnhvbp/MuJ2eSR8YyTj8vpRRUdDWG6OeWu08CwRvdSF13ZXHPuQKKKhmz2PTvGUh0rwlZXNoFSSCQBDjpzUWk3cupT3FzcbfNaVEYqMZHP+AooqH/Bf9dSY7XF1QCHV3vFAMqKijPQjPeuhsI0iujGi7VJJx7/5NFFXSekTCqOhlZ55wcYUsRx6Gql1IY5IwACJJdpz24zRRXQjn6nJeJcw6deKjNtlu1kIJ6EqCcVy19rWo31nbWVzdzSw20hlQPIzEl8A5yeQNvHpk+tFFYL4n6nUz//Z", 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", 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", "info": {"video_id": "115777", "label": "putting nova trimmer into cardboard box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "115777", "label": "putting nova trimmer into cardboard box", "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": "6ddb553b69efcddbe85b8bfc3f74f491265395ffbbfdbf959063192d686e2a71"} +{"episode": 28335, "episode_seed": 3022816314, "split": "train", "timestamp": "2025-10-13T03:07:04.918510", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3022816314, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend a razor 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": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "122980", "label": "trying to bend a razor so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "122980", "label": "trying to bend a razor so nothing happens", "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": "1c07ee08b8cb38562500706e46d3924dc90547963877da8ef27aa0cbea058390"} +{"episode": 28336, "episode_seed": 3729469638, "split": "train", "timestamp": "2025-10-13T03:07:06.122323", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3729469638, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling a toothbrush on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "217973", "label": "rolling a toothbrush on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "217973", "label": "rolling a toothbrush on a flat surface", "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": "bbbc2deae5db2b7d32745f9a70d164cbfd879fc57ba946ce5b1a64edb82102ba"} +{"episode": 28337, "episode_seed": 433569278, "split": "train", "timestamp": "2025-10-13T03:07:07.103533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 433569278, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'ball falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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ReeLLTQtJnvJ5kF1KG+zxMeWwOPw71w4ukpRdl7z0RhioqMXKW7Kl86W1wLhCNtvMQxHTyycH8uD+FXbsMbXMQzNCwkiHqR2/EZH41g6FOL3SQJDvBBR89wf/AKxrY06VjZKrnMsDGJz7rxn8Rg/jXdZx0ZMXdFifytQsf3bELMoZJB/C3VW+oOKltLldSsGWaNQ/MU8fYMOGH0/oRVOzPkXFxZEjZnzof91jyPwbP4EUjgWerRXK8Q3ZEUvoJB9w/iPl+u2kUct4uvZNNuLCG6ikljg3jzQM5Q42kn16g/T3rz64eKy1VLqxcNFuEsft6qf5V7D4qUM1gGAILsCD9K4fW/DVrLbSXNqvkzKM7F+634dq3pyXUyqR1NgXEd1pqXMWCrKJF/Ag1bmUSxyxj+JTj61yPhS9LxT6bKcEBmjB/Uf1rrISXjik9VBP5VMlZhF3RIri4t1Y9HXJ/Ec1Ut3KqF7qdp+o4qe3G1HjAxsdlH0zkfoahddt23+2Aw+vQ/0qQJ7QbDPbEYCnzI/91uf0OafGPLvVc/6q4GxvZx0/McfgKhdjHPBcdgfLf/db/A4qeWBpFdFfbuHHsRyD+dAy9JujVLpMtNb5Jx1dD94flg/UVrlY7yy2ltySKCGX8wR+hrJs5jNFHPja3Rh6MOCPzqzp0gguWsjgIR5sP+7nlfwJ/IikOxZsrl5FeCYjz4/lbHQnsR7Ec153oeoyWE39m3gKlJh5ef4Tnlfoc5Fd/qCmGRbyMHKDbIF/iT/Edfzrltd0dL2P7RHhZ0Xg/wB4ehrWm1syal7XR0MkReB0H8akU+CQS20Un95AfxrB0PWWkiS2u2zKowrH+L2PvWxaH5JI85KSNj6H5h+holFxZKdyO2PlTTQDny3OP908j+f6VYXMGpA9I7pcf8DX/Ff/AEGoXxFqET4P71ShHqV5/kT+VSXyO1g7R8y2586Me684/EZH41Fxk98BGsV4nWE/Njuh4Yf1/CnzxC5iaLcV3AFXH8JHIYfQ4NSRPHc2wdMFJFDr6EEVStH2RvasSWtyAD6qfun8uPwpiNPStReR4Z3+WRGKTL/dccH/ABHsatXOotNrJD8Ruo8k+uOoPv3+h9qxgfs18k44iuMRyezj7p/H7v5VavUWS0YmRYmjO9JGOArDoT7dvxrKNCEZuotxRppS5ie+MllcjU4BuUALdIOrJ/eHqV/ln2rbtbyLK4lT94NyYYc+49ax9Ovo720SVQRkfMrDkH0qbRbCOI3ls1vG1s5VkUjOM5yuPQdvr7VrF6ls2XtoHfftMb93j4J+vrSFLiLmORZx6Hg1A1nd2wzY3OV/54XOWX6BvvL+tQnWIYpVivomtJCcAycox9nHH54PtVkllpVkO1wVPdHXrUYs4VBa2ZoCe8Z+X/vnp+lOd0ndlcCSJOMEdT/9Yfzqo9s6PvtbgqP7kvzD8G6j9aAFklvoDiSFLlP70R2N/wB8ng/gaqvf2szmItskPWKUbW/I9adLqUkAP2uMoAcbiQV/76H9cVFK9pexbZVVlPQOAymgCtLaxZJQtDj/AJ5nA/LpUZjuoxwUmA9flb/D+VI9k8HNnO8XP3G+dPyPI/A0faJ4c/aLRnT/AJ6W53fmp5/LNADoroI+2TzIT/00XA/PofzqyYoz8xRef4o/lJ/EU22uoLpSIJlfHVe4+oPIqX7JGTlQYm9Yjj9OlJgcRBMTMixE+b6jtWzDZneZLgu7kYyOAKn0/Q4oCsjD560ZoVUFR0x3NYTqt6I7qGGUfeluUltihDrjkYVs9atx2gUK82JFHTPUGqsl3th8jIBU5J9KyrzW0gQRmQBcEZzxmkkbydhnjrXxp/h+4itJCk8g8uPb1GeCfwGa8ihDzSK88ryluGd2JOPxrptW1qHUkkjERYE/fc4x9BWNC0FuMICzevWumFN9Tyq8+eWh2Pgy8YRCFsjI4z7f/Wrr7d/K1Nh/BdJkf76cH81I/wC+a848PTXNxrdsVVvLDHcQOMY7n8q9Cun2WQnXmS2YTDHcL94fipaoq25iqV+Unv2NuI7sDJtWy4HeM8N+mD/wGrM8S3dvJbSMdkq8Mp/Ue44IoZ4yBIcPE6j6Ef5NRWH7uJ7MnLWxwpPUofun8uPwrI1MvVLt7mLTlnx9phmeGYD+8F6/QjBH1qjeHNnP2whP5Voa/HGbyyuEyGkfa3PXCnH481QmGbecf9M2/kapES3OV1qyfTdTTU7X5VZ9xx0Df4Gul0i6S806KRD6gjPQ56UskUd3YiOVQUkQZH1Fc5ZSS6DqUkTsXt2Izx1HY/WtkudW6mTfK/I6uP5bqQY4ZVf8eh/kKbeDCRyAcq+D9Dx/PFAkVpLeVCCrArkehGR/KpZUEsTxf3wQD6HtWJYwIs8LQuMB1xkVNYymeFGf/WAlJB/tDg/596it38yGN+5GaFxFqboOFuF8xf8AfXAb9Np/A0AXoP3F6yf8s7gbh7OBz+YwfwNT3SO0Pm24zc27eZGP73qv4jIqG4jeS3Bjx5oIdP8AeHT8+R+NWYplkSOeP7rgf5/CgpF6GaO7gSaNt0cihlPtWNJgjBPHSrFq32O9ktcYhn3Swgdm/jX/ANmH1NZrq8h4JpoTMWeOM26TA4lUYOP4scf0rb8O3UtzuaYHDAbSe+OD/SorDTInaXzRu2SkY9jz/WtZEWF4AgCgNtwPfp+orTnfLYhR1uLqeEiE6jmB1l/Adf0Jq2CCAcghuKbJGJYmRhkMpUj2NU9LlZ7RIXB3x5jfP95Tj+makol0ofZmuNPc/NbtmP3jblfy5H4Uy/X7Lcx3I+6T5b/7pPB/A4/M03U5xY3FrqWTtcG3lAGTg/Mpx3wQR/wKoblbnUIv3++3t3G0ouPMII7noPoPzoQGjtW5heB8hWXHHUe4+lR6Uv21ne+IkuoJCjIR8qEdCB7jBz71Hpc7vaosmDLCxil9yO/4jB/Gn3BOm6xBfZxb3AFvcegOf3b/AJnafZh6Uhl1h9hulmUYikISQZ6N2b+n5VrIk7jzLWVUYD7rrlX+uOR9R+VVZYUnjaKQZRwVI9jUmhzOontZ5N00GAT/AHl5w34/zzTW5L2LKaiYiEvEe3kY4BdgUb/dYcH8cH2q22yVGR1VlYYYEZB+tEgSSJkcKyMMFWGQfqKyIbeWG4kSykKwpx5chJXd1IU9Rxj1HtViJv7Na1ybCU269fK274z/AMB7f8BIqE6gYTi/h8oDrPExaP8AHuv4jHvVmPUEDiC4BhmPRXPDf7p6H+dSSlTz39aAKrNHNGJYZFkRh8roQQR9R1rNlsYw5ePMLnqY+M/Vehp02nxrK0tozWkpOSYeFY/7S/dP5Z96rS3txb8X9r5kQ/5eLcFgPdk+8PwzQBJuuoPvIsyf3o+G/wC+T/Q1Nb3kE5IV/mHVTwR9R1pIJoLuMSW8ySxnupBH/wBany28U4HnRhiOjdx9D1FAD5rW3ucGWNXYdG/iH0I5FMWG6tx+6ud69ln5/wDHuv8AOmCC5i5tpllUfwTHn/vof1FPXUYwRHdRtbseB5owrfRuh/OgCcFY1AxxWdfXghyc5p01zgEDge9YGo3iurbm5X09a4kj127GZq2rtEzupwpHJ9K4q/1We9dlUkR+nrXT3mjCaEz3Ur7d6fuV4AywHJ78Gk13Q7ePTlks4FjMByQo5Ze+fXHWumnZM8+tOUttjF0zwvf6lGkxKRQPgh3Ocj2ArptN8K6dbXLJOrXLhFcGTgdSDwPpR4TvxNYG0YjzIPu+69vy6Vusdl7A3ZldP5MP5GnOUr2ZlGMbXFuYkgtkaJFRYnB2qMAA8H+f6VbhYemfUfzqJ086OSE9JEK/mMVBYTM0KO33gBu+vQ/1rI0Lul4Fm9o3LWrmLB5yvVf/AB0j8qSfFjcwXAZigPky5OflY/KfwbH50xmEOqQS/wAF0phb/fXJX9Nw/KsFXuNW8VXujzarcW1uwlWNUQNkhCwX2HBOT6U0rg3Y2NeXbcafgdZWz/3yapyAGNx6qR+lc3o2p32pPBJe3cszQts2uehKnJ/QV0DOSwA7mmlYlu5Ha82UJPXy1/lWfexRzyyxMB91XB9DyP8ACprRybKIDsuPy4qCSGSS8jUEgsjD9Qaq7WqJauVbK9e2cWz/ADKHBAHY57e3WuqCjaDWRbaNGk/myZL7SB+NasB3wJ/u/rTnLm1FFNaEVuoSW4iwflfcv+63I/XNb9j4WbWLGK6juhFPDJvjUpkHgggn3GRXOySGG/hc/clQxn6j5h+m6ul0PXlsMo4ZuMoB0J9DXLXdRR/d7k1HK3ulJQylomGCp49qhgYwXMkBGFfMsY9Mn5h+fP8AwKotNuJJPtMc7bpoZmBJ7qfmU/kf0rP8W3M9ro32q1do54pVKspwcHII/EVutTS+ht3cTXFtmNgk8bB4mPZh0/A8g+xpkcaqoOOa5nUbuSDRINS0/XdRmRrj7PmeNUWchNzPH32qcKd3qPcDqEbcit6gGqSsK9yK3IS9uE7MEcfkR/Sppifs8rKOU+Yfgc1UkYrqcIA4eI5/Bh/jV+LaSwYcGgZbQgqCOhGRWcgEWpXGBhJdsikdCcYb+QP40lqsskYS4f5IyY9i98cZY9+nTpUl+AkcE68eXIAf91uD/SgTJbqxW+s2g3FTnchB6MORUMM/2q0RmGCR09COo/OraPlQPas//VX88B+62Jk/Hhv1GfxoAdE32fUo5DxDcjypB6SDlT+IyPwFa1xaxXtlLbTAtHIhRvXB/rWbcW/2q2khDbS4BRv7rjlT+Yq9p14LqzjmI2sww6/3WHDD8CDQNDNGu5Ht5LS6YG7tG8qU/wB4Y+V/+BDB+ua0ls4LslpFIlTGyVDtdPoR/LpXBJc+d8QbiC51S6s4ZX8jzYpoo1jUcgsX4wOcAcknFb3hS7vW1PWbS9nuXNtKI0S4xvXlhzjjPAzjimlbUls6CS7vdOt5HuUN3GikrNEnz8dA6D+a/kKn06eCeyR7edJkOcyKc5bv+Oe1P8zsxx6Gsq60RftT32mzmwvW5d0XMc3/AF0To314PvVXEas0UU8ZjmjWSM9VYZFZs1lcWw3WM5dR/wAsJm4/4C3UfjkfSootakt5UttYgFnMx2xzK26CY/7Lfwn/AGWwfrWm/PtTAyI9Tikl8iZXguf+eMowT7jsR9KnzkZB/KpLq2huo/KniSROoDDp7j0NZslpe2bbrWX7RF/zymbDj6P3/wCBfnQAXOl28832iPfb3P8Az3gO1j9ezfiDQlzqVj/x8wi9h/56264kH1j7/wDAT+FFtfpPKYW3Rzr1ikG1h+Hce4yK0AQBSuA2xv7O/wBz2sySFeGXoyn0IPI/GrpVWUqwBU9QRkGuT8YRrFpBvoSYbtJUVbiL5ZACeRuHb2rG1g+LPD+jabeXOpXksl2ZPMiKhTCAFKAnGCxDZxx+eaYXOivGJZjWAo8zUgrchULD65oorkienV+ENT406T6r/wChirjYIIIyOetFFWcXU46EnTvEO23O0LLsAP8AdPUfrXa3BwID3WVMfnj+RNFFa1ehnT6lxScr71BaqFubpB90SEgfUAn9SaKKyNEP1M40O4mHDwFZUPoysMGuO1LUJtL8Y3t5bbPNjlbbuGRyu08fRjRRVR3JmVtCXbcEAnBkjB/75cV0/Rh9aKKoSK1kgFsoHQM//oRqWVQk9swHPmY/8dNFFJ7DL2eRSwfKrAdnOPzooqECKmp8WZf+KOaNl9juA/kTUsBP/j2KKKY7aiSOYtfjKHHnWpL+5VuD/wCPGs3xrdSR6IqrjDzIDkUUU0D2MLUPEj65aRRS6Zp9sbdRFE9sjqUjXOEALEAd+Byea7+zObKAn/nmv8hRRWj3M1sQ3HGo2X1cf+On/Cr6cAmiipKI7ckyXX++D+JUZqS7G+xnU9DG38qKKEDHWrF7eNj1ZQT+VQ36gT2koHz+bsz/ALJU5H6D8qKKBFhf9Xn05qLT/k1G+iX7jbJsejMCD+e0UUUnuNbHGavqv9n6/qkT2FjewzTbmju4d4BUcEcgjqcjOD3BrR8C3VxrEeratdzOb5sTGZcAlvmzx0xwOMYoorQz6ne2E7XenQTyAbpI1YgdMkVcQnJU84oopjGyxRzRvHKivG4wysMgj3BrlXuZtG8UWOlW0jNY3UZfypTu8ojsh6gexJHpiiikB0bdBUbdKKKBFW4tYbpAk0YYA/KehU+oPUfhWdaXU8es3OnNIZIokDKz8tz2JHWiihjKvi8keG5Mf89o/wCdcTda3qN9YQ2FzdSywQO0i75GYktjrk84xx6ZPrRRTQmf/9k=", "info": {"video_id": "195439", "label": "ball falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "195439", "label": "ball falling like a rock", "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": "38e9cd0f35a69846653b441a834ae2157b8d77ca23ebefa9a65ac684ed42cbf0"} +{"episode": 28338, "episode_seed": 2346834490, "split": "train", "timestamp": "2025-10-13T03:07:08.585532", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2346834490, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 marker from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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1Mcn91uDU+nhpLyOBckyMBgGuu8Q2mmTyGaeHdL6g1T8J6at1ryyRxlIohwDzTi7o6XNctz1rw5aLYaXDEOuBmtwHis624UCrymqODckpaQdKWkSGKMUtIelAhDisLxB/y7/8C/pXKz6zey+O7zS5tZvLS1M+yMxSxosfAOSXHTGffNVrLVb83epx6lc3UwtJNiJcY3ryRjA4ycDpVypNR5hQqXlY05szSLaqSAw3Skdk9Px6fTNZeryPd3i2cOcRAdOm48D8hWjuaxsJ7mRTJPtMjqvc44UfTpVDQbsazHHfeW0e0EFWHIboQaysdKdtTctYVggSJeiqBVhaYtPWmIdijFLRSAawpMU80mKAG4prDjisfxdd3NhoDz2szwyiVBvTrgnmub1j/hJdF0fTry61O8WW7L+ZEVwIcbSoJx94hs4/+vWkKLmrozlUUXZm5GTtqpdzyMxXdxRRWBv1KLk1XkJoooKKcp60tjaxXM583JC9s8GiimgZuxRqihVAAGMAVaj+8KKKswLS159qWoT6X4uu7232+bFK23eMjldp4+hNFFa0PjM6vwnSfDI7P7SA7CIf+hV2tzM7uQTwO1FFcuJ/iM3ofAilITVCdjzRRWaNjOlXzHCEnBOOK6SxsoLSILEmM8knqaKK0p7kVNjViHAq8nSiitGZE61zXxB/5FOT/rvF/OiinD40Kfws861TXW1aOCOTT7KAxKqRvArqVQfwgFiAOc9Otddcu23r2oorXF7ojC9TltQHmXCq3Qmu88P6fbWdsnkx4LDJJ6miisKZvVfunTW/Srq0UVTMuhIKcKKKZDFoPSiigR4z4i1Q6f4s1hDZ2d1HJcbilzFvAKjgjkEdemcHvTNBuZtR1q4uLpzJJJ+/c9MvnAOPbJwKKK6qn8Iyp/GdbKqyQMrDKkYIosbeO2hEcS7VySfc0UVxo6y6OlOHWiimA+iiikMKWiigDm/HP/Isv/12j/ma8/uta1C9sIbC5upZYIHaRd8jMSWx1yecY49Mn1oorro/Cc1b4j//2Q==", "info": {"video_id": "59967", "label": "pushing marker from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "59967", "label": "pushing marker from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f69e99ab9de09dc9aa1d67c55f6ae6582b5cfb1cf05b47695e986a69af7c5502"} +{"episode": 28339, "episode_seed": 2027277344, "split": "train", "timestamp": "2025-10-13T03:07:09.039595", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2027277344, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 toilet paper roll so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "136705", "label": "poking toilet paper roll so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "136705", "label": "poking toilet paper roll so that it falls over", "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": "8324e4c6fdcdbbdd453f146e503fe409d821f87bd74d35a286ffe24c57959065"} +{"episode": 28340, "episode_seed": 2470963861, "split": "train", "timestamp": "2025-10-13T03:07:10.566168", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2470963861, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a pouch closer to the mirror'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "216404", "label": "moving a pouch closer to the mirror", "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": "216404", "label": "moving a pouch closer to the mirror", "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": "b996537705fcde3f5e7b11756743c01b74ffcf238d131d690df988b25214aaea"} +{"episode": 28341, "episode_seed": 935184621, "split": "train", "timestamp": "2025-10-13T03:07:11.290278", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 935184621, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 toothbrush from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "174495", "label": "pushing toothbrush from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "174495", "label": "pushing toothbrush from right to left", "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": "434f10e8e492693297fac3ee86917a420742021916833f1e2b160028f2263244"} +{"episode": 28342, "episode_seed": 3930790168, "split": "train", "timestamp": "2025-10-13T03:07:12.900264", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3930790168, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that antiseptic medicine is inside 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": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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QemaSGySCM+Xzx3qZnVZEGegqSdY0gXypBICOqiqkyP5auAceoqXuQvjNV50mCHqMc/WpHhVosqBhhke1ZcRYQj1NbFghkhKMeeop7F9TqvCOo+dZGzlOWh+7/u//AFq6KZrJLRIgZft3mEsD93Z2x6565rzizum0zU4pxnaD8wHcd67jXbhINJ+1xON7AJGfXd0/LrRF9BSS3OU1m7+26jIwOUjHlp+HU/nXJsme9boyDjHGODWAx5yK0qK1jOm7tieXnjOKjYbBg9amGSKgkOTUGjI9xAP0q1bkmMg+lRQQPPcJEiksT0FWZYjbs2eODxQ9iGamiXkFncLK5JYcADpzTdZha51GV1PykbayoJlG0enOPWtS3nEshV+S3T60i3Fc1ze8FyhJXs5TtkT54j6+o/rXbSTN931HFeYxSvZX0VxHwyEH616ZY6lKkEWo2YR5FUsoZQeo9+4604ytcJxukVrm6S3s5LiQ/KikkevtXmGpu8solkPzyMWY+9df4ivCyx23GXPmSY+vA/PJ/CuP1Tjyvx/pV2925mpe8kVAOaHOFIpgNDHNZmpHjn6inQpmUYHNIR9361JFcNEdhClCeSRyPoadxNDpScyL7VHZsTMEz1BFPYq25hSQGMXG6PONvektyYdS4bAbRg9ORXfeFL1brTghOJ4RtY+o7GuNtHM0JUjlelXNGvTpmqqzHEbna/0NF9S0ro9DMFy9tJcCNjFEwDv2Ge1c34lvNtuloh5l+Z/90f8A166C7aVLcMszLCTmRQeDxwfyrg765N5eSTdicL9B0rWPvMxn7py0hyBUR5/GnMc0KMn6Vkahj5TQwFPVcgim4zGKAJpGtRp8QSSQz7vnUjAA9qqwyeVOrA854o2nBNRH5XH1qkJm5ArNdB+/BHvWhdQjywy9xkVSs2DeXIOhFbBQPCUHYZFJoEzf8HX63NjJZycvD090P/1+PyrC1m48/UZhG+9Ij5aH1APJ/Os+1u59Mu2mgO1irL+Y/wAn8Kf4XsU17XfsFxfy2qvHI0Rjj3l2VCwX0HQkk+nvVUt7k1dtDO1TpD+P9KoqeKJZpJlRnctkZGaatE/iHT0iKxyaaVySB6Ud6miTdIOO1SWtSBPMHy8461Ll8hA+0Mec9KulAFNRsm4c9vapZXs2ncI4wBtDhtvcdDWvY8KP9nmsi1/1hz64rUhOzNXYybH38OfmHfkUybU7i4tbOyfBSEkL7/X6DirSussW09VrDuWeNncMd2eD6URVpBJ+6amMiufwM11mr6bY2vh2DVNM1S+nVro2ubmFY1uCE3O8Q67VOFO71HfIHI55rSq72M6KtckzxVdh1qUnimHoayNh9ncvZ3aTp94f1q5DC+q6n5JfDSZAJ9cVThhEnJ6AVZhV4p90YJZeRg8/hUzvyu25UYrmXNtcqPaS2175MqFWB71pWcZ84Edeop93dPciOSSRJD7j5vxp9uuxwRRTk5R97cqvGMJ2i9C5dQhoQwGMiug8G6mBFNZTMAI8yKT/AHf4vy6/jWTgSRsnoMisqTdbMzqxXIKkg+o5/SnYhPQu3lwL27nnXKq7EoD2Xt+lZOq9Ifx/pWp4TtbLVPEEOm6re3FrFOdqyxyxRrGepLGTjGM8DknA71la5by2er3dlIJ1NvO8YS4AEigHHzY4z0zjit5fDY54/HcorRSDgU4DJFYnQGMrn3pxty49BTwueB1NWduFAFBcY3K0dvg4Lcc0kEZjZgGxkYIqZ1LAgfWm2+fMIP0pJdSZqMXZGpp6bcH04/Cn38OG3Ae9FofLbnpVuQCeDH8QptEJmmfECt4TEJcfaD+4bPXb6/lWCAOD3FZt8xT5FJBBBJrf17wzqnh3QNIv7ySdZ74yebCYyBbgBCgY/wB5lbOO3TqDWtKyRlV1Zx5pU+6KKKyNkPXrSKBtb2NFFIZOUVYTgdqzZPv0UVUQnsjd07/j0jrWhc71HrwaKKZn1KWqjaoAJAPJqpZancaLq639oE86EsE3rkfMpU8fRjRRVQJqGe4ChAOgGKB0ooqZblU9hy/eNW7YdaKKg1juTHpTU6miikby2GIAHYCtEfdH0oorU4ggdhIVB4I5qhfgBGOP4hRRR1DoaGt+KX1+3t4ZdJ021NuixxSWqSKUjXOEALlQvOTgcnmueooon0FT3YHpSqMmiioNS5aKPKqYMY/nUDcjZBooqJ7G8dkRXIHmhwMFzk4q7B9xaKKcPhRjV+NluJ2Eq898VV1MBiuaKK0e5mtiGz11tIluIzp2nX8UzK7R3sHmAMgOCCCCOpyM4PcGqWp39zql/Lf3khkubl2llfGMseenb6UUVpLYzh8RW7ipRRRWLOhE1uMyfQVaIAFFFSbQ2IwOaij4nOKKKuJlX3RqJ0z7VLAxMhXPBFFFPoZdTK1HgsR13Cp7vxHqupaXb6ZeXs09tbSPKgkkZiWfGcknnG3j0yfWiirhsRUP/9k=", 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", 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", "info": {"video_id": "19517", "label": "showing that antiseptic medicine is inside bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "19517", "label": "showing that antiseptic medicine is inside bottle", "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": "d50c236dffb1ea49524ac6e56c02817aebe0f6143d905a1d7d762d05d071e548"} +{"episode": 28343, "episode_seed": 3115419715, "split": "train", "timestamp": "2025-10-13T03:07:14.534350", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3115419715, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 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": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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vtWhYWsdlaR2wkeRVAUM5+8AOP0wKbcz2VvEFucBYjlfMPt1yaqR6vaW81lZy2slukpEcBdflBxwN3TPHFPoYpN7HNn4i2PbT7j/vtac+tt4ws59JsbZ7cuAzzytuRVBBwcevavM1fBUE4Hc4ziu98A3MlzeXQA8u0giAjhXpuJ+8395iB1/AYFc1OpKb5WezXw1OjD2kFqvM4H4x6Z/YGmW9vCytHKg+bne3zDcW+vQAdBXh8atPMkKDlyAK97+P3myPYhU+RYcZx6s3+FeGW6SwSxXATfg5x616UV7sYrbr954k5ylJyk9TQg0W1fIa4ldunyIMe+c1PP4TkiDkTlSgyyunI+tOs9StIXMphkeTHyoyAAH19Kmm1fUpIleGMrL05wVKjoBXdOnh1Tvb7rnMnUctzDfS2SMOJgT6BT/SqDqUbB61rPeXbOTLEqq2AQvAH4VU1HZ5ibeuOfzryZJbo6h+iXLWeuWFwvWO4Rseo3DIr7isZPtNnBMoxvjUkfhXwjA/lzxv3VgR+dfcvh2QS6DZPn70K1S/h37P+vyJXx/IzfFVxBbG0E88UZfft3uBnp0zXE+J72KXw5LDayLcSzOiBITvPXJ4H0qx8ZEaSXQ41ALMZ8ZOAPuck9hWZ4DmsrRrqTTlaW4RVSS9kXAJPO2NOw4+8eT6CslUlJ+zR6EKcYU1W3fb5nAeJXn8N28sVwVW7VATFnOxj0B9wDkjtxXlbu0jszkszHJJ716f8Zb0y63HB2SJP13Mf515jCnmzKnYnmteRQtTRy1q0qsueRHSrwSePxrTigt2O0QgknHzMc1Zm0aNPUHG75WyPwNa/VJ2umjn9or2MbzH6KSM9ApIqRL27hYhbiZD3w5pzWyhMhmyPaqzDBrC8ovcuyZ7J8IfiZdaZrEOi6lceZY3DYBb+AnuPT39R717ld6VYPqNzdyOQ8gDLEuVJJGMn8q+L7OZre9gmUkFHVsj619oaA417S7a4kkIdYUGQOWGOpz34rZe/Hnl03/Qqk+SVr6E0ExR0bABQjI9qzFb5jXRHSQsZxLz1yVryqHx/alyJbCYYP8ABIDx+lQ6tOL1Z18jrfw1sXvHt6Y9KtbUNgyy7mHso/xIrh0YKmWIAHUk12l3pFz4va21Zd9vpSQkIGx5sjZOQo6cnAyeOK8e8Z6tLp0j6dF+6uN7B9r7tgBxjPc+/tXNKm6tTm6HXTxMMNR5ftdj0vwn420Pw9qE/wBunl3TIFXYoI4OTkEg+lek6d478M34zFq0EZzjbKxT9TxXxYzFmJJJJ7mpI7meIYjmkUHqAxrZckdLHl1qkqs3OW59d+K75LjU4Gs7lXjNuDvgkznk9wam03VF0rQBAbqSS9lG5VB3CEHoCTwPXHXmvk621/ULYDbP9CV/qK2bX4ia3ahQsuQP9tv60ckHqpfgbxxEeSMJx27H1pZ6TZ3tvbXzxB5ZFDyZPDE9c/j+FT6jqVvpsH7+3AVQQmRlPTqAcflXztoPx51nT2ghuY0ltkAUoygjH1ABH617/oXiPS/F/h4XtpIPLlXY8ZPzIxHT9eDVOFle90c0qnNLUS08QMb22t57RUhuARBNCwdCwGdmexIzjOOlZ/iTxBZaNNC8xnaO53FVRAdjDGT1HXI/KpbTS5dOhRpLt23MD5IYMAB0yf1rjfiW2BphA4Pmf+y1nUbhFyR20KEKlRLobcHjTQ5cZuZI+cfPER/LNYPiiObV7iXWIzs0a0td/wBrYHawGSQo6lieMVx1nPaw5muYjPt+5bhioc/7TDkL7Dk+3Wuy+JF9JafDUW52xmZ4IfLiXaifxEAdh8tZ03KurSN60Y4R81PfzPFLi6lvLlp5WJdj0PYdh+FT2x64NUB0qWBmViQePSvQguiPJnJtuUjZjfAHFTxzOj7kZlbpkHFZsdwc5K/rVmO4HcNWvJLsQprubMd07tlmO4YGfpWzputX9pLGYL64jAPRZTj8q5iKaNm5fGa0FKoVIdducD5qzlHTY0jJPqe46FrMetW4s9RRHlI+Vyow3/16LPTLqK0MU/lG0DLgPHzkHOQB0Ixwa87l8SQaLHCTIDMoGFB5z2qtqHxL1q71COJFNlaschQ25vxY/wBK4JzjFanoQw8pSahsN0ax0m5tvNutegCKSWYqUIXsDxyafq/ifw7pvhy5j8O6/dW9+xBJWJh5gHYkgY9j25rzCLUbEgCe3hC+gLEH8OlOvJ9JuAzJGYuCAIgAAMc4GKmEFEVWtOa5W9BJ9WutRm33V9JPgfeml3f+hGqsl9bw4xcIGzzjH9KxbmWAYKZEZ4Cscn6mq6+WTkKpFdsKttjzJxfU6aPV0K486r9nqKbsmdc+4rkYxk9MD2FXF+XsMfSu2Fa+8Uc8oeZ1LQaVPqFt51vE3nS7WYAgAkdT7ZqxZ6Fpk0lw8dnEk9s6n5l4bJ7A5zjHNc5ZXb2lwk0YUsv94ZFbB1ya4RY5GChSWAQY5NUpXnflVgbSha+ptnTIDKGfTbRmzkHyQMH2rq9O1nWrYxxR388MC8bfMJUD+lcHb3+9gGkcn0zXpHhTwVquqqlzcb7SzYZDS53OPZfT3NdUsRQUfegrHMoVXopMyvHl7f6vHpoeT7UU8zaYxkjO3rj6VP4UDaTpMiXEFwJZH8whYWYBcYHIGOxq78Urx/A9jpEWkW1u0lx5oaafadu3b6kdc15xH8VvEUf3ZLHI+Xi2QjH15FeBUcPbupDY9ylVksMqUun+ZkfE+4a58UTyc7OFAZcH5VA/PrXForIyvGRkeorsNZ8SyeI7ua41eBJ5JCCZEIjbIGOgGOmKyPLsCihYim05wXz+daKzd2YOPYpwXzR52Q4kIA37qc811Io/eBX67geatG1ssbhI4b03LinR2Ns7EpO273K/41u5zlHluZcqTuY8kswky7ZNRSlSRjtXZJ4MilKlta04P1ANyM/qBUN74Nt7K1Nw+p2k3zBdkFyjuCfVRziud0ZFqXQ5AHBBHavsj4eTbtFs/wDbtgce4NfLo8MW4ZWkuJkQH5h5ec+2RX0J4B8R6LbabYQy6lbwSQqUkWeQIec+vb/CtoU5RpSi1vb8Lh9q/wDXQ9PuJooIHklkWNFHLMcAV8w2l5HaSNO0EdxMCfLSUZjX/aI/i9h09c9K6Hxz4g8YXGqyCS3W50uORxC9o6vGVJ+VvlJOcY6jIqpYeENSaaOWWIbFbcUzgsBzjnHWvMqxldaHsYRU6UG3K9ztr7xLa+HtGgm1i+3XZhG0Hl5Hx0VR0GeOwFfOmoQNqN9JcSS7S3Y8/Xn65rQ1zWZtX1u6u712813IK4z5YB4QD0HSsqa7jib9whY+sgGPyr0N42ex5E5JyETR4jybv8Nn+Bp7aKjACOePPuSP5ioY724P3ghA9qtRXzE8x5+hrSEINGbkyle6PcWkYlO1o843K4YD8qoEbSRwa6+2v41bmFmHoeRWlb2X27S1l+xQSjzmREKgEjsPzNRUoJarYqE+bQ89HByODXrXwK8TzaX4kk05wZILhOEz0Pr+B/mayWtI9PkktrXYkYO4xOiuFYjnrmpdNuX02+S9tbWzS4jPEiQ7f5YFb0sFUWu6ZnKtC9mfTMenSSJ5sRQI/Kr0IB7VwPxNsbhX0mNIXYESnIOQD8nFU/D3xR1tQkNxpkN3Gp5ELbZMew71B8Q/HsF5/ZV3o98kEkAlWaG4fy2ydvy4IOSMH8+K5cXSqxi4yWh34bEvnTWyMXTvD2oy3EMkls3kqwZsEElQcnA9an+LeqGXSNNtPs88JkuGm/eptyFXHHPPLVx8vxG8WRO1wmr5D8CKIIwAH/AP61Q1rxTq3iNLT+27uNxbFljGF3gMAScKBxwKww8VCXKnuXiq8qqu1sYwLAHsB3qD7ayuREAV9+9F7fRyDybfIj7k9X/+t7VWTA78mvRsoy0dzzOZyWqNOG/YYLx/ka0YbmOTodp96wlb3q3DMvqK6ack9zGd0tDc2nbwVPp8wp7JOtuQA7AD5cc1lLMCOv41etpNrjDnPtXQoJ7HO60kR21m9/MqSs2cAkiu313TdG03RdMjENw2qvaG5lvJZ/k2byMYPU8e2Md6qaILaW4y4CyEdfWvRNT8Hv4q0LRZbcRl7BpMoQASD05PbI6e+a8jF4WVOLb7nq4LFqVVNu3c+efsIHv+NL9lAH3KwRqV4OlxJ+dO/tW+/wCfqT86wU4obbZevNO8z5lyrfoaymhliblSCKlbUrxutw5/GmNdzt1lY/Wk3BiHpO4TDK2ezA44p4kY9Lhh7Ov+FVvPl/vmjz5MffNXGpFb3E0WsXZHySlv91qsWl5cW0gM0ZZf9oVm+fL/AHzThdTr0lb86tVYLXUXKeu+F/EOm3OY59F0mYyLscSRFWI/3lPB98Zr1+z8aLpWipLJoGopYQEq0kLi4EaDoRj5tv1Ar5Gj1C7hk8yOd0b1Xiu58D+JfEWqa4NOPirUbENDI0Zh+Yu6qWC+gHGcn0qalWEug4xsjuvjZ4m0jW7Dw7d6VfW13A/2gFl5Kn93wR1B9jXi1zLGFDRnac8qOlVr/ULrUruS6u5jLNIdztgDJPfiqxNYO19C76WL32xUX7hJ9Qaja8BPCY/GqlFUqjWxNi6t7xjZn8atRX4H/LL9ayQSDxS729a2jipxIdKLOjgvmkuYAikgONwz1XvWirKguPtBHks2IDnJznJz+FcYJpB0c/nThcTDpI351axcubmYeyjy2OxDwY+WZPf5iP6VYT5yPLlDZ/6ada4kXtyOkzVYttb1GzuEuILt0lQ5VuDj8xXSs0kun4HO8JF9T0nwz4L1zUdbs7u+tlfS0lDzCZuGUc4x1Nc9P4r8RQymeLXroyO3CQzyLjHtxj8q3Nc8T6xZ+GLfVdK8YazMrXJtc3MaxrcEJud4h12qcKdw/iHuB5jJdzyyF3kJY9T3rhxFZVXdI7KXuKxcmmdriUzMTI7l2YnJJPJz+dV5OGyDVcyMTkmk3t6mpVTSzJc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", "info": {"video_id": "187711", "label": "opening box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "187711", "label": "opening box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c08282bd0da0919e8876e8c06cb49482f7feecaa1ca97ecb6b3a3eb3edbb9e1c"} +{"episode": 28344, "episode_seed": 2898525997, "split": "train", "timestamp": "2025-10-13T03:07:18.760841", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2898525997, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'approaching coconut tree 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": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69351", "label": "approaching coconut tree with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "69351", "label": "approaching coconut tree with your camera", "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": "60a51cde4e2a8cfb1913332814f4d6f5d7fd69cc4435cece4833299c8bd0e8c0"} +{"episode": 28345, "episode_seed": 1529782132, "split": "train", "timestamp": "2025-10-13T03:07:20.757209", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1529782132, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 sunglasses 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": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "23856", "label": "putting sunglasses on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "23856", "label": "putting sunglasses on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "28d052bbb27e094126f67143c2fcf265d92d018b82deb97af54491d95b2af501"} +{"episode": 28346, "episode_seed": 2598045961, "split": "train", "timestamp": "2025-10-13T03:07:22.261625", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2598045961, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of pencil without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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PfIPXtXf+EVLQzBmLdOT1P/1q4svjU8qka7o9jE/eIxn8v8a7PwdPDmfeyqMD5d2NoBPGacEorQzruVRXk7s3JoDHJuVSwPBUHFVplCjmGRSDn1Aq7c69odmH+031ihA48y5GV/WsmT4qeGtMtHhTVLV85/1UTyE/kMVk4a3ijnjTvuch40naCe0k8pVVwylimSelYCuhVMyYkc4ZOi8ccitDxj4iXW3spbQvJGoLfvEA447Vh/OzkuT83+s+Xp6VUddTqjFwSTNYSt5C+bIWhL8InBB4xye1WLSaSVVUOuwOPlbBYnvg/wCe9Zu8eRIXiZyw2sFXkHtipYRGscZT5EIA5PQ/3qdtRlq4SQxOuFRX4Lh/vDP86m0HxbY+ELp578XU32iHC+UiswIbODyO3eorkq9o+6NyxXA2naVPYfjWXqthHdJamZQFKkLt4JP+eKtK7Jkk1ZnRXvx0tlBWy0Sd+MA3FwF/MAGudvvjR4hnQrbWthaA99hkP5k/0rBk0C1W6QMJHJzuAOR7VFqWhotgr28RLhsDHUjvT5RKEL7HdX/iS5v9MzNfSPuXkBsfoK82uJfMkcszNz1Ziazze3duojDttAwAwqH7VKTzjk1zqk09zvdSDWisWt5J/Gu0R5RM6yBjHHyxLE5B7fz/AEriYlaQfKOvNdXCsu53eQMnUruPQHFUkYVHc0VkjfeoVkRuSi8Ar6/ypZrhIXKKFILEqzLktn1Peq8ClDyM4wfvfwntVsea1zGFVHVQQDnJGR0/KqaMi7BIhVkSaTcCo3N8x6dQfT1qOaC3e8j8wCWTcM4GOOeVqGICNwBnaOR2yueasvKxvoVYxqY14I6gHkc+nSm0I6/wrYQywXUjRLzJ6e1dHFZ/ZyyxwqytyAWx+dYPhS6tbeyuBLOikS7su2M8DmtS58YaBbJsOoQMRyQgLGnOKkckoPnbLpjdSmIGBIwD1BrzP4jaE91drdIgSUKFLjAGOwrqp/ibpTTxWkP2uQueGEOxT+Jri/GHiE3D71hOMYAZ84rKUuX3Tpo0JP3oo88BNuoMuck4ya6LQ7kCGff80R27gGxnrjn0rnb6cz4LqvqABWlolyi210jICCFA9e/ShK7Ot3UNTq42JSSSFlQE4YOd2454/QYqws8ohlUgLHgAyScsnuQKyBKrIjKAI8BcZ7461eiIK4dztHD4bqfWtLaHOXbWbZG8UMYfA6r8pHPH5/096i1HTIL2RmEEqT4+R4sqG4/z1qrAuLdXWVpFYncfbPFacUnmRss0hXOQxH94d6LaAm07ozLLTdQt1kMepzL5bAb2wQB7jrUkOra2ZGi2w3EYO1pcjK9s4P8AjV+xkzbbw29ySxOMKff8OlSXgDW2dxDqcxsoySfb+VZSw9OSu0dMcZXirKTJo5GYrkNu2kO5G5Sfw6nnHtTZFkdYmbFuynKAP94+v/1utOtyhCFC6jbkEjlBxlqbelVtG5dWABj2dv8A9ea3adjlGeYzSYCNgKeSpI3A8gEevrXeJGXs7aYqCVQcHtxXCxMuEKMyrj5Q3VQRz+HavRrBd+m25AJHljnFK11ZswrX0seERxlJ5X8zdswSuT/nmrUbEAMccYbGex7VWt4hFOshAY7sNsbOfpVnzljCN5bMpywAOSPqO1SmdBaiAN2u252uqbsDofT+dTysUZHVflHzAE9u4/E1UgHlyBk2SydQFH3vbPt6+1WDO+/iDc2/mP8AiHuT0oTAf9qjN/GAjOSm0E5wpPbH51qqTG4QFWO3hepY9ia59442DHLb2PzKeAje3fitWBHCN5UoDhxuMnOe2R+X9aaYiYiNbxN0T58sgyY6E9B9ODTxhklEi7hndIrD+LnAqJAkZZDvMq8vKjZL89cf0/pTXkuUctLGySE/KI+VY5/iPTv37UJgQSwWq3aGWUBpVyV2cA9Of0FZ+p2KyWkyBQhILAAcr6D6GtaQB3H2rHmyD5SnIx179D3qtdzO0QLAbNvysRgygHAwOxoUtRHJ6dcz3gEBJjeIhTzjIPb9K2kdmbDA5B2tz1bnFURY772WXYUdiCFJxjn9avhozHvQMVVBvzxj3HqaSstEaNuWrJSzNECJxGwYLnOct61ffcsRUncVG1m9u1Zu1Jzv+VU+4A3XPc4q6J/lUGLYQDgucBvp79/xovqSLNeJ9lCy7iwcBkUn5iOp/nVyeISRRygKqs2ef4RzwKzSEldHYSQkD5Uxyw7n/PvV2CJTbKyEl8MUVmyoHp+lVFu4Fea3gWSB5WZBv27fQe9LJGG3qikkjjj+H+8PerT7ywM5bzGHyeWRtAxznvmomeUvko4hAx5ig7yPoBnGT+nvVc2orHH69ZRtF533cNgADqPWudaDDcdPX1r0G/gaWAtcjEQ+7gANntkf4VyV3bmCQoBwp5Yjp7VLepUWVIUG5Pmxniukt1RWlliYM6t90jr9K55VUsM/L6cV0tsgjcPGgkbGCqjB6df8+tTezG9SaPMeMEEqcg465HP5VYtxbtduULl0UbeODVcOygGOMOu08gH93nrn1/8ArVPbkpIvkuWI5DOMAjv/APWobJLLs6SLJGcsOQAOhPb8KZFeA3xAVUhfCFmIye/WjfcFlCeXvzyrD5R7g9TUP7hmMaoMs2JA3JbuT6f/AK6dwNlCkhZVPmgcdPuj296hjijjluI4bcoWYbWxweMGljQyBVil8kNuXCjOfcelRh41by0SKKUcLtYj/gXP4022IrahZyXEEcsGElQ5jB/h9c+xrk9Zv7wnybmEhl7jmuxlicJIrurfNhpRwydsAfyrE1u3QR7WXeeX8xhyT1x71Mkm7tGkKkoqy2OPe43DBBFbOgyyeXcmJNxBQ4x9ayJ4iG5weO3atPQEYrcxqxXJXLAZ9aLJFOTaOmSRvlV8BsbW+XoPWrSM/kuEVd23acjt2qugDIskhy7fK6jrj6U7AkUBWLgj94VPGO1NvQyNBMi3BkjVWPJVehz3/ChZgLKU5AZUIJZc4HYgd6ZFKixrGWczAbWXqSMDv06c1DKsdyrCFhuXmTfxgA9DRfQDVtmD242sZUI7D7zYz+VSXCxtDLlzHtTczA9x0x9KzrETL8iyL5If7v3S3qoPp0q/ulYBZg0MIJG4KGLHIxnrgE/5FO+gh8e0RQiORSAgbJ78cipHYzwuqMELoST0245C/pmq7TLH8m3eAd2VGAnpux09fpmlNwzySQlEZXI3zIMhc98Z6jj8/rRfQQsbH7KjecJWccMCR3yR+Nbq/Ee10WxijntLslRjMOGGO2eeK58LDaxsBsMUg2jZ1yAP04rO1C0S5BhBxJndKhOMY5xSumiWkzKtnaJdzNliMMduNoNWEl6kEDPyscdD6+5qsrLgbug+U8fypJfkibLqrAYO7mjRI1J7bcod0mD7WIRQOAO/86tK5U8MR3QnsKpxK6BVZVWT74Cjj8amjZeMA7WPyD/aoQidDH9s3fZz93buY5Gf8cVowAI2N4Oz7uP4s9ay0N39pbO7yxls8dT1q3DcBGyCCsbfJkfe5qogW50hF1atK5DhiGI/iOM/0z+FWCN4ccnfweP4PX9Kz7nylaMSKxwDtK9MnBFWElYFtgfc3EYz25yPamt2IhuUBt5UdipHMTkY4B60krqo2I6sir8rHqM/1FNvJEKSgs3khcRn8QSKoaLCNW8TvpjarNbxFZTCY03l2VCQvtwOSfT3pdRDLkZnGXViCRjb97FL54kcNgFuq8c+4FZWm3UtyjCWRn+VSue3cirwGfmUjB5HYA96TsWtiVv3t4D5yKrrlxjJwOn+FWhK5GXLY+649PTHvWbATveV1j2Biu9ev+e1W1Yg8g7kHzf7v+PNJCJrh0ZEEqtIwbqp4wOv6da04wrD5WVFfggc7aypGuB5f2dSUPyjIHCk9avRS/NsYjMnEmR93niqjuA66CyWjtIxTaPlYDOAO9P+RTGYidqj5c/3vSoZ3jeBmkB2tgYXnoRmmxNGqIV3CED5vr2qvtEsSWFSCkm7yyDv+Xox7VzWpWypbIyyBzk7vbmullkOR5mQCcyj09K53VWSPTJPJly5YAjuOT/UUpbgmzExuwGbA9a6KNzEmCzHPDEnv7e1V9b0fTLbw7Bqum6lezq90bUm5gEa3BCbneIZztU4U7vUe4E2/Kjdk7vlPPWotYsnE/BLsQpGG9sU21CCIujuWLHOePl9PrVadhHGR5m1s44HUjv71ZXcnyl9zKNwf+lLqIto2SAD1PykH/x2pUaQXMjGJVUjblRzgHn+tVojuZQqj5/ujP3DT4YZBPK3mAovVA3Iycn86YGjHgRjazAnOz/dz1pJJreO+iLxgsVIHP8An8Kgt5WXJG7JJ2Keflyc0lxIiTRDyww4QMD1IOf5fyq3sItBQ2c4YD535+8P/rZrMv440tNsyggsHBBycelXQzEbQVBbMn8+KpXbgK7tGHRyHA9ADyPyoewHJ6nbiO6YrnaTlc+lWNBZlkmRFPzYzg49etaWiWema54ni07VLq4tbaZtkcqTRRrF3JYycYxngck4HeoLOy/s/W9WsXjmj8iYxBLgKJFwxA3YyM8c4OKhopPQ2AyEgoCHIPzA4JPfP+e1NkyvltbxfK+FIHAJ9T+PeocZII/i7deR7U3cWuhuSQbcNkHj3odgNLzSIwjKDsO0/X1omZfs53OE8s7kYLnPvioAx9QxHGB/GKc8wghDYWRQ24/THT8DR0EXoV2rGULMvGWPdsVfdTJEyucYB3Ec/NWZDIEWJzGAv3SgPcg81f37YsbmBVSGPUbucVp0ES2pl+yRbp1Z5DywPTn/ACKHJGCgCRudm3oF6c4qlaMIoQElDAnGM5wvU1dnuAInYYbH7vGOvvQthEUUUkHnbgGjBMSY9D0/DtTZlV18naNjtgMxz9c+9ZurNNbWlxPFNjEqqCp57f407xBo2s6DoWl395cXImvfMEsLIcQYCFATj7zBs4/qDUpBa5z3nuLgDIILMuCOBgdfrUr4nu5kcfKi5GPWiis2WXCNkCAf3gOfpTgx8y4PdD8vtzRRTQhsFxL9tl+b7wIP0BH+JrRgY/aFXtHJgfjRRVxBl3yo2gjLICfN7+x4pXGyabaSPLAK4PTNFFHVkkUkKh2jySqx7gCe5Fcub6bQdfN3ZbfNhdtnmDcOVKnP4MaKKfUZRtGaJWCHHy5/LitSVy0SDAXc5XjjAoorOW5aJrdFjMqqPlGcA89hU0Zz5AP8Z+b35oooWxLEnnkR4wDwjEqPTBA/qaveYwOc5MoO78DRRVR3AuMiux3DOYlP41GYkRLZFG1W4IB9OlFFV9okgdSxjyzHzGKt9BWPrlvHFYTOucmRcgnr1H9KKKHuBmeIPFcmvwW8Muk6Zam3RIopLVJFKRqDhAC5ULzk4HJ5qSKaTzEO4/vB835iiiokUHmmSaXeFPJUcdBmtXb+6jOTx838qKKlbgMSVv3vTlh/OnWuTOx3H5uoz15ooquoFqGRleVgeY2AX6EnNW5T5f2NQBhp9hyO3JooqpbCYy4ABnOB1Hb3qGdFH2khRwpwMcCiim9hHPnXTo9xOn9mabewzlZDFeW+8KyD5SpBBHU5GcHuDTLLUbrVLzUdRvJPNurhxNIxGAWJPYdB7UUVL2KRq8iEuCctgmoLCR5JmDMT5gG78zRRUsC8uVQuDyh2r9OadNK8EDJGcBWGD35xRRTYF9gHuFyo+4e3sas26Bo7cZI3gluepGcUUVothMYqCC3coT949fehpmzjghFKjPpzRRRHYRhan/qG/wCAH9cVTvfEGqX+l2un3V5NNBbSPKgkkZiWbGc5PONvHpk+tFFJAj//2Q==", 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", "info": {"video_id": "98077", "label": "lifting up one end of pencil without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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/uNxv4RHgbRHEQdx7Hjr1/SrqtKdm2HeSpyCcFfx7n6VUhEaXkio0m3GVIX5UP8WP896vKAEXBK4Xgf3R/e/GrpwUY8q2MqlSVSTnLdlVcwqwWVpQSSuw5+Y9cCt7wqWe5kBXaGiH8JGPbmue3p9ulEbTDgFc8qpPJH5c10vhQg3zAHI8shR7ZqomNX4WZfjgPaJaGNSpTzDlemOM/wD665ZZY5Ii828swygHBwep9+ldb8TTMi6cIwQW8wc8f3a4hTMyIzbt4HAyMY5zUKKTHSvyK5pIw8t2E3AAGxPlDj04p1tdAu4jkESBeTndwegx7VBbttGVUtsGVBGfl70RIvk7hD5bK5JU9W9qLamhqzoZkYOYTHhcl8sV46+4rNttAsA0wEajG3gcEn2OeP8A69W7Zwicr5iqDgEdV7mpLH5bZ9qbACeWOSP/ANdVbUE2noZjade20zNBe3FrDuwvmDdnnpnOR+NbmmDa8ISVjHu+7xj659P8KZcOhs3BUOGTlX9+5+tPsZflg3lAcbNy9ABnj8cUowjGWhU6k5q0nc9NMAlgGepHWqhRgvzQudvBYGry31jDaI81xFGCo+Z5guOPes268beGdPuEkOqaahTB2iXzM/lmpnFSd7HAoMq3QzDLGIWOQSFevJFeVZ5FkDGOM5Ylicg9v5/pXp+o/FDSNWkeCyuzJIEI/dQMo/Nq8mjWUvI7yBk6ldx6A4qY32Z006bir9zQWSN96hWRG5KLwCvr/KlmuEhcooUgsSrMuS2fU96rwKUPIzjB+9/Ce1Wx5rXMYVUdVBAOckZHT8qto0LsEiFWRJpNwKjc3zHp1B9PWo5oLd7yPzAJZNwzgY455WoYgI3AGdo5HbK55qy8rG+hVjGpjXgjqAeRz6dKbQjr/CthDLBdSNEvMnp7V0cVn9nLLHCrK3IBbH51g+FLq1t7K4Es6KRLuy7YzwOa1LnxhoFsmw6hAxHJCAsac4qRySg+dsumN1KYgYEjAPUGvM/iNoT3V2t0iBJQoUuMAY7Cuqn+JulNPFaQ/a5C54YQ7FP4muL8YeITcPvWE4xgBnzispS5fdOmjQk/eijzwE26gy5yTjJrf0a7MSSNwVJVSduT3xWBfTmfBdV9QAKv6LPIFlWNAcFSeM4AzStdnW7qGp1quhVMyYkc4ZOi8ccirQlbyF82QtCX4ROCDxjk9qyfnZyXJ+b/AFny9PSrm8eRIXiZyw2sFXkHtitbaHOaVpNJKqqHXYHHytgsT3wf896ZcJIYnXCor8Fw/wB4Z/nVWERrHGU+RCAOT0P96rdyVe0fdG5YrgbTtKnsPxotoBLoPi2x8IXTz34upvtEOF8pFZgQ2cHkdu9Wb346WygrZaJO/GAbi4C/mADXO6rYR3SWpmUBSpC7eCT/AJ4rBk0C1W6QMJHJzuAOR7VfKQ4RbuzevvjR4hnQrbWthaA99hkP5k/0rXv/ABJc3+mZmvpH3LyA2P0FcLqWhotgr28RLhsDHUjvWAb27t1EYdtoGAGFZVablazOjDunC/umhcS+ZI5ZmbnqzE1SLk5+tVvtUpPOOTU8atIvyjrzU8jRrzo7GOWYTSb0Cx92x6/4VZifO0npjaeP4fWqtuHaY+Y5CS8MCMY9qsjyxgO4AxgnnDAdMetaJnKW4zM1yu6FGVVBPHIx/wDrqRnWOcZzt5VmA6j1/pVW3zHL5s3mKD8r5PQE8f596sPPBtVpGbyzwrkcEelCaAsCUHUNhkVXCLtRR1PQZNXhtIZpEY8fMehJ9B+NYIhlimEisglJBTjJ9ga14muVAYDzn3kZ3YAHp7Y9uuacWIcFjW/YmbLmLdt/hz/iQKnjkCjaxUhgWB5/75quCFXzHlHmDmQOgUKcdAfTFIbr93IwjC85MUnDse2Ofw+uaEwJJBI15GTcqnmJ9w56gY5/D+lXtM1pdHvDctCzxlcYDcqo9M+9Zzot4/mSKkcx4VGHI5BDZ75/+t1pk7wTgs42oAFdh03dAPccUKSJaurEXjHxbb+KUgSFLm3NkW3eeMctjGMH/ZrDUGLEfXaNxO7qPSkvLLEnmsVYTHdjfyfTpUkGEjSMD50JwxPynGO/+e9SnqVFWRMCuyRXcKAM5z1B7Vctwwt0CzeaxXeGJ6etZyMsoAxsCfNhxy3Pb296uRymOAKIwY8jEh6fiP0ovqMkW4WKGVXyBtJGOpB/hq1p7iS1V1QR+WuCHPfuSfaqEjecm2ZGiTdxIP4jxjHpn3p1tGiyu+5wNy9G6kHOT2z2p3uwNhiDEWdS6KhJKj7x7j6VFGVFrCCjRqoAdcfdYZwOaSRGTc87JLCjH90pK546++OuP8KVzMVK28ZkUkE7jkD0x69+PYetO7uILqGOYusu1GK7nfGfmHIH1qgsFtJao0RDY5ZmXBXHYgdjVxZJpAyIWMOPmMvyufXGfb196YrogzbKX3qVMeAMqO+exGMUuazEchqzyaVqS3CKdsi/OP7vPSp7cIrSyxMGdW+6R1+lXNWj+1wvGQHyAWlUcL7EetV7aMRuGjQSNjBCjB6df8+tJtXuXzNqxNHmPGCCVOQcdcjn8qsW4t2u3KFy6KNvHBquHZQDHGHXaeQD+7z1z6//AFqntyUkXyXLEchnGAR3/wDrUNiLLs6SLJGcsOQAOhPb8KZFeA3xAVUhfCFmIye/WjfcFlCeXvzyrD5R7g9TUP7hmMaoMs2JA3JbuT6f/rp3A2UKSFlU+aBx0+6Pb3qGOKOOW4jhtyhZhtbHB4waWNDIFWKXyQ25cKM59x6VGHjVvLRIopRwu1iP+Bc/jTbYitqFnJcQRywYSVDmMH+H1z7GuT1m/vCfJuYSGXuOa7GWJwkiu6t82GlHDJ2wB/KsTW7dBHtZd55fzGHJPXHvUySbu0aQqSirLY497jcMEEVr6CGleURvsOVB5xkc8fpWVPEQ3ODx27VqeHbfzXuMfeUrg7setFktSnJtHTo7M2GByDtbnq3OKmLM0QInEbBguc5y3rUQaMx70DFVQb88Y9x6mnbUnO/5VT7gDdc9zihvQzNJ9yxFSdxUbWb27VHNeJ9lCy7iwcBkUn5iOp/nSCf5VBi2EA4LnAb6e/f8aiISV0dhJCQPlTHLDuf8+9O+gjSniEkUcoCqrNnn+Ec8CqU1vAskDysyDft2+g96sQRKbZWQkvhiis2VA9P0p77ywM5bzGHyeWRtAxznvmqbdhWKskYbeqKSSOOP4f7w965TXrKNovO+7hsAAdR612DPKXyUcQgY8xQd5H0AzjJ/T3rOv4GlgLXIxEPu4ADZ7ZH+FNyBaHnzQYbjp6+tWIkwVw2M5FXLu3MEhQDhTyxHT2quApYbuPTjrWZpc6q2k3pulU4blQxzk+pqdRG4ClN3y4jB7fT0qsoUgAYGR6gYI7+1IzMsLMFY554HQ/1p6JElq2klQmSRDhWKZJyWPr/Ln61ZSTbIW2qXU8gd/wDaqhbsFiGAwBOSrnkg+lWEPzZLA7eQf7w9KSQiaJY/tcirKWwNwRVwNxrSti6g5/hY5z/e5xWVDOHuXjMK5GfmHueP8+1aFrKv8QOEyrEHqecGrhsIn8tvt8QWYIrD51Prjjj61YJMuc43M21TnlPX8DWdcYNzDum2uo5ye+cH9KuQzgK+Wzn5Bx/D6/pVLqBFMssyCRGXzVYJt/2SMH/H8KlkBBC7MyJhFGflJGf6dKguiZy6KyqVdY93rz1qjpcMmq+KJdLm1Oe0VlkMflLu3OELAew4PJ9Md6m2oiDVlDzRSghFctuwuSACKhE2QqNgAfLjHT0NZ1peTXBLTyM+ABzzjPpVsYPXt8rdh7Una5S2JJ2aQxfvRHIG24PX3/GrIZlG1WOF5Q9MjuaoKHa4YjynCKC2RyPSrKnO0Lk7jlM+vvUoCw7qYWGwyIeFTPTPY1YttohjZFCFBjaepPeqZeVoN1uGJyCRkctU0UksUcbSE+aMYGOuc5qluBrxhdm0vuiUdR3PaorMRLabI2ZvnIfjooP9MYpkMispUYIjOcjqc1BbGMRlYFkV+Ac8duarqIu3COTvXduPHA4KAdf0qr+6iup5Y5OwZIz39asSzMULR7s9Ic9x3FYOrXAghaW3mZJhs2jPsf6ik9xF24OUIDqBgKQOp/2qyY3MSlSzHPDEn+XtV/Wbe3t/D9vqenavfTA3JtQbmFY1uDs3O8QHO1Sdp3eo9wM7flRuyd3ynnrSZUScT8EuxCkYb2xTbUIIi6O5Ysc54+X0+tVp2EcZHmbWzjgdSO/vVldyfKX3Mo3B/wClT1Ato2SAD1PykH/x2pUaQXMjGJVUjblRzgHn+tVojuZQqj5/ujP3DT4YZBPK3mAovVA3Iycn86YGjHgRjazAnOz/AHc9aSSa3jvoi8YLFSBz/n8Kgt5WXJG7JJ2Keflyc0lxIiTRDyww4QMD1IOf5fyq3sItBQ2c4YD535+8P/rZrMv440tNsyggsHBBycelXQzEbQVBbMn8+KpXbgK7tGHRyHA9ADyPyoewHJ6nbiO6YrnaTlc+lW/D6jdPwP4eMfePPFX9Es9M1zxPFp2qXVxa20zbI5UmijWLuSxk4xjPA5JwO9Q2dodP1jV7Bo54zBOYwk6gSLtYjDYJAOOuDj0qWikzY88SOGwC3VeOfcCmt+9vAfORVdcuMZOB0/wqIDPzKRg8jsAe9MgJ3vK6x7AxXevX/PapYM0hK5GXLY+649PTHvSXDoyIJVaRg3VTxgdf061CrEHkHcg+b/d/x5qSRrgeX9nUlD8oyBwpPWm9hGrGFYfKyor8EDnbUV0FktHaRim0fKwGcAd6bFL82xiMycSZH3eeKSd43gZpAdrYGF56EZrToIm+RTGYidqj5c/3vSq0sKkFJN3lkHf8vRj2pYmjVEK7hCB8317UkshyPMyATmUenpQtiTmtStlS2RlkDnJ3e3NY+N2AzYHrW3qrImmP5U2WLAMO45Of1FN8ReEtR8O6BpGo3rTLPfmQzQGMgW+AhQMf7zK2cdunXOIsWmWB80zxnpjd7k1DeyPvKbiFIJOPaiipewy8pLIkhJ3H5SfbFTL8jkj/AJZMNv4miimIltZnke6VsEADAx0q1axq0kKleGViR69aKKuGwMmaISrBKxO4sWz+OKQytFI23+EbOfQ5oooW5JUu3LRYIHyocfnmsOPUZ9I10X1rs86Jm27xuHzJtOR9GNFFHUEUbRikZjU4GVXPerSXL/2e8hClhjt15NFFRLcos2sSrIrDOSBnJ61K7lYpSMZEmB9OaKKmIC3TFUManCNtBA9xzVmC4kaCKZjlgFHT1FFFXHcDRtFBESEZHmkVIY0jgnkRdrB85Hr0oopvdEg6YVyGYeUoZBnoTisbXbaMaesnJYFe/rnP8qKKGMpa34nfX4LeGbStNtjAipFJapIpRFBwgBcqBzk4HJ5qlFNJ5iHcf3g+b8xRRSkMPNMk0u8KeSo46DNau391Gcnj5v5UUVC3AYkrfvenLD+dOtcmdjuPzdRnrzRRVdQLUMjK8rA8xsAv0JOatyny/sagDDT7DkduTRRVS2ExlwADOcDqO3vUM6KPtJCjhTgY4FFFN7COfOunR7idP7M029hnKyGK8t94VkHylSCCOpyM4PcGq0GqXmpahfahdTF7q5bzpXwBuY5zx0A56UUVL2KRrSuWiQYC7nK8cYFTW6LGZVUfKM4B57Ciio6lMmjOfIB/jPze/NJPPIjxgHhGJUemCB/U0UVTJL3mMDnOTKDu/A1cZFdjuGcxKfxooq+gmRmJES2RRtVuCAfTpUDqWMeWY+YxVvoKKKa2EY+t26RWMzrnd5i9/qP6Vh6h4k1bUtLg0u8vZ57a1leVBJIzEs+M5JPONvHpk+tFFStho//Z", 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", 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/uNxv4RHgbRHEQdx7Hjr1/SrqtKdm2HeSpyCcFfx7n6VUhEaXkio0m3GVIX5UP8WP896vKAEXBK4Xgf3R/e/GrpwUY8q2MqlSVSTnLdlVcwqwWVpQSSuw5+Y9cCt7wqWe5kBXaGiH8JGPbmue3p9ulEbTDgFc8qpPJH5c10vhQg3zAHI8shR7ZqomNX4WZfjgPaJaGNSpTzDlemOM/wD665ZZY5Ii828swygHBwep9+ldb8TTMi6cIwQW8wc8f3a4hTMyIzbt4HAyMY5zUKKTHSvyK5pIw8t2E3AAGxPlDj04p1tdAu4jkESBeTndwegx7VBbttGVUtsGVBGfl70RIvk7hD5bK5JU9W9qLamhqzoZkYOYTHhcl8sV46+4rNttAsA0wEajG3gcEn2OeP8A69W7Zwicr5iqDgEdV7mpLH5bZ9qbACeWOSP/ANdVbUE2noZjade20zNBe3FrDuwvmDdnnpnOR+NbmmDa8ISVjHu+7xj659P8KZcOhs3BUOGTlX9+5+tPsZflg3lAcbNy9ABnj8cUowjGWhU6k5q0nc9NMAlgGepHWqhRgvzQudvBYGry31jDaI81xFGCo+Z5guOPes268beGdPuEkOqaahTB2iXzM/lmpnFSd7HAoMq3QzDLGIWOQSFevJFeVZ5FkDGOM5Ylicg9v5/pXp+o/FDSNWkeCyuzJIEI/dQMo/Nq8mjWUvI7yBk6ldx6A4qY32Z006bir9zQWSN96hWRG5KLwCvr/KlmuEhcooUgsSrMuS2fU96rwKUPIzjB+9/Ce1Wx5rXMYVUdVBAOckZHT8qto0LsEiFWRJpNwKjc3zHp1B9PWo5oLd7yPzAJZNwzgY455WoYgI3AGdo5HbK55qy8rG+hVjGpjXgjqAeRz6dKbQjr/CthDLBdSNEvMnp7V0cVn9nLLHCrK3IBbH51g+FLq1t7K4Es6KRLuy7YzwOa1LnxhoFsmw6hAxHJCAsac4qRySg+dsumN1KYgYEjAPUGvM/iNoT3V2t0iBJQoUuMAY7Cuqn+JulNPFaQ/a5C54YQ7FP4muL8YeITcPvWE4xgBnzispS5fdOmjQk/eijzwE26gy5yTjJrf0a7MSSNwVJVSduT3xWBfTmfBdV9QAKv6LPIFlWNAcFSeM4AzStdnW7qGp1quhVMyYkc4ZOi8ccirQlbyF82QtCX4ROCDxjk9qyfnZyXJ+b/AFny9PSrm8eRIXiZyw2sFXkHtitbaHOaVpNJKqqHXYHHytgsT3wf896ZcJIYnXCor8Fw/wB4Z/nVWERrHGU+RCAOT0P96rdyVe0fdG5YrgbTtKnsPxotoBLoPi2x8IXTz34upvtEOF8pFZgQ2cHkdu9Wb346WygrZaJO/GAbi4C/mADXO6rYR3SWpmUBSpC7eCT/AJ4rBk0C1W6QMJHJzuAOR7VfKQ4RbuzevvjR4hnQrbWthaA99hkP5k/0rXv/ABJc3+mZmvpH3LyA2P0FcLqWhotgr28RLhsDHUjvWAb27t1EYdtoGAGFZVablazOjDunC/umhcS+ZI5ZmbnqzE1SLk5+tVvtUpPOOTU8atIvyjrzU8jRrzo7GOWYTSb0Cx92x6/4VZifO0npjaeP4fWqtuHaY+Y5CS8MCMY9qsjyxgO4AxgnnDAdMetaJnKW4zM1yu6FGVVBPHIx/wDrqRnWOcZzt5VmA6j1/pVW3zHL5s3mKD8r5PQE8f596sPPBtVpGbyzwrkcEelCaAsCUHUNhkVXCLtRR1PQZNXhtIZpEY8fMehJ9B+NYIhlimEisglJBTjJ9ga14muVAYDzn3kZ3YAHp7Y9uuacWIcFjW/YmbLmLdt/hz/iQKnjkCjaxUhgWB5/75quCFXzHlHmDmQOgUKcdAfTFIbr93IwjC85MUnDse2Ofw+uaEwJJBI15GTcqnmJ9w56gY5/D+lXtM1pdHvDctCzxlcYDcqo9M+9Zzot4/mSKkcx4VGHI5BDZ75/+t1pk7wTgs42oAFdh03dAPccUKSJaurEXjHxbb+KUgSFLm3NkW3eeMctjGMH/ZrDUGLEfXaNxO7qPSkvLLEnmsVYTHdjfyfTpUkGEjSMD50JwxPynGO/+e9SnqVFWRMCuyRXcKAM5z1B7Vctwwt0CzeaxXeGJ6etZyMsoAxsCfNhxy3Pb296uRymOAKIwY8jEh6fiP0ovqMkW4WKGVXyBtJGOpB/hq1p7iS1V1QR+WuCHPfuSfaqEjecm2ZGiTdxIP4jxjHpn3p1tGiyu+5wNy9G6kHOT2z2p3uwNhiDEWdS6KhJKj7x7j6VFGVFrCCjRqoAdcfdYZwOaSRGTc87JLCjH90pK546++OuP8KVzMVK28ZkUkE7jkD0x69+PYetO7uILqGOYusu1GK7nfGfmHIH1qgsFtJao0RDY5ZmXBXHYgdjVxZJpAyIWMOPmMvyufXGfb196YrogzbKX3qVMeAMqO+exGMUuazEchqzyaVqS3CKdsi/OP7vPSp7cIrSyxMGdW+6R1+lXNWj+1wvGQHyAWlUcL7EetV7aMRuGjQSNjBCjB6df8+tJtXuXzNqxNHmPGCCVOQcdcjn8qsW4t2u3KFy6KNvHBquHZQDHGHXaeQD+7z1z6//AFqntyUkXyXLEchnGAR3/wDrUNiLLs6SLJGcsOQAOhPb8KZFeA3xAVUhfCFmIye/WjfcFlCeXvzyrD5R7g9TUP7hmMaoMs2JA3JbuT6f/rp3A2UKSFlU+aBx0+6Pb3qGOKOOW4jhtyhZhtbHB4waWNDIFWKXyQ25cKM59x6VGHjVvLRIopRwu1iP+Bc/jTbYitqFnJcQRywYSVDmMH+H1z7GuT1m/vCfJuYSGXuOa7GWJwkiu6t82GlHDJ2wB/KsTW7dBHtZd55fzGHJPXHvUySbu0aQqSirLY497jcMEEVr6CGleURvsOVB5xkc8fpWVPEQ3ODx27VqeHbfzXuMfeUrg7setFktSnJtHTo7M2GByDtbnq3OKmLM0QInEbBguc5y3rUQaMx70DFVQb88Y9x6mnbUnO/5VT7gDdc9zihvQzNJ9yxFSdxUbWb27VHNeJ9lCy7iwcBkUn5iOp/nSCf5VBi2EA4LnAb6e/f8aiISV0dhJCQPlTHLDuf8+9O+gjSniEkUcoCqrNnn+Ec8CqU1vAskDysyDft2+g96sQRKbZWQkvhiis2VA9P0p77ywM5bzGHyeWRtAxznvmqbdhWKskYbeqKSSOOP4f7w965TXrKNovO+7hsAAdR612DPKXyUcQgY8xQd5H0AzjJ/T3rOv4GlgLXIxEPu4ADZ7ZH+FNyBaHnzQYbjp6+tWIkwVw2M5FXLu3MEhQDhTyxHT2quApYbuPTjrWZpc6q2k3pulU4blQxzk+pqdRG4ClN3y4jB7fT0qsoUgAYGR6gYI7+1IzMsLMFY554HQ/1p6JElq2klQmSRDhWKZJyWPr/Ln61ZSTbIW2qXU8gd/wDaqhbsFiGAwBOSrnkg+lWEPzZLA7eQf7w9KSQiaJY/tcirKWwNwRVwNxrSti6g5/hY5z/e5xWVDOHuXjMK5GfmHueP8+1aFrKv8QOEyrEHqecGrhsIn8tvt8QWYIrD51Prjjj61YJMuc43M21TnlPX8DWdcYNzDum2uo5ye+cH9KuQzgK+Wzn5Bx/D6/pVLqBFMssyCRGXzVYJt/2SMH/H8KlkBBC7MyJhFGflJGf6dKguiZy6KyqVdY93rz1qjpcMmq+KJdLm1Oe0VlkMflLu3OELAew4PJ9Md6m2oiDVlDzRSghFctuwuSACKhE2QqNgAfLjHT0NZ1peTXBLTyM+ABzzjPpVsYPXt8rdh7Una5S2JJ2aQxfvRHIG24PX3/GrIZlG1WOF5Q9MjuaoKHa4YjynCKC2RyPSrKnO0Lk7jlM+vvUoCw7qYWGwyIeFTPTPY1YttohjZFCFBjaepPeqZeVoN1uGJyCRkctU0UksUcbSE+aMYGOuc5qluBrxhdm0vuiUdR3PaorMRLabI2ZvnIfjooP9MYpkMispUYIjOcjqc1BbGMRlYFkV+Ac8duarqIu3COTvXduPHA4KAdf0qr+6iup5Y5OwZIz39asSzMULR7s9Ic9x3FYOrXAghaW3mZJhs2jPsf6ik9xF24OUIDqBgKQOp/2qyY3MSlSzHPDEn+XtV/Wbe3t/D9vqenavfTA3JtQbmFY1uDs3O8QHO1Sdp3eo9wM7flRuyd3ynnrSZUScT8EuxCkYb2xTbUIIi6O5Ysc54+X0+tVp2EcZHmbWzjgdSO/vVldyfKX3Mo3B/wClT1Ato2SAD1PykH/x2pUaQXMjGJVUjblRzgHn+tVojuZQqj5/ujP3DT4YZBPK3mAovVA3Iycn86YGjHgRjazAnOz/AHc9aSSa3jvoi8YLFSBz/n8Kgt5WXJG7JJ2Keflyc0lxIiTRDyww4QMD1IOf5fyq3sItBQ2c4YD535+8P/rZrMv440tNsyggsHBBycelXQzEbQVBbMn8+KpXbgK7tGHRyHA9ADyPyoewHJ6nbiO6YrnaTlc+lW/D6jdPwP4eMfePPFX9Es9M1zxPFp2qXVxa20zbI5UmijWLuSxk4xjPA5JwO9Q2dodP1jV7Bo54zBOYwk6gSLtYjDYJAOOuDj0qWikzY88SOGwC3VeOfcCmt+9vAfORVdcuMZOB0/wqIDPzKRg8jsAe9MgJ3vK6x7AxXevX/PapYM0hK5GXLY+649PTHvSXDoyIJVaRg3VTxgdf061CrEHkHcg+b/d/x5qSRrgeX9nUlD8oyBwpPWm9hGrGFYfKyor8EDnbUV0FktHaRim0fKwGcAd6bFL82xiMycSZH3eeKSd43gZpAdrYGF56EZrToIm+RTGYidqj5c/3vSq0sKkFJN3lkHf8vRj2pYmjVEK7hCB8317UkshyPMyATmUenpQtiTmtStlS2RlkDnJ3e3NY+N2AzYHrW3qrImmP5U2WLAMO45Of1FN8ReEtR8O6BpGo3rTLPfmQzQGMgW+AhQMf7zK2cdunXOIsWmWB80zxnpjd7k1DeyPvKbiFIJOPaiipewy8pLIkhJ3H5SfbFTL8jkj/AJZMNv4miimIltZnke6VsEADAx0q1axq0kKleGViR69aKKuGwMmaISrBKxO4sWz+OKQytFI23+EbOfQ5oooW5JUu3LRYIHyocfnmsOPUZ9I10X1rs86Jm27xuHzJtOR9GNFFHUEUbRikZjU4GVXPerSXL/2e8hClhjt15NFFRLcos2sSrIrDOSBnJ61K7lYpSMZEmB9OaKKmIC3TFUManCNtBA9xzVmC4kaCKZjlgFHT1FFFXHcDRtFBESEZHmkVIY0jgnkRdrB85Hr0oopvdEg6YVyGYeUoZBnoTisbXbaMaesnJYFe/rnP8qKKGMpa34nfX4LeGbStNtjAipFJapIpRFBwgBcqBzk4HJ5qlFNJ5iHcf3g+b8xRRSkMPNMk0u8KeSo46DNau391Gcnj5v5UUVC3AYkrfvenLD+dOtcmdjuPzdRnrzRRVdQLUMjK8rA8xsAv0JOatyny/sagDDT7DkduTRRVS2ExlwADOcDqO3vUM6KPtJCjhTgY4FFFN7COfOunR7idP7M029hnKyGK8t94VkHylSCCOpyM4PcGq0GqXmpahfahdTF7q5bzpXwBuY5zx0A56UUVL2KRrSuWiQYC7nK8cYFTW6LGZVUfKM4B57Ciio6lMmjOfIB/jPze/NJPPIjxgHhGJUemCB/U0UVTJL3mMDnOTKDu/A1cZFdjuGcxKfxooq+gmRmJES2RRtVuCAfTpUDqWMeWY+YxVvoKKKa2EY+t26RWMzrnd5i9/qP6Vh6h4k1bUtLg0u8vZ57a1leVBJIzEs+M5JPONvHpk+tFFStho//Z", "info": {"video_id": "98077", "label": "lifting up one end of pencil without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "05a54430757fa8db90249cf2c924ae5a04b7c0f291b28f2207ac7915ca5f2a77"} +{"episode": 28347, "episode_seed": 3403974736, "split": "train", "timestamp": "2025-10-13T03:07:23.592094", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3403974736, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of red wire without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "163469", "label": "lifting up one end of red wire without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "163469", "label": "lifting up one end of red wire without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4b890ae391b99caf43c0c697dd44c12dcdd72b48166b477e813f9b6e8088b849"} +{"episode": 28348, "episode_seed": 2197547946, "split": "train", "timestamp": "2025-10-13T03:07:26.662534", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2197547946, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing sandal'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "32494", "label": "pretending to be tearing sandal", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "32494", "label": "pretending to be tearing sandal", "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": "c34ff058349c0244c51ab29e2ef69a59643a3f7dde8a97944dbb71cafbc64836"} +{"episode": 28349, "episode_seed": 3678342279, "split": "train", "timestamp": "2025-10-13T03:07:28.204894", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3678342279, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cutter from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "29457", "label": "pushing cutter from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "29457", "label": "pushing cutter from right to left", "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": "fccdb603705a7d0ea03ac74ed611bde91e5c8d5bfc9bbdac5eb34996d9e95a44"} +{"episode": 28350, "episode_seed": 3872432376, "split": "train", "timestamp": "2025-10-13T03:07:29.625022", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3872432376, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw a shaving razor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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m8v0jByEyawoQ5pmmKqezpt9StDdup5NVrydnO4mpLeFpRkVWu0KMVr1rngFCVs4qHdgfjUknFQHrmkIUmmmkY0maAOz8BljHqaLnB8rOPT5q7yS4jhgULwFGBXn3gSQoNQwM5Mef/Hqs+JPERG60t2+c8MwPSvPq03Os0etQqqnQTf8AWoeI/ED3MhtIX+QHDEfyrCVuKoI3PuauRHpXdTgoKyPNrVHUlzM1baZlVcHAqzPcPJFjdxVaziMrKoHWrd5amCMEg81rcyMiVuCKqlsN+FWZhgmqb9fwqQFJyuabmkzxTe9MAY8j616fNm41RRjB2KD+J/wry1jyPrXqmmfv9S8zsX4+g4H8qirK0GdGFhzVV5Hoemr5UYx0AxxVPVreWe5WaIBx8pI9SDkVas3CJSSzFJRtFeX1PbscFqOh6ofHNtqmmRiMble5WVsKSOOg68d63r0yae0F5clGiMnzRkYVc+g7Dit24njVg+AGI5Ncpq08uvrJaWoDJCdzsD19q3pqdR2XQxqONKLb6nmmpyrNczSKoVXdmUAYwCSaypDnFbGp27QXDqw6HGKxpTzXeeG9WQbjnHvSMaDx+tMJpALnivVfgpIFfW1Pfyf/AGevKD0r0n4QXBgm1bA6+V/7NWOI1pNHRhVeql/Wx6nfW5V98akluMA4rW02zhjALRrn6d6pRTCXkiryXAQg9x2ryoRsz16rm48poyOlvGScADtXgXjjxK+s+I5ljfNvbExJzwT3Neo+LtfXTNCu7tmG9Uwg9WPAH518+RMXckkksck+prvw0deY86uuSPL1ZpNdu0RXPWsmaQlzmtJ7Zkh3HpisiX72a7bnHYrO3P41GzZpZDz+NR5oEGeaRqQnmkY8UCPWdMtsbT6811dpIEOewrAgxGBippb4RQnmvHqNyZ9PBKKI/FmseVYsFPXjrXljO807SP1Y561oeKtUa8uFgUkjqaw1XDD2Fd2HpqMTzcV+9lbsd54Y/s5vMF45AC8YQt/KsTWjbm7k8g5XPHGK0fDWrrp8UhI+8NtYGtXP2m8d8d810nI6S2M+UEHofyqu2fQ06QDeD2cYqKVWK8E5Wlcf1ddxGbFIW4qW0uI0JEybvTjPNT6Hpttr3ih9PkvprSJ45Hi2R7izqhYL6AcHk9h60zOVFo0fDVwYYtQ+dkUx53KueQDge3NZhV3bc8iF25JLdad4WnLWeolzklFxn6GkiTq7cntT5UtSoRclyvoTx20hGQyY/wB8VYjXaeZI+OvzVAcpH6nr+fShI9sajuTSuivYI6nw/JEt7DuVpfmGRGMk10fi64tdqLHZz2+F/wCWqAZ4+tcjoVz9lvUf+6c1q+JdZfUEQkfw4qrk+ySOanZSMhl56c1UbPXI6Y606XmJh/dOajIDLuxlXHP1qWxqhEYScZHNN3EdQR9aZFI1tOGHY9qdrF95tiGjjKSqwwwbt6UXFKh2I3bnrzXq2gkfaFVedqha8z1rTNPtfD1vqumapfThrr7Lm5hEa3BCbneIddqnCnd6jvkD1fwxaGK2WaT77dvasMQ7ROjBQfMzrrSOWUDGQB1qzMRCmerDv6VPZgRQHP61kalfJHFIXcAAZb2Fefc9NHE+OfE7WUH2K3k/fz5LMDyq+tQeCboT6Q7JeT2hSPy2VCCGI+orhNXvDqOpXV2fus2Fz2XtVjR75ra2eNSVDNnivUoXpwce+551dc8rlnW7hhevmQyfNyW6msWWTLkbe2RzVm9bzHZ/WqsmQqOOoNW2YqmuqIZJNoB2nB96fBbm6BKOBjrmiRAx29m5H1quC0TcEr9KnmG6K7DpkeGRo5AQRXoHwokAm1QH0i/9mriPDtrY6x4oTT9Wvri3hnbYs6TRoI/UsZOMAZwOpOB3rsfhxDJp+veIbJ1nT7POsQS4AEigM4wwHGemcHHpWeIf7pjw1Plrr+uh7LBINgqV5tiMc81nWz/ID37UX04jt2G7kivMTPZcVuebfEjVZZ57ayV/kBLsM4yeg/rXG2TKJQXYY9ual8T3w1HxFcyo2Yov3SH6df1zVGyfyplJr1KK5YpHkV4883I7zU20saHEYxL5xXJLRMB+dcLcbSzFa6zVdc8/SEtgCdgAriGO6Rs/xVqYeyTZG4Oeh61CcjtTgOP9peDVdwY3yDweaVx+wXcfu5prtmpby8jawIVCsmR8wA61c8ReFNS8O+H9I1C9adZ74yebA0ZAt8BCgY/3mVs47dOoOGYypNHpjSMM81mapcSLauQe1FFeTT3R9DLY4JiZLuZm5I6U1Twxoor0zzkX7WRli4Peobokkk9aKKZLKso/cg+9DcyJn+Ic0UVJaKsgCsMe9QWuqXGjauNQtNnnxFtu9cj5lKnj6MaKKaInsaHhYfub5e2FH86uBR5ypjjrRRVy2RnT3Y9gDJCD0bk/ninHmfHYGiipNB9tK6yZBxU1xM7LgmiimJlSECRmDcjn+VNjUeQw9/6UUVLKQyVQyqT1K5/KqN4f9COeeVNFFJDexLrvil/EEVtDNpOmWpgVY4pLVJFKRrnCAFyoHOTgcnmvcdGJeNck4BAAHaiiufF9DTB7yOwtyWtiT1xXmHja8mTTpwrY8yQI2PTNFFc9P40dM/hZ50VHlsf9oURcIAP89KKK9E4hHORz7Uh5tm/CiihiQzrAD3GQPwqO4A5PfGfxooqTQp2uuto89zEdO06/hmcOY72DzArJnaQQQR1ORnB7g13Pw0v7nVNY1u/vJTLc3LxyyuRjLHceg6fSiioxH8Jk4f8AjI9cs+rGsLxbdzW+nTPGQGEbEGiivNh8SPUn8LPFG/1Snu3JPqaevEi49BRRXsdTyehclkYqQTxWc/8ArfwoooJGdLhx2wajKgocjo2BRRUloo3PEJA7MKk1DxJq2paVb6ZeXs89tbSPKgkkZiWfGcknnG3j0yfWiiqRlM//2Q==", 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", "info": {"video_id": "174791", "label": "pretending to throw a shaving razor", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "174791", "label": "pretending to throw a shaving razor", "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": "7ee80811e60d9a7c1cba9f5ea5d142d759c6fe47a0e4f6ac8210fbdce4bca227"} +{"episode": 28351, "episode_seed": 24810300, "split": "train", "timestamp": "2025-10-13T03:07:30.372127", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 24810300, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a stone 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": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "219808", "label": "putting a stone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "219808", "label": "putting a stone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c235cddc12e7de5551844f4e9e6afa98e4b69099f67bd163492ddff29c89fb25"} +{"episode": 28352, "episode_seed": 2645967647, "split": "train", "timestamp": "2025-10-13T03:07:32.157634", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2645967647, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing pen from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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6MiUex2nwZbnWuMj9z2/369UB/wAK8t+EUDW760Hxg+T1/wCB16ezZxkEemeaznrI0h8I8FhyPm9hUU1ykMbO/AHrTz6n86xNeuWWBUVh81SJlS/1Q3LbUbC1RW5dD8xOKrbf3ZY8fSmeYR3yKdxWN2HVRFENxBPqKl/t6JTk4x6GubMmM8Y9qguDiMlT+BNSM5jQNQx8QZb0/wAU0z5+ua9LbxEjDp+NePaGc+IVPu9d0VyvFaVNxU9jbn8RoOK6/IIB6H24rye5BXkjpXqwOFGePT0qDVjsgdPx7GvMvixNxpttk5+dyPyFeknBUD7o9v8AOK8n+IrG68X2doP4Y0XH+8SaumveMp7HouiRvFo1jEAq4gQY79BUGuasllbFS3OQDii/vEsbdI1PIAUEewrlr2R7hHZ/nB9aSdncSGv4rQs8SthRzyas2/jKFAMruY1xs9iHkJ+6PYVWewMfIklB9e1aOdzTmO31PxOt1BtT5R1auURLvXb4wW3QctI33UFZpjuf9WclSeuOtdHpdwbC3EUaAKfvEdSfepbC5V1zwhbafoktzCZZLiMBi7N1GeeK2Pg6edZx/wBMf/Z6jn1SYjp271s/D6GJLjVZUiEZk8ott6Z+ajm91om3vXO73c5AB9//AK4oBGeO3c0mSRkfpzScE5469azKYkpCoXJICjPWvJ/ATC48X395IeFR2J/3mr0vWrgWujXs+QNkDnPvg15J4NdoYruQZBchc+wrSOkWZPc9bXUYS+ARWdrWtR2KO7L8jAbWxxn0rnllccq2anlvo5LfyLhA4PZhkURm4u6KjozHPiYBlfec9xWraeMMqAApXuc1kXlvpsoy1hED/eQY/lWJdWMCEm3RoT/sk4P4Uc9zTnZ0Ota8Jf3hbAIwtZll4dvdcUzzs1vbt904+d/8BVKxty1yr3AMgTop6V0665Ki420mwvc9Cb7uCCOPqK8gn/0/4o44I+1/ov8A+qvW2IJ4I+vTP5V5R4VRrvx/cXGCQhkfP1JH9acNmzOfQ9VVxsz+ucj865HW5PtF4Vz04NdPLIFt3IPQfQ/lXGySeZdM3BBNRYRRvLRF2jbz7CqJth2wa2LhgzcHj8xVZlDegIpDKMUCA9MNVgw7l54Pr61IYyD0zRjHQ5NAFOSHB6ciq0sfBOK1HAcYJ5Hes7SbL+2PFEmmz6lNaoyyGIxx7izqhYL7Dg8n096aVxt2Oq+HQETangHny+V/4FXdfeOQRkfga83+F9zJMupNKxbIiOT2zur0bGRzz2560NFLYUtjI5yO3Q1yet3Hm3m0/wAPrXTzSPFCxLZAHRjXEXExkuWY5AJ+ooEyR2226jjOeh61XLDHTFOmk34AIIHpUJJ7UhCknnnPuarznETdRUu5R7/Sobhsp1pAcZoi419sDOA/867mNtq4wCfTNcZoS51q4bOMZ5/4FXRatPLBpjPE5WTco3CtKmrCGiLlwqyDGee1ek7toHJHHY/0NeV6vbwwaFBqWn6xfzK119mzcRLGs5CbmeLHO1ThTu9R7genecCF5LZA96nlaL5rkhbPT/A/lXlOoL/aHxVCdRHMvGOyAf4V6iSrDIwR7V5/pek3sPjbUtQu7Z0QB2jdiMNk8YP0q4aXM5Gnqk5mvDyMCqk6AKOSM+9IXEt2zZyd3ToaJ2PmY6/T/CoEUHgBJyuaga3A6citA4HoBTSoI6D/AD70hmcIFB5HX1qTydoz2+nSrJTvjI+lAB5wfwNBSRVkjBUdq6jwIgQ6gSQD+77/AO9XK6Qttqfiz+zdR1C6tbeV9iSxSxxrH3JYycYxnjqTgVo+HNah8P69q2nanLcRHzvLj+0hd67Sw+bbkA8jOMiqUWHMr2PR2JHOMj/PpSBgep59+/41WhuVnjEsbLJG33WVuD9CKk3Ddgnn0IpWGzB8c3HkeFb7tvjCDPuQK4rwta7NKVyMbiWrtPFAWe0Ns4DRv1VuVNYVrDHb2PlqNoXgA1V9LGdtbgPpSMpYc80Dpzn/AD70A8/4VI0QPETkE/gagaEMMMv51cYjp1pmwN05+opFIqrbhOQc4p3lhxnjiq+sSS21i0kLtG29Rladruja14f0PSr+7ublZr0yeZCUwIANpQMcfeIbOO31Bqkmwckj0d5HaKRtxyucV558O0WTU9SlYfPwM/j/APWooqo7Mme6O41N2Fkwz06e1cmjlnwecDg96KKTENPzOfp1FRsdqbh+XaiipYw7geopGGcfSiikNDdoMm088VzR1O40jxA9/a7POhdtu9cj5lKnj6MaKKqO4S2On+F7slxqMK/dKIfyzXo5YxKjLxu5x2oopyLh8JR1id/s+OORXIuxEm3qPeiikJilR1703cTLsPI96KKTENYYXPX61Bcj93RRSA5rQBjUrs+hx+prY1z5dKOB/wAtFooq5/EKPwlLWvEr67BBFLpenWxgRY4ntkdSiLnCAFyoHOTgcnmovCvivVoLmK1MyywbguyUZA+np+FFFarqZnsQG59pJ5Gc96z9TYrYE9eSOaKKx6mr2OVUfMv400sWlCscj3oooJFdcMOTUf8Ae9qKKkaEHTNBA2A468UUUFI56XWm0jU72I6fp99DNKHMd7B5gDKOCCCCOpyM4PcGuf16+udRv3v7qUyXNw7SyPjGWP06UUVtDoZSL/h7XtS085trp09R1B+o6GvYNG1GbUNJt7mYIHlzkIMAEdx6UUU57FRMrVpXe8ZWOQvSqTnEe3sR0oorIbICfL5X8qQn5SfeiikwEk4xx1pAxz16UUUikZuuH/iVt7SL/Ose88QanqGnW+m3d5NNb28jyoJJGYlnxnJJ5xt49Mn1ooq47ET3P//Z", 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", 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", "info": {"video_id": "174346", "label": "pushing pen from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "174346", "label": "pushing pen from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4dc256b1eeecf0fc24a699c07a9081611eb4e44cd97ff5058e29c3b332cb0c72"} +{"episode": 28353, "episode_seed": 4022963777, "split": "train", "timestamp": "2025-10-13T03:07:35.415605", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4022963777, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying pouch on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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Fs5Bxuz3+lcH4I1oTRrYyk8cIT2OCa9AWJdoyME0y8RQdCpyMuxOMF/4vrRdSQ2byXUzKqrEpOTjIC5qOKEq2VO4E8+1czrmo/bNVutOiHzvMsG7vtGN38qmU1FXIpRcmyxpVqZdAneZzFLqDMzMOoyc11On+JpI/BrX8zA6jY5s5VP8AG/RT+PDfnWFcYjZIEPyxLs/GqtjbC/8AEK2M7eXauy3EhAzvKrjB98fzrnjdG8kmrkUkRCZjO4Z9KSJV3YDYPap2UQpsQg++elMCKygkc9c966DkHIpV3JwSBgf1qSN38yPzUG7PGOgqKONi2W5yODUzKQu7J/pTAtu6+Wcke9QW4TC478j2quH2QCPDDAPJOcirMalfLCEZx+fegDjfiFDGNV0x2jLb0MWVbaM71I5/Gp/BV/No8Goi5UCQakEdF4GSp6fjio/iUNmk2UuwtLHOZA+egxyP5flWQLppfDM8jeYbmWYTxS5zlkwST/wHd+Vc1VtM9KlJOiof1udjpM51TU0uJRiKziJx23nr/StFnMhkJ5DZz+NZUc8VnpcYgYF7t/Nc+2B/WrMc28BM8tSTvqZtaiWHmSWqTTkYBEHl9NoRcDB9MGrEsRBUr9zGTVsxxrbxxHAU5JNQyNwFXG0cD1raHwnLUXvOxFGu5cKefemqfLidyhdicAdSR2qR0CkunDUxA3BOevTNWQLFIHlB5BAzt7UzU7RL2wuLVvlE0ZXdjpkdfzpshkTcV2hiOCaW4kLQ7QTzjkUmNM4PyEnEPnxJ58DbORypHBx7Zr0rRC7WgAHQDNcRfRC38QXCOMBisg/ED+ua7jw+4ezJ7lsVzQT9okdtWV6VzZgZmKo3Bz0rA17VDcm5tIJXZ55jAqg4wP4unsP1rpcpbxNcuceSjOx9AozXA+GVE91NqlwcxwAvz3Y8/wA63qya0RzUY3TkdOAtlbQWkfHlp831qkw2xBZMFgeB/npTln88mVjyTmonaQoNwJJ9BSpqysOp0AK6YYHK9wetOVgxYqvWlGNjEkDaOAe/rTodjbmVTwMn1rQxGFEiZQh2gHOAa4TxwDdoroDtQbgcchTwf1C16BOV2YHJ68VyPiFX8sOpBZckZXj6Y7jFJmtCp7Oop9jhtEAnJCwmeSOQbEY9CcAsPcAV7nYSCSygK85QfhXiuizx2uvsFhMYPbeWHPpmvXdAYNabAeAe1ZQl+8sdOJl7SPOjaWHf8yjDDqRXI+ML6T+3oraEkPDCqAZzhm5/liu5tY9zAEjb/EfauBMcV74yu9Rdj5EZM0m7oMDjH4Yq617JI5qDSbbNqFE07TrexX/WbQ8n9KiulRo13Ecc8nFZsN611eSTyHDSNnHp6D8qsySl0BKnHuKzpNdDSrFxjqNVXzuQjr0NPWQtJlQM470RYOFbgYznH5URyKJAG+X3Peug5CQplV+XIHfpWB4isWvrdixHHBA5wucg474PP0zXSbiVwAD2+v0qu8auuD1z6c0MqEnCSkt0cV4N0O7h1qSaWL93EVIfI2sPVT35/nXpibiw4xgADP61lWmnxRSK8Z8tlJztA5B6ituP5pBkAjGaavsbYjESrNSl0Ltqu05bhV+Zj9Oa830ORjql/qd0hDQb3wf77E4H8q7jX79NI8OTTFgGmYRLn36/oDXIvapH4dWSO4B+0z+YPVhgnB+nH6VhW39B0NFZ9S3b3ZePfI3J6n3rY0tQswmIG49zXNWGSQvXP5V01qCoHqKyi7q50SVtDOEQ8r5WIPcU4EwgnHJGMEZpxdQmQeTxxUEhyuOQT6+ldR54qSNG3Hzgjoal3BlGXx25qsgXg5yxxzUit5zHHCfdH4d6AHEgMiHGT3q5G4RAxwBnrWXLMLf52zxV23dZIw5ztBzgnigZS8Y2QuvDVw7Ak2zLMAB1A+8PyP6VxnhhJLqzuNLGAYy3luwyB6Z9sH9a9VWKK4s5hMR5TxMHJPAXByfyrzDwGVGoSoWLEEjJ7jpWFZao6sPJ8r8jbXTZ7TSbRZtu+ACNipJ6j1+orS04FiMDpU2sYGleU/JaZQPwya5TSJru98UT6b/a9xaRYk8oRruyypuC+w4PJ9Kypq8jWpO0bs7m4G5EXgg5BFRtF8w2kleuMVzXhDUrzUFumvbl5goTbvPTOc4rp5JAOFb8q60tDilK7I3YiPYMbs53dxUIn42niTOfqKWRiZMZyPWoGULnew2gZZvamSOkYnqBjp/9Y0oXMowRjOeKqLcMWDZO09QantjudyTx97FAGH4wRoL7T7vGFlzG59xyP0Jrq/B8qzabIQQSr8j2xWF40gE3heR4xuMDLKT/AHRnB/nUXw11Lfd/ZnbiVcAH1HIrB+7VTOpe9Qa7Hd+IJvsvh6dAoaS5BjVD/EMZI/IVx7htN0WzsgpBnPnSN2PoKseONUeTXYLaCQgWIGQO7nBIP0GB+dc74r1+8utNE6fuWQoihD05P6mlUmpNoKVOUUpPbc6O1kZo1C4685rRI+QbwT7CuFupXt9Gg1HTtc1GVTcfZ8zxrGsxCbmeIddqnCnd6j3A7NWaYgAkkDJq6aaWpFWSlsOmcKB1A9D0piEmXK5XH61DNcIpG7rjgGpkl4V8ZB5WtDAmkcKm11x247Guc1o5Aj5Ix1rd2s6Mzkknk59a53WZhAoZs5z2oGcFcSNb6z5nQbgc1654KuRcxSN/sD868k12MkecmRg813nww1DdctbyEsJY/l9QRWDVqiZ1J3pNHf8AiS9OleGbh0YCef8Acx8d26n8s1xmn6tajRbiKeAG7lHl4Ayu3sfy/GpfG+q/2hrK2UTZgswUJHRpD94/hwPwNYMK/OMVNWq+bQulQXIuY1rPaZNsfJzjBOcVvSR7YEycgjPFcHpEy3Xi99OvNSubSCSTakkUsUax9Mli/GMZ46k4Fbml3d+1/qVne3Fyxt5vLRbgDevJHIHGemccVdGNtTKvUT902HICfKCMe9RqGcZx8vekuX+zBhJ/D1GabbSNKucEZGV9xXRc5C3kJhQxyRnA7elRuS+A/UHJqSNQrgscluSPSo5gJJHToQM5osBegfeDsIOQBnPNadrGNiKCSFGMkcnisOxXyv3CZLADJrXa7j0jSbrULnBWEZVf77n7q/if0obSV2NJt2Rynj3UhcajbabGcpapucf7bD+i4/M1ztvkbVzwvQelQtJJdXElzM26WVi7t6sTmrMCHI4rzpy5m2exCChFRNvSE2yALycZAY11CIQ30riNQkmtNGe8t3aORJEVXHUZ60ayfEmhaLpt7daleLNdl98RXAhxtKgnH3iGzj/69dFKPu3OWrNKVjoV5njXPBYCqmsOYBJ5fy4YgUUVucI+BcKyZJG0Nz61ZU4lIAAG3oKKKYFYjzVcPztbA/LNSWZLllPRWIA9KKKALXimZ7PwgFhbHnzrA577ME4/EgV554NdhrjAHguRRRXLU+M7aX8I7vX/ALtsO25z+OBXAPey6V4juL22CedHK2NwyOV2n9GNFFFH4mFb4EbngsBY70Dt5f8AWush/eRzMScoMjFFFdJx9TOuJ3SfapwB0pt1wgUHAOOlFFADFA2KfUZ/Wo45XW5jVWwDkUUUIRp6wol8Nair8g2z5/75z/SvOfB11LbX0E0Zw6OGGfWiisMR0OvDdTX817ieSeVi0kjlmY9yTk1T13/kCsf+mqUUVzx+JHXU+FkF94ibW4reOXTbC2MCqkb2yupVF6IAWIA5ycDk816EHaMMEONyYP50UV3I80pCNXuFdhkjpmtCLgj2ORRRVEMUMSje+a57UwJrdWfk7v60UUAcdeqJ7WcP0CMePbNHgy8ntL2OWCQo6ElWHbiiiuaqdmHN2LJXcSSSeSetWogMLRRXMdhhPq39na1fRNYWF5FLKGKXcO8BlHBByCOpyM4PcGug8O3c+oXepXlzIXnmdJHbGMkk0UV3U/hR5dX4mbc6iQ7n+YlsnP1qxEoBQetFFaIxEjlZnJJ74qCRjHqMar0ZefzNFFV0A3LBFBZsZJGSTWF8QbmUaha6aGxbRQiYL/edsgk+vAoorDEfCdOF/iHKwgYxWlAowvFFFcR6LLfiJBD4NfaTnz4uT16muPutb1G/sIbC6upZoLd2kQPIzElsdcnnGOPTJ9aKK7YfCjz6vxn/2Q==", "info": {"video_id": "141652", "label": "laying pouch on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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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Fs5Bxuz3+lcH4I1oTRrYyk8cIT2OCa9AWJdoyME0y8RQdCpyMuxOMF/4vrRdSQ2byXUzKqrEpOTjIC5qOKEq2VO4E8+1czrmo/bNVutOiHzvMsG7vtGN38qmU1FXIpRcmyxpVqZdAneZzFLqDMzMOoyc11On+JpI/BrX8zA6jY5s5VP8AG/RT+PDfnWFcYjZIEPyxLs/GqtjbC/8AEK2M7eXauy3EhAzvKrjB98fzrnjdG8kmrkUkRCZjO4Z9KSJV3YDYPap2UQpsQg++elMCKygkc9c966DkHIpV3JwSBgf1qSN38yPzUG7PGOgqKONi2W5yODUzKQu7J/pTAtu6+Wcke9QW4TC478j2quH2QCPDDAPJOcirMalfLCEZx+fegDjfiFDGNV0x2jLb0MWVbaM71I5/Gp/BV/No8Goi5UCQakEdF4GSp6fjio/iUNmk2UuwtLHOZA+egxyP5flWQLppfDM8jeYbmWYTxS5zlkwST/wHd+Vc1VtM9KlJOiof1udjpM51TU0uJRiKziJx23nr/StFnMhkJ5DZz+NZUc8VnpcYgYF7t/Nc+2B/WrMc28BM8tSTvqZtaiWHmSWqTTkYBEHl9NoRcDB9MGrEsRBUr9zGTVsxxrbxxHAU5JNQyNwFXG0cD1raHwnLUXvOxFGu5cKefemqfLidyhdicAdSR2qR0CkunDUxA3BOevTNWQLFIHlB5BAzt7UzU7RL2wuLVvlE0ZXdjpkdfzpshkTcV2hiOCaW4kLQ7QTzjkUmNM4PyEnEPnxJ58DbORypHBx7Zr0rRC7WgAHQDNcRfRC38QXCOMBisg/ED+ua7jw+4ezJ7lsVzQT9okdtWV6VzZgZmKo3Bz0rA17VDcm5tIJXZ55jAqg4wP4unsP1rpcpbxNcuceSjOx9AozXA+GVE91NqlwcxwAvz3Y8/wA63qya0RzUY3TkdOAtlbQWkfHlp831qkw2xBZMFgeB/npTln88mVjyTmonaQoNwJJ9BSpqysOp0AK6YYHK9wetOVgxYqvWlGNjEkDaOAe/rTodjbmVTwMn1rQxGFEiZQh2gHOAa4TxwDdoroDtQbgcchTwf1C16BOV2YHJ68VyPiFX8sOpBZckZXj6Y7jFJmtCp7Oop9jhtEAnJCwmeSOQbEY9CcAsPcAV7nYSCSygK85QfhXiuizx2uvsFhMYPbeWHPpmvXdAYNabAeAe1ZQl+8sdOJl7SPOjaWHf8yjDDqRXI+ML6T+3oraEkPDCqAZzhm5/liu5tY9zAEjb/EfauBMcV74yu9Rdj5EZM0m7oMDjH4Yq617JI5qDSbbNqFE07TrexX/WbQ8n9KiulRo13Ecc8nFZsN611eSTyHDSNnHp6D8qsySl0BKnHuKzpNdDSrFxjqNVXzuQjr0NPWQtJlQM470RYOFbgYznH5URyKJAG+X3Peug5CQplV+XIHfpWB4isWvrdixHHBA5wucg474PP0zXSbiVwAD2+v0qu8auuD1z6c0MqEnCSkt0cV4N0O7h1qSaWL93EVIfI2sPVT35/nXpibiw4xgADP61lWmnxRSK8Z8tlJztA5B6ituP5pBkAjGaavsbYjESrNSl0Ltqu05bhV+Zj9Oa830ORjql/qd0hDQb3wf77E4H8q7jX79NI8OTTFgGmYRLn36/oDXIvapH4dWSO4B+0z+YPVhgnB+nH6VhW39B0NFZ9S3b3ZePfI3J6n3rY0tQswmIG49zXNWGSQvXP5V01qCoHqKyi7q50SVtDOEQ8r5WIPcU4EwgnHJGMEZpxdQmQeTxxUEhyuOQT6+ldR54qSNG3Hzgjoal3BlGXx25qsgXg5yxxzUit5zHHCfdH4d6AHEgMiHGT3q5G4RAxwBnrWXLMLf52zxV23dZIw5ztBzgnigZS8Y2QuvDVw7Ak2zLMAB1A+8PyP6VxnhhJLqzuNLGAYy3luwyB6Z9sH9a9VWKK4s5hMR5TxMHJPAXByfyrzDwGVGoSoWLEEjJ7jpWFZao6sPJ8r8jbXTZ7TSbRZtu+ACNipJ6j1+orS04FiMDpU2sYGleU/JaZQPwya5TSJru98UT6b/a9xaRYk8oRruyypuC+w4PJ9Kypq8jWpO0bs7m4G5EXgg5BFRtF8w2kleuMVzXhDUrzUFumvbl5goTbvPTOc4rp5JAOFb8q60tDilK7I3YiPYMbs53dxUIn42niTOfqKWRiZMZyPWoGULnew2gZZvamSOkYnqBjp/9Y0oXMowRjOeKqLcMWDZO09QantjudyTx97FAGH4wRoL7T7vGFlzG59xyP0Jrq/B8qzabIQQSr8j2xWF40gE3heR4xuMDLKT/AHRnB/nUXw11Lfd/ZnbiVcAH1HIrB+7VTOpe9Qa7Hd+IJvsvh6dAoaS5BjVD/EMZI/IVx7htN0WzsgpBnPnSN2PoKseONUeTXYLaCQgWIGQO7nBIP0GB+dc74r1+8utNE6fuWQoihD05P6mlUmpNoKVOUUpPbc6O1kZo1C4685rRI+QbwT7CuFupXt9Gg1HTtc1GVTcfZ8zxrGsxCbmeIddqnCnd6j3A7NWaYgAkkDJq6aaWpFWSlsOmcKB1A9D0piEmXK5XH61DNcIpG7rjgGpkl4V8ZB5WtDAmkcKm11x247Guc1o5Aj5Ix1rd2s6Mzkknk59a53WZhAoZs5z2oGcFcSNb6z5nQbgc1654KuRcxSN/sD868k12MkecmRg813nww1DdctbyEsJY/l9QRWDVqiZ1J3pNHf8AiS9OleGbh0YCef8Acx8d26n8s1xmn6tajRbiKeAG7lHl4Ayu3sfy/GpfG+q/2hrK2UTZgswUJHRpD94/hwPwNYMK/OMVNWq+bQulQXIuY1rPaZNsfJzjBOcVvSR7YEycgjPFcHpEy3Xi99OvNSubSCSTakkUsUax9Mli/GMZ46k4Fbml3d+1/qVne3Fyxt5vLRbgDevJHIHGemccVdGNtTKvUT902HICfKCMe9RqGcZx8vekuX+zBhJ/D1GabbSNKucEZGV9xXRc5C3kJhQxyRnA7elRuS+A/UHJqSNQrgscluSPSo5gJJHToQM5osBegfeDsIOQBnPNadrGNiKCSFGMkcnisOxXyv3CZLADJrXa7j0jSbrULnBWEZVf77n7q/if0obSV2NJt2Rynj3UhcajbabGcpapucf7bD+i4/M1ztvkbVzwvQelQtJJdXElzM26WVi7t6sTmrMCHI4rzpy5m2exCChFRNvSE2yALycZAY11CIQ30riNQkmtNGe8t3aORJEVXHUZ60ayfEmhaLpt7daleLNdl98RXAhxtKgnH3iGzj/69dFKPu3OWrNKVjoV5njXPBYCqmsOYBJ5fy4YgUUVucI+BcKyZJG0Nz61ZU4lIAAG3oKKKYFYjzVcPztbA/LNSWZLllPRWIA9KKKALXimZ7PwgFhbHnzrA577ME4/EgV554NdhrjAHguRRRXLU+M7aX8I7vX/ALtsO25z+OBXAPey6V4juL22CedHK2NwyOV2n9GNFFFH4mFb4EbngsBY70Dt5f8AWush/eRzMScoMjFFFdJx9TOuJ3SfapwB0pt1wgUHAOOlFFADFA2KfUZ/Wo45XW5jVWwDkUUUIRp6wol8Nair8g2z5/75z/SvOfB11LbX0E0Zw6OGGfWiisMR0OvDdTX817ieSeVi0kjlmY9yTk1T13/kCsf+mqUUVzx+JHXU+FkF94ibW4reOXTbC2MCqkb2yupVF6IAWIA5ycDk816EHaMMEONyYP50UV3I80pCNXuFdhkjpmtCLgj2ORRRVEMUMSje+a57UwJrdWfk7v60UUAcdeqJ7WcP0CMePbNHgy8ntL2OWCQo6ElWHbiiiuaqdmHN2LJXcSSSeSetWogMLRRXMdhhPq39na1fRNYWF5FLKGKXcO8BlHBByCOpyM4PcGug8O3c+oXepXlzIXnmdJHbGMkk0UV3U/hR5dX4mbc6iQ7n+YlsnP1qxEoBQetFFaIxEjlZnJJ74qCRjHqMar0ZefzNFFV0A3LBFBZsZJGSTWF8QbmUaha6aGxbRQiYL/edsgk+vAoorDEfCdOF/iHKwgYxWlAowvFFFcR6LLfiJBD4NfaTnz4uT16muPutb1G/sIbC6upZoLd2kQPIzElsdcnnGOPTJ9aKK7YfCjz6vxn/2Q==", 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", "info": {"video_id": "141652", "label": "laying pouch on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "98c11afa81a49128a9b98aa428d1bdf147784213e4e4212e1b5ffaaf535dd33e"} +{"episode": 28354, "episode_seed": 3814926559, "split": "train", "timestamp": "2025-10-13T03:07:37.421596", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3814926559, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering a pencil with a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "50400", "label": "covering a pencil with a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "50400", "label": "covering a pencil with a book", "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": "a569e93791a92f925d0d363a1ba1159d196fc496f08143419f8e0fa377a5cc98"} +{"episode": 28355, "episode_seed": 3275368247, "split": "train", "timestamp": "2025-10-13T03:07:38.407858", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3275368247, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 box off of table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "81886", "label": "pushing box off of table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "81886", "label": "pushing box off of table", "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": "3f3adc8a74984fbf126ba52c1c416ff2800e2c5b65ced6b25b94b9d22227082d"} +{"episode": 28356, "episode_seed": 4292225714, "split": "train", "timestamp": "2025-10-13T03:07:40.133596", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4292225714, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a paint brush from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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nGM9DXq4BIBIwfSuG+HgaRbuaTHmSosjY9SSa7thgn61eH+C5liWnO1iLHyr9KMU7+Bfp/WjFasyQ6MEn26fpXm/xZGJdIOOMSjP/AHzXpcYwmfc1yHjq2S5FkjoGX58gj6VnOPNGxUJcsrnkuzbD5qqSRzgdfwqGHU1mjeOZCjZPDDrXSyeGmDhYLghXYKqsucZ96z20Oa0unkmMUsakllwRkYrldGS6HYq0X1E8NyHStTS4SHzmuflkG7kdOR+VesRHcikdCua8z+HtlDdSXDzJvwA6hiTtyc8V6hEACOwArow9+S5z4i3NZEwBG3BGOh4p+Ov4U5EOATnOM49KMcn8K3MCMjk/Sm4p/r9DSAc1IxqrnNSuuYzTVHzCpXGI8egpDMSPuamYfu9vqVH61BCc9fWrGd0kQ9ZF/nUoZY/5aOferEY6VXTlmNWU6Zq0SWVQuhA/iIQfj1/SrUuMHaMADA/Co7b5NhP/ACzjLn/ebp+laVxapHbhT98LuJ9eaAOM8QS/Z7S5lPGyJm/Q1mfD2Py9LuB6mMn64NWvGfy6PfEZ5hPeovABL6Xdsf4ZVT8gawf8aPzNl/DZ1mMDNSKMBvqP5Uw/dNcHNqOpXfja/wBLGtXVpCJJPJWNQ3KpkL7Dg8mulmB2V7/rIvbNMXhc/U1x/g/Vr/VPtRvruW4KhNm8/dznOPyrrmP7tsdlqXuNEiJ+5hH/AEzH61PGlIBhox6KP5VPGKYixbIN6g8AfMx9hWjbxHyFGPmb5z+NUIhlWA6uRGPp1NbdrhkaTHU4H0FPYNzE1FP3ZPo2K88sf33xEMn/ADymhjH4DJ/U16VqyjyZTgZXkH8a8w0QO3xEKYO1r1sn/dVT/Kuevry+qNqOl/Q9TApyj5hn+8KQVz3ji/u9N8Mvc2U7wTidAHQ4OD1FdRznSORtP0rzyIcD1zWVqOt6nDpEV7Z+ItSlDT+RmZFRZsLlmj77QeDn1H0rVhOcc9qlspInhH+iA/3pHP64q2qYY1XhP+iQH3J/Wrqj5s+2aa2Bksa7iqDqxxWfr3yaFqMij5pIpNvsqrWnEceY/dVwPqeKfPp6X9reWjEL/ohjT3Y9fzolqhLRnN/D1CYLng7URE6evNdi3T8TWf4Rtpk0CG5vCDcTEbu3yJhFxj2BrRlwJGA6AnFZUo8tNI0qPmm2MA+VP92lAyy/WnY4X/dFGDyfQGrJFXiNfpXN+KhmWz9t/wDSsN9XvJfHN1pc+s3lpamby4zFLGix8A8lxjGM8dc1nxX2oT6lfW1/c3MptpSiLc43pyeuOM8DOOKQF+JA11bL/wBNM/kCaw/ELeVYX7jqImx+Vb1sf9Li9lY/pWL4jgaXRr/aMt5bH9KmfwjjuQfDgK0Fyyjjaq/qf8K9GtIxNPFGxwrsAx9F71w3w+s/s2iNKVI858jPsP8AEmu3iJXO0842j8etTQVoJFVnebLzjcrSqrBCTsz3FREYA9a0Yysttt3bVQBc46EA44/CqUygRq4zlmYEHt0/xrYzRX/iP+7/AFpQKFH3j7Y/WlHSkMEHP/Ac/mae+Np+lYHi67udP8PSXFrM8MokiUOnXBzkVzOsSeJtG0jTru51S9WW73+ZEVwIcbSoJx94hs4/+vSYzpoPu1Yj/wBfD/vf0oorNFFqE/O30zVgfcx7UUVZJeB5f3kA/LFaksrOrluTjH6CiimI43xbGsmj3YYcfZ3H6Gm+CI1XwvE4+9LIXcnuf8iiioX8RGn/AC7Z0YHFeRa7fTab421C8t9vmxzvt3DI5Xaf0JoorVmaNDwENrXoHYJ/Wu4z+6f6UUVDGXSf3in6fyq0g+Y/WiirJZat+FjPszfjmr0EjCFVB4yaKKBFa/8AniOe/WuJ8OWsQ+ImpSbfmSNGX2LKAf5UUVnU3j6mkNn6HeJ1rlfiPx4Qf/rvH/M0UVs9jM8y1TXG1WKGOSwsoDEqpG8CuCqD+EAsQBznp1rsLY/yoorNlF6L/j0h/wCudX4v9Wn+4KKKpAWIR8p/66D+VWrcnzmbuCuPzooqkT1La/KxjHCA8DsKil5dj7miikNAP4PoKf8AwN/u0UVI0eReIdUOneLNYQ2VndRyXG4pcxbwCoGCOQR16Zwe4NQaXdzX17eXdw++aZw7tjGSc0UVIHRWn/Hx/wBsm/pTvJSYyo4ypXkUUUwL2n28dpZW8EK4jRAAK1IuoooprYHua1zCttb20kZYGZSHBOQaqy/6lT7n+lFFMRCv8X0FPA4oopDOd8d/8ivIf+niL+tedXWs6he2ENjc3UssMDtIu+RmJLY65POMcemT60UUhn//2Q==", "info": {"video_id": "23564", "label": "pulling a paint brush from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "23564", "label": "pulling a paint brush from right to left", "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": "886ea789676e992ee0c31c725de62202c8233373f0aca0e1a04505771ce77f0a"} +{"episode": 28357, "episode_seed": 2863897023, "split": "train", "timestamp": "2025-10-13T03:07:40.985238", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2863897023, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "97427", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "97427", "label": "tearing paper just a little bit", "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": "5707fd7af720c96aed6ff8219b584ee93fb8dab4dabb32abe0407062df2aa005"} +{"episode": 28358, "episode_seed": 3993709509, "split": "train", "timestamp": "2025-10-13T03:07:41.749041", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3993709509, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling plastic bottle from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "12666", "label": "pulling plastic bottle from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "12666", "label": "pulling plastic bottle from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9e8e405fcabf99b5b2ec4cd1e308c6d2fd2f4b50124b39938d2f79d60dc929e1"} +{"episode": 28359, "episode_seed": 3435384256, "split": "train", "timestamp": "2025-10-13T03:07:43.475273", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3435384256, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing paper into glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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CJYiCT14wa4xrn7VNPJLnc/TPpXUeF9Ei1O6uZb8mVYIt4TPDNnAFZ+p2tutxMhjEY527ei+lE6cnDmbCDipNJamXofmRzXZjcqAo5Hrmu28Mg6xqC2bxMP4pSv3dg689s8D8a5iytGtbMBxtmmIkZT1C/wAP59a6O4vH0DSLXS4H2X2qoZbl1+9HERhFHoTya4qdNVK6T2W56rm6OFbW8tin4x16S+umkttjafbNtiVCRvboXPtxgD0rjWtUntHvFVlfk4HTOeRWvPbzQTwWsIaW1JAEe3dkZ5zx61Z1Hw1fzzQmxtSqgcjIUA5616FWlKd5NXPMpzjBJIoaT4hlhjWz1RGmtf4HPDxf7p7j2Nd1J9ksbXbvVWIyCRyR/nvWRceGzJaMlzGpDAcq3KNVGG687MjOUO0pwc8enNZTqvCq09expTo/WX7mltzTm8R/2cVMVpcy8chUIX9f51RGuanq8m6GaG2CEFk6MPzqB7gId+8s3qxzUrXqnT2ulVGmVtojwP3n49R9awjjJVJe9sb1cHGnDR6naaKzy2Slmea5mOOO57Yr07R9JXTLNPMAafHJ7A+1cF4e13R7WyhuHVbeYxgIkrAPken+NO1zx5Nb5KThUxuyDzj0r1JSjyqEXZHjuMldtHmPim2/4Rv4m38UQKwPcb9vbZJhv6/pWxbzpLJlDna21h3BrkNd1i58TeI/tkykSSskajvgcCtpVmkvwLXPntJtQD+I54HvXhYlJvTufR5e5crv2R2ujxwxSz6hdMI7eyTzGkIyA3b6464+lef+JtVXX7jcoMZDYt4ifmCn1HqeprpfEWpyRWkGj2rK8dq5k1CVON8o6qvqB/Qelcklomq3ZuY2MZjI+VhkkivShScKKpR+f9eR51Wt7Ss6svl/XmRadrc2lqtlqMZubNhlVzlowe6Ht9OldbY3tpY2U13BdJNbyAFG6MMZ4YdjzXGwQpql20c0QQxrwqn35pl/YSaYY8SboZVynPPHUGpjWqUI8y1S28gcIVJcr0ZavNRe9v3uH6ngfSoZpfOTY5JXPSqMTc1Yjyz+1eXKTlJye56EUkrIvW8nl4CoOKmlWS7cFmKgDgetRxrgg1OzlHDUGttCCGS/0jVYr+ykcSRj5jydo6flV3WLn7PqkV1HbpafaiPMSJsoXAHzKP4chs46fyFC2kuL67kUZUzMIkAPqcc1s+OLQwnTycCSSYqqjsqgKP5V30U3Rk+1jzKrUa0bdR9veiRhFJhJR09G+n+FahkEUZnZQVQbyD39B+Jx+tc5Kg3shxjNWb6O6/sxbdZpGmAEjYGSBjheOpwf1rDCUfaVL22PRxtV06Xm9DnZpZbvUJIrnax3Mc9Mt1JP1qsY7m2vvOsC6FDuVo2+6frXT2Gj3l3pckcts6swI3SDBPoeam0vwpdW8TrcSQruIKgHJBr0HhJSt+fY8j28YpnpGk7Ut44HUNgZYHofavJdW006ZrF3amRHCSEqyDAweRx269K9B1DVYdKsJLyQ/MFxGnQ5Pb6n9BXmkt9Jf3ElzcEl5WJz2P0+lYZjKDiorc6MtjJTcnsVZ7diS6DOeoqo9q5UttIA6k1rqcmnvAJQMHkHOOxrylKx60qSlqY0NjNuDBgDXf8AggeXdyRvjDR5GB1IrOs/D0s6K/nxbWGcjJrpdI0iPSmN/LOWWBSSu37+eAv4nitqak5InkglZasv+ILmdBaWNrzIZUmuAD/ADwv9fyrRtrZSSrZwTjrXH3GqyQ3L3N1E0j3B3IVPX1z6dePat691m5tFtWt4UKzwiQFskg+lfQ4KD9nd9dvT+tTws05Y1uSHTRvu+v3bLyRieI9OaWyYEsTFLzk54ziuj8KlZPDltGxGYcxnPseP0IrMjuzfRXKXQAeUEggYGavWP2XT7FUkmjUn5mGc8n6V1ciTuee5tqxyvxFT7JqNpcofluIyDg8ZU4/qK4K7uJm+Rsqpw2PWu48czLqsmlQWwaRlklGADnnZXO+INNW2e2yVEjKQVB5wOh/mK8DGxtVk/T8j18JJunGJhPLJIqh2JCjAz2pgJByOoq6sKlcEUoslUFmJKgZ4FcPMd/sX0L2leJ73TC4Vs7wAzdzW/o9yusainmqCWPy7umfp3rlYrVf4kBJ/Sui0HFrf28irjY4JwK0VeeiuOGEj8TR6Lc6XYXKLPfLtitV8x5B12jkj3B6Y96wdNWLXL671K8to/tf2gryM7FwNqj6Dir3ifUhDBHpwPLbZrjHv9xf/AGY/hTtHntVE0aSo3lp5jBDk4HU8V6uBi3Ua6Lf1/wCAjjzCMY4eNRv3pPT/AArr83t5It3sclokRhCBWJBwvSud0a8vn8Vi2vZ2kgZmjVCABnqDxWzdeILK5hWGJJWO4NvK4Aqs1gH123nibqBLlfb/ACK9SUG7M8VTsje1GzZ9NuVgGyUxkoQO45FeLW96V+9XtclwYnVpZMD0JrwMv8xxnrXj5rHWHz/Q9HLZtc3yNe5v4/K4OP61Qi1WSNdmxdu4NkdaptvkPtTShU4IrykehK8tTorfUlu2YmFFzwN3Jrb123tkVRbzPI2AGLnmuFjaSNgyZ/LrWva3txMyrLECB3OT+hNdlPEQjDlaOaWGlOacTV0HQbq+mlvoowwgU+Xk43t7fT+ddDoirp0E+ryAJLE32a1Egx/pDccj/ZGSa3PDh83SoGRfnk+UqB3ziqOuMmq3/wBkjb/RrU4DJ/E+fmb8xj6CnTipVIytfXT+vLc7I05KlOF7WTbfpsvm9PmyrpfhhoY3S4uWlZnLMVXrnrUclro2hRSziG5mJbaxJzzn8K7G1QgbuxwaxdYsUnS9hXB/jGOfeve9kkrI+d9o23cNDsrG/wBPW/tbOKEyFgfkBbOecmuR+I0C2lzYKq4Dq7dOOw/pXY+E5DbafNC6EoJdy49xzXMfFKVZRpZC4wZf/Za5MbG2Hfy/M2w071kcEs5UYFWI7ogcdaoU9TzXz9j2lI1I7t/71W4rlnIV+Qax0ercb5A9qRakaJY2svmr95SHHOORzW/5cnizW47yNsWttEfLMinG8+o+tc+6R3BRJBkN2zXbeGZAthJBtCeWwwoHQEV1UqlocvcynQ5pqfYx7Swc6stvdptZWBdSeGHse4NdfDbM0bum1XOTwveqN7qNtFcpFJKilGBbPXPpV641a202fynSRpAAcKOMHpzXuYDDqlTv1Z5OYYmVWp6HM649+bWJo7mRAWw4Q46iuo0ULc6JayMMvs2uR6jisqQw6jY3G1dhGXVT1xnNXtLhktdNVNxUNlzzjrXX7OzucTndWPLdQ1ObXL/dLMY7WLOCew7nHcn0qzp0a3WnGJjgBuDjlT2Irmsmp4ry4gXbFMyDrgGvkJ3k7s+kpyUFY2wrxSmKTAdfyI9RViNsE1zsl9dSlS8zsV6E9qPttyP+Wz/nUOB0RxKW52+l6g9tPg5MTHlR/MVu6tdmZYLG1YOAvnSkHqSOB+C/q1eXLqV4hBW4cEe9SrrmppI0i3sodjktnk1rSfLpLb9B/WYp88V7yWnr3+W/rY9BtWg1+4ji2PEsYLA8EnoMV2y6TbSabapIpfyVKKSe1eEW2uanaPvt72WNvVTV9fGviRF2rrF0F9Nw/wAK9uOaUkvhZ4E8FUk73R6zqcEFrAfJjRGJ28Cqs+mC8igltiqySABlPAJ9a8sn8X+ILlQs2q3DqDnBYf4VteDb/Utc1pdNn1+8tFMMjxeWu4s6qWC+3TOfam80pNfCyVgJrqjf123XwzFFd3TRySOGCbOq4xkAnuc/pXnU97NqN9JcStl35C9gPQUup63qWr+X/aF7Lc+XnZ5hztz1/lVEOysCDgj0rysVW9tK62PQw9P2UbPc0UIIBq1Hxisc3EpYsZDk9TSi7nHSVq43A7410uh2GkrZbxHNCpkJ+Vj39q7GyFpZW815JEiwW6GR8Ac+i/UnA/GvIBfXIORO+atSa/qstsbd76ZoSwYoW4JHStqT5Hd6kVKkZqy0O6tLxZ7ie6vZUWeVt75OBk9h7AYFaXhHSpINQMjBfIljZAc9QeleWvqt84QNcyEJnbk9KuweK9dtlVYdTuEC/dAI4r0sLjadGnytNvq/NnDj4TxNVyjpHRJdktj1hPDUcQO+bp/dWmJADcyWsMrRsqHac9+4NeXt4z8Rtndq9yc/7Q/wquPE2tCXzRqVwH/vbua6nmtJr4WcP1Cp3R6JLYXs8roIZZGHcDP6153YSx2KPeyRq8gysSt3b1/Cux1rUbmx8MQarpPibVpVe6NsTcxrGtyQmXkiHXapwp3D+Ie4HnTyO4UMxIUYAPavPxeKjWacVsdeHw7pX5nuWIn8w9Oasoiv1ANZqsy9DinieUdHNec4noxqpLU1FtpJZQqKWOOAo/OtS00i8YjEDD68Vzcd9dROHSd1Ycgg1aHiDVh0v5h+NNR7l/WEtkemWc0+heH38whLiVzHb4OcZHzN+A/Uise6W4sYYpbeRkMhCMOuABwBXFT67ql0UM99M+xSq5boCc0ra/qrgBr6VgDkZINd2Hr06c+aSeisv1f9dDnxE5VKHs4bt3l8tl6Lf1PULqK5vNF0udHkJMZR9pPJHfilsba6s2LeWQhHzB+M15uni/xBFGI01W5VB0UMMD9KSTxbr8q7X1W5YehavS/tWl/KzyfqNTuj1CO+GnW6RpATkbgxOA2e9cN47vZL2SyLqqhd+Av4VJ4Q1Ftd1u20nWdZvLe2lO2OVJ4o1iPUljJxjGeOpOBXP+IvtUOtXdjctdf6LPJEqXQAkXDYw2MjPAzgkelcuJx0KtNwinqa0cJKnNSbMulptFeUd5Krc1chbNZ+aUSOvRiKTRakdJbDe8Xt3rpdJnNncTPJxEUAz2BzxXniXtzH9yZx9DU/9s6jsZPtcu1hgjPUVpSajJORU6jcGlud3cWv9p3yvbukrBcOQ3TniututHF4lrcO4RvJCvgZyRXi9trWpWZJt7yWMkYO01e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"info": {"video_id": "209757", "label": "stuffing paper into glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "209757", "label": "stuffing paper into glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c98ba097fdbd354a03bc484761033230695cd03b38c1511c1068b5bc0d8c8060"} +{"episode": 28360, "episode_seed": 2612761723, "split": "train", "timestamp": "2025-10-13T03:07:43.972367", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2612761723, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 aluminium foil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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Cy4BweoPoaVXDID0z+hqvayGW1idupXms3TUk1LxbPpkmqT2kTCVohGm7c6oWC+w4JyfT3rZamJV8UtiS1z1+f+lXfC0mX29mGK5O5vri88priZpCBkbu2a6bweQ8sgOcoQ3HpSivfsaR1idgy4FZeu3/APZ2lySqf3jfJH/vH/OfwrauQFGRXnfijUjeamtqjfJb5B937/l0/Oqn7pEVdmDPJtTaTz1NZ0DmRNpP3SR+tWLti8L54dKp2GTGxPc5rJbGrepJKNjKy5yDkGugik8yNJP7wBrDuB8hroJ3hZ1+zrtjCKAPTApPYOp0ehTb7V4yeUOR9K0Qds2T0bj8a57Q5GW72gHDKQava9NLb6U8kMjJKHXBWrjsZz3NVj8pwe1cNp0mLpQPXit/VdkGgQ6lp+s6hMrXJts3ESxrOQm53iHXapwp3eo9wOWspfLnjfsGBNElZjpnqVv+8to39RTsAZqaxiUWCgHIA4+lZGvaiNN06WUEbyNqD1Y9P8fwrWStqTbWxyPiPUPteqSBTmKDKL6E9z/T8K5e4mK3S4P3gVq47lVXdyH6k+tZE2RfqnUKcj6VgtXc1eisW2QbTk5NXNJlOySHn5TuH8qr4ytXtHaBLa9DITMxUK3oOT/Ol0BmtYTmG7jfPRua62Qb1wDjPf0riIyc8V2FqzPaQs4IbaMg04EVCdZAyAn8R6Guc8UnElrz/f8A6Vb0p4r3xi+l32o3VpbzS7UkiljjWM9yxfjGM8DknArA11rmLV57S5e4JtpnjVbjAdcHHzY4zwM44q5LS5MdzpPCsm47ecMP1rp2XArkvBjB5pFJOUwwx6dDXaXShOlXFe7cc9zn/Et/9h0phG2JZjsT1Hqfyrzq5kCJs6cVteItR/tDVyitmKDKKfU9z/T8K528JMDh+HXp71k3dlx0RXtm8yPnOFOKWX5GDDjByKZYD91z3OasT4ABIzz0pPcOhtxsSiMwwWUEj6iul0GbdbyRE8qcisC6uFuZ/NRAikDAH0rS0MSfaSyg7NuGNJaMJfCb+dkuc8Nx+PantypNZWuzSW+ls8MjI4kX5l6jmo9b03XNC0LS768u7pZ70yebCUwIMBSgY4+8Q2cdvqDWqVzE4+BipBHUHNew2sjPpVqx6yW6M31Ioop0uprLY818VzyTa/KjnKxKqoPQYz/M1lgB7chgKKKxluXHYxH+W+x74/StAf6uiimxIfprHzZh2wDXR6LBHPcnzBuCjIFFFIl7HTHhRjjmuPutTuNI8SS39ts8+GVtu9cj5lKnj6MaKK1juZIx24Kr2HFdN4OndNZEYPyyIwYfQZFFFC+M1jsdnf3EkenyTKRvSNmH1AzXk+9i28nLHkk9yaKKVXccN2F+oe3LEYOO1Z1j0b60UVC2G9yxcfcrTtyTbwkn+EUUVL2Dqdnp0EcNohRcFlBJ7mqniJj/AGU//XRf50UVpHZGL3MfWfEz65DDDLpenWxgRI4ntkdSiDPyAFyoHc4HJ5rGhJoopzLgeuaXM8uj2UjY3SQAt+ZFcR41nkbULeAn92sZcD3Jx/Siirq7AviMCPDxMpAxWJONt8APXFFFYx3LkX1+5TtOJ+0SjsVH86KKQM6bQokluGLru2jIz9a6N2Ixj1oopx2Mp7nKXOuNpWp3yNp+n30csocx3kG8Bl6EEEEdTkZwe4NZV/fXGpahNe3cnmXFw5kkfGMsfbt9KKK0l8IR3Og8FzOmuLGPuyRsGH0BIrr9buZYdGuLhDiRImKn3ooqo/AXI8pLFOQefWi4/f22XAzjqKKK50WyhY/dP+8amufu0UVT3J6GpbkmCL/dH8q7axVUs4woAG0HiiilHciexm6/Ix0puf8AlotYF34h1TUNPh027vJpre3kaVPMkZiWfGcknnG3j0yfWiito7En/9k=", "info": {"video_id": "75115", "label": "holding aluminium foil", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "75115", "label": "holding aluminium foil", "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": "6db3643042aa8cd3e4a50dd04791d1d318a8469dd702c316411789ccc6935a71"} +{"episode": 28361, "episode_seed": 2549132231, "split": "train", "timestamp": "2025-10-13T03:07:44.479777", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2549132231, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 saucer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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"info": {"video_id": "100525", "label": "putting saucer", "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": "100525", "label": "putting saucer", "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": "8afb60eb941f39bd2492a60de81137a1f9c3132d7ca154c0480d1904240d8f49"} +{"episode": 28362, "episode_seed": 2882756677, "split": "train", "timestamp": "2025-10-13T03:07:46.434295", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2882756677, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling calculator from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "75157", "label": "pulling calculator from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "75157", "label": "pulling calculator from left to right", "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": "2b38b9e0c7f55b34ba9dff0f0e99345cb47fd41ad34bda7b5394f273da4801a3"} +{"episode": 28363, "episode_seed": 3045041586, "split": "train", "timestamp": "2025-10-13T03:07:48.940300", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3045041586, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 spoon and funnel closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "152800", "label": "moving spoon and funnel closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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r3nY9zLYqMHJ9Tp9Nuds6YJw3ynBrpUOOewX6CuG0l2kvYIxydwJ+gruGBz984AycVpgr8rRzZmlzplkZ2hjx+tStkjIA4z1PFVkdQFDHcGzgH+VTIg2Agkk8EYruR5TOYSFljUNgtjkqCKtopH3TnB7/AMqjwRwrAAdsfrntUqhHjJLDH3QAO9ZFFewIZ7hRgEPkZPqTn+VXgjIgDE5LZGe9ZumIfPvG2cb1A57cnrWqoZogThjjB9KqQIaQWDAtnaOhqKRG2AkqCMsBUyqQXHy7T7460PGqk8jK8Y9vSkMxdQm8iAtjDAc4Fc3HerPYyWpTbN5gcf7S4P8AjXXXVqlwxBXcCc49/eq39gWhYBoQSB97tms5x5jpoVvZu5z2lwy3NwsEaHcTjnoPrXqenWv2G2hhXlUA+b1PesfS9ItLebzI4lOBtILE10RceaAT05Ax6f8A1qVGioPmLxeLdZKK2MPxTGSbTj5QHOe+flrBiTbnkYB6Yz/nrXQ+IiW+ynIz8xx2B4xn1rFjySvTccgYb+VbPc4VsOWIYXcuCM/dHWo7ktFPDJ/DHKpOOc81ZVB5hXezbjgMOg45qrfsUg4UhQe/6Y/z3oQyaMnyFII+YDnGetI6sGOBkDJJzSwKXs4HCjO1Tgn2FOuIi6sTxkbSD3pDOc1W7W2K7gDsPbvUGrMrramN1eJYVKsvTnJP45q5d6TJdybWIGG6/wCfyqxZ+HBGhzNL5efuL0z+NY1KfNsd+GxCpqzDwxaG6uhM/EcYJHue1d2qsQDnLY5596zNPs4LW22R8E8Lk85/xrXjbbEcDa2evr/n0q6NPkVjDFV3WnfoTqGMeMHcMgCuB8ocMfu54J/X613iMNu1SAAM5+tcT5ZEuPm3jjr1x7VrI5UNVVTByF6YA7Z7GlK7lAxj6DA+n9asRoTEv7sgnqT/AA47UFS8KndhiDuIAqSinPEqRlQBtweR2zXLz6jEghWbOxWAYDjjA5rr7iMmHADD1GK5S20tL2abzSwVWAz2xjv+VJq8WjSnLlkpGddEm4LtyGOd3rXWeFLJ5ZvtJX5Ix8uR1OKrweHIVG0NIFDdNwxXU6fbR2lusahtuOeOv/16540Peuz0KuNTp8sVqzRGxSSBzgHJ7ip4gWflctjHHvUGTjePmXjA7/hU0LMWDspVie3+f0rqR5bLSxhZAAfmzzjtxisfxEqs9tsb5zvXr9K1ct5jDAGeAenNZPiLDrAACwG4ED0OODTexJiKoUnpkc5POP0/Sl3BcqG6dsZx9KbEpJQAMUJ+8G6VL0kXKhFY/d7dsfSpGR7A7lzwRyAeoqq0ghnLleRBKMdvu1c2Yk5yR06cDmszVA4R9u4kpIB/3waa3H0M7VtSjhukyCQDkgelLqwV1t3iIeNYVCsnQ9/61Vk0ya+lLEZOR96tbTtCS2+WSaRkznywcCuedNyZ6GHxEaa1JfDNif3l1MpA2lUHr610yOoAKhSMZyPSoLYJFGEjwpx8oC8D/wCvUyuUYKUyWwMitacFCNkcuIrOrPmZahjDQ4HAxyenWrMQwGGeN3pVaNsIVySB2wentUiMdoyOADkE8Z/zzWqOcxd+6fBXA9en0FTRuxzyoJJx2/E1CozJ821QSMelShSASSO5BI/zisiiGyWdQ5kj2Fn6DGMDjP41fjGEPCkHP8OKj34yAwQAZGD+FSKo2swBwwxk+hFO4ug1g4T5vX8vxpZNpB2sT0HPc05hnkEDjow4+tGGMHCAgnn160DIDCAOSu7GSc9M1agjxGEC/UigLkAYHqvHWpEBAYsVC+o4pgWLdUSLtntjtVkSBnGFxz6dKqZK/MoUrnA9u3NclHeX1/4zu9NbWbm0izJ5QiXdllTcF9hweT6e9UiWdFrso2QsRuAzgY+h4rNQAeWQoZjzk9RWFoWp3uopMbueSfbsK7yMLnOf6VuqhAQ4Bzk46GpluNbEjbgVZU2hRkEDr/niobwobZnlwEU5Ykc4z6VYTMYzgcY5ByPxp+0MdrNk+w7H/wDVSvZjGxqUiiRUwqoM55xxSbBsIY4ywwpHU1P3ODjpjngfWmIhEgBQZI7HGfr+tAIjS33OxP3F6nOKs28IWTLYIxjj/P8AnNCDDsdnIJOCPbt+VTBdpwiryfXn3/pQO5OigzBiMHGTnr9KsBlUFQD/AId6rDlsAqXz0J9B2rH8T391ZaC0ttKYZBIgDIeapEs6QSEIAuFJ/SuSjLeYxbkHhazdSvri30WDUbHXtRlBuPs+Z41RZiFyzx452gnad3qPoNaNCrZfcxIJB/z9aJ6CjqOTmPBZuRnOM/5//XTvKIIIIweg79KQbVAG5jjGDntn9aXJYn5dzHBXOBn/ADipKGFQ0eASBgE+2f51VsrRo5Z2MJUK4A4++B3+nOPwrUCZU4weTgKcf570pjUneR8w6sD1ovoHUVI8qGZcBm6j0q2y7ht8s4PAGeaiTBiQiQ5XGR+lSptYbR8y4HT+QoGSBsLyTkdBjv61PESqiMLt9u1QKhjUMAMZyctwP8+lBXAU42k543cGqQiyG5OWzwevAP41j6+W2wAYD/N26dKxIL6W48az6Xd6rd2ts0pjjeOWNFi7nJfjGM8dc4FQW82oTalqFpd3F0/2WbYqXG3eoBI+bHGcAdKcloSnqXgclByMcHHc0/BkPDHcRgAjAzTFxtXkqeec9euacHG07C3OMDrn8evrUFCkbcFz3PIJwKrXnCmXY0xC42AZJDKVz+v6VZXDcqFC8fNnvTypyc8g8Hng/SmgZBBGEBUoPmwMkcD6VejUCRzhtw6KOxqGNBHKoDEA8fT6VOPlY5cYPII47GkMeuBJuwc5wT681ID867juI+ZscVHtMgUguMjjB449qk5B2bX25Ayp7U0IsbyRuB47kjHekDkgd8nBI6dqwfEdzc2OjvNbzyRyLKqh1PbJBFZWsweIdD0XTby61C7We88zzImXAhA2lQxx94hs4/8Ar1aJbOlgyyYYk7ehqMkh8eg/nRRWRRMwKRo4Y5YZ/lVrcQ3B6nn86KKAYSsUDEHocc08RhY2wT0PeiigRNHEoUvk7vUnNKHIDAYwAccdKKKpAAYmBTgA56ge1eb6rqE+meMLu9t9nnRzNt3DI5XaePoTRRVREyfwgdk1xEOV2r19q6dvkRsdlJ+vJooqZbjjsMZyFHQ/KDz34q1Ax+Yehxn8DRRUIpkxckEnGcZzimx/vHBJwc9qKKYkWRHukwWbGBxnrUufLcqOxxz6UUUxArfvwNq4ABAx35rA8YH/AIpyUek8f8zRRVLcHscjqviBtYit45NNsLdolWON7dXUqg/hALEAc54HJ5rsUkIt5OAdpwMj2oopzFEB88TOfvEDvUyxq0wGMc9u+BmiisjRE6DzHlzxt4GKM8MSASApz9TRRVMlFjd+6GAOR/UU5JG+zcnPBPI7jFFFAiQAPEMjrnOO9NhbzSQwGBjAH0Boopj6Hnep6y2m6/qSGxsbuOW4DFLqHeAVHBByCOvTOD3BqbR724vby/v7h99zLIru/TJJOeBRRVy+Ehbm3M588oAACueOKcEUSFSMgKOD9aKKyNESIuyGVwSSCev1xUjLs2jOQVyQaKKFsKW4+BQWyR0QN+JpzORcRgAcnHT2oopoCcNukjBAw/XHt0pQv7xmycqdo5oopgjD8WD/AIp9nz8xliJ/M1x13rmo31jBp11dyzW8EjSL5kjMSWxnJJ5xjj0yfWiitI7ES3P/2Q==", 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", 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", "info": {"video_id": "152800", "label": "moving spoon and funnel closer to each other", "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": "b86fafded94e49490dcb2ceee9480ddefe2897052fdee3b738035127d6dd2937"} +{"episode": 28364, "episode_seed": 2022553022, "split": "train", "timestamp": "2025-10-13T03:07:51.631998", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2022553022, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 bat down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "194233", "label": "moving bat down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "194233", "label": "moving bat 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": "2ce86014b700b700b4b3f5fc9924fa9a172418a8c4462d572a483a5df3d5ed31"} +{"episode": 28365, "episode_seed": 2138184439, "split": "train", "timestamp": "2025-10-13T03:07:52.683891", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2138184439, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 nailclippers out of white bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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DjBI6DjpS3bW80ha23o6Y3o6leO38q6DUdAsJH877LAG5JOwA5+tZk9nHEnyLjI9Sa9GS0seRoP066a3sGkDEkSYRT0BI5J9atxa0jHEsbAnuvIrFSRoS0MjAQNj5v+eb+/selWY7YqwluZY4olOWJPJHtW0IQlD3jrpKm4e9ubxkWUuFJyjFDx3wD/WsDXGB+ysB94N1/CtaBikTzSAq0jmQqf4R2H5AVh6ufksz7MfzxXLiqcVRbX9ajwi/fL+ujKiZKfJ95TkZNX7a4zhkJVlP0Kms+EY6etWhGrOGyysONynBrxrnttHRRa1fBQPPzjuVGaa9488/76Rncg4z24/SsdI26NNKR9QP5CnvOtrJBjhC+G+h4/rWsK0nJczurmM6MVCXKrOzL114esNSsS19HnghHXhh75/pXnGp+Eb3T9RRYJDc2ErLGXx80a7h27V63JITbLGUwBWXOg5xivXkr7ngQm4vQ5LS9KXRr0Rwn94JlIf154Nd5Jqpt5WiCbo0JUEn5j75rmkgaS+TawUqc7mGQCOmfxrYeGS9ZpYVUOTiWMtyjf1B6g1pQjHVSOik4yl75qRajDPHnDr8ypyO56Ukm3eFOTkGqNvDsZLcSK7iQSyleQgH3Vz6k/yqzK+Z419FJ/pVOlC+iM5qKk1HY84i6VcB5X61TgOasqcygegr52R9DEuoeRU2QBVZDU2RtzUsoh0a+k07UWKnlhkqejDPIrtYvEFg8WXlMTd1dT/SuAvon3xTQ8SJ+tJ/akAiLXBMBHXeCB+fSvQwldcvIeXjMNeXOdle67FcfubQFs8GRhgD6CrFo6xwpHMAu8EfN0Yf57Vz+kxecY5mUmA857sPauo3oy4IBB6elehRqRlfU89xUXqQrZ2ltJ5kdvDGw53bRkfT0qKaQXWEjOY/4mHQ+wp8sVumCY09s81Xa4APUKoHPtW+iJbRka/9+AD/AGv6VRiPWrOtTLI8GDx839KqodqFvavCxUlKo5I9nB/wV/XUswHOfrVxDkVSg4Rasof1rmOwg1LLRoV52kmuj0bxBGtpElxnZtG2Qc4Hoaw5FVwVPQjBrKgnksGMUiO0BOVZRnb+HpXThKyhKz6nJjKHtI6dD0K58QafDGWE4kP91FOTXJz6rNe6ik+0hVPyop6Dufc1kyajbSzeVFKsko/gXlvyq7YKQvmOuGbpz29q9NVU5JXPHdPkL99YQeIktJDdGGa2Y/Oihtyngqc+386qWvhKwsrpWnuTPAv+ptivbsD/AHqurHDJklRn8jUsLCFf3YUfQV0csXqxqo0rJlzayo0jYDnt/dHYVwcXf867Nr1du18BiK4yE7jxXnZhJSaS6Hdl7u5fL9S3nlfrVtDyPQ1SU5lA/uirSHtXls9Qs5wKq6NeyafqLY6sMlT0YZ5FTZyuaz76J98c8PEidvWrpT5JqRnWp+0g4nc/2zYXEHzy+U3o4PFZFzfRSvtgJf8A28YA+lc5/akAi3TkwEdRIMD8+hrV02PzjHKVJgPOf7w9vWvX9tGyd9Dw50HDdCW5CsRMAokJwG6MKnjtLa2kEscEaMOd2OR9PStpkjdcFVKnpxkVTl022J4jUH35FdaSsZ3RTe9e4wiNuj/ib29BVHU5vMeIYAxnp+FXJ43hbphQPyrKuX3SL+NcuMmlTce50YT+NG3n+RLEeTViA5z9arIdqFvarEHEa14jPdRdQ5FVNSBaNCv8OTU6miRVcFT0IwaQWuaunatDLZRpcE7So2yDnHsaZdTW3JW5Rgeygk1zEE0lgTFIjNATlWUZ2/h6Vat7uG6uvJgkEso5KJyfyr2KVeM4XPDr4Zwk9C+VJCmONiu7LeuPWrK/Z7mNWeOOUrxkjp7VfsEWKDawHmHk85BHtTLnT4ZSXCAn0rrpuMo3Rz7aMYl/FaxrFtRR2WNcZ/ChH3K0rEeYxzj0HYVSMCRDCKFPsKrvcMgwThvaqlNQV2J9kctbmrURzM596pWxw+ParcJ6n3NfPS3Po4l1TzUgx0qup71JuzUsYrDIz6GmPGpXBXIPY0/Oc0rngCoGQWupvpLzNdO8ttLKNiqOU9CK6lZtyBo3BV+mDgN9PQ+1cq6gnBAI680sTSQOzxSyR7j8wVuG+oPFbwqWOGvh+fWJvT3E4Yp5jMF7Hhx+Hes25mLgl5MAcliSAPx/hqKZpb2DC34ygyVkiUMB/stmub0yBvEHiZ9Pu9Wu4oCkhgBTcZGVCwBHAA4J57fWuiLlPTm0OF07PU0/t8d3JticukXG/sT7HvVzdiLHqRXL6DeT3QmaaRnwFxntnNdKrZWP3NYVFZnp4a3Ii/H90VYX7uaqxtxiplbisjoJT2PqahK53exp27g5oyAzVLKMfU7N5EEluwimDAlwOSB2qxYalHqEjxAMs8LbWUDGT6r7+oqxLg1Ta2jJJ2gZOcjg59cjvVxlbc5a1FVPU3fJlEQkEpVh36r+I7GopWnVOTjPOAev0P8AQ1VgvJ4mw97KvbcyK5x79zWX4lnvLGxLwX58yUjb9nQKm3PJI5I9K6ozk9FI82VFwdpImvL2KyIZ5fnbhYx94/8AAT/OqVuc81V1Wyt7PQotT03Vr6cyXP2dpLqMKLkhNzPH/EFU/Kd3qPcCe2b58EdqmrHlOvCJK/yLsRzM598VbQ4NUYT1b3NWlbNcx3lkHt60xwMA+9NLUFshqljGSRKV2soIPY1Dbak+lPMbuRpLaSUbFUcp6EVYdsjFVZFDcEA/WnF2M6sFNWZ06TZUFGBV+mDgN9PQ+1NNxMvyh2cDsRhx9R3rmo2kgZmimkjDfeUHKt9QeKuebNeQ7Vv13KM4khAYD/ZbNdMKjtpKx5dTDuDv0L1y/mxsZHG0dWJIA/H+H8awDdRTTFYHMiJxv7E+x7/WqOl+Trfir+z9U1W+itJXCxP5scQXodz7xgjGcDqTj1oiNxDquo2k7T/6NMYgs4UOuCRhgvAPAzjirnF8vM3crDRSqI2d37rHqRVyPhRVFWysfuatxtxiuN7nrLYtqcrTjzz6moVbinb8A/WhjG7Mk+xqndRyjDW0nky71YuByQKvbgGaoJDzmpTs7ikrqzNHTtYi1F5YhuW4ibDjGNxx1X39RV55pAA4l2443Yyp+o7GuWeNWzxjJzleDn1yKsw3s8bYe9lX/bZFc49+5rpp1LbOx5lbDNO8TVuHkkXrtY8jBGD9D/Q1zt/cx2L5kkIkPCxj7x/4Cf51F4kuLyysC8OoHzJSNv2dAq7c8kjk1Q1rQ9V8PaJpt9dXNz9pvy/nI6H91gKUDMRwxDZx2+ua2SlNXk7nNypAvyzHFWIT+6Wiiuee57FPYtxn5c05SS9FFQzQATlh7U4k80UVAnsRZw/HpUsn+rJ70UU0RLYzLgl3iiP3HJ3D1wM4rnW1W60nxLJeW5UyxyNt8wbh8ylT+jGiiuml0OauvdLXhsbY7tf7uwA/nXRxH5ox6ZoopVdy8N8CLkR+epiTiiisDpHEkID7UEnP4CiioZRFJ0psfIGfSiimjN7EE/EnFc/q0jjRnmDHfJKC34EgD6UUVvTMZ6oh1fxNJrlpbrLpenW7Qqscb26OpVBnCAFyAOcnA5PNai8THFFFb1tjDDfEyeEnyVq3H92iiuU7xVJL0oJ+Ye1FFZsoGPWoT9/8KKKCXuK4/dk1m3BLyRRH7jk7h64GcUUVpDcxkZH9vS6bqt5DJY2N/DNKGKXsPmAMo4IIII68jOD3Bq7pl9cald6le3b+ZcTyCSR8AZJye1FFdT/hnJH+MjZiJzH7Zq3GTvoorjZ6S2JyTinEnYDRRUsYE8/lUcp4oopIUhicjBqvPxJxRRVIze5z+qSP/YrzBiHklBYj2JAFUrrxDqeo6TbWN3dyzQQSNIokkZiS2M5yecbePTJ9aKK7KezOHELVH//Z", 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DjBI6DjpS3bW80ha23o6Y3o6leO38q6DUdAsJH877LAG5JOwA5+tZk9nHEnyLjI9Sa9GS0seRoP066a3sGkDEkSYRT0BI5J9atxa0jHEsbAnuvIrFSRoS0MjAQNj5v+eb+/selWY7YqwluZY4olOWJPJHtW0IQlD3jrpKm4e9ubxkWUuFJyjFDx3wD/WsDXGB+ysB94N1/CtaBikTzSAq0jmQqf4R2H5AVh6ufksz7MfzxXLiqcVRbX9ajwi/fL+ujKiZKfJ95TkZNX7a4zhkJVlP0Kms+EY6etWhGrOGyysONynBrxrnttHRRa1fBQPPzjuVGaa9488/76Rncg4z24/SsdI26NNKR9QP5CnvOtrJBjhC+G+h4/rWsK0nJczurmM6MVCXKrOzL114esNSsS19HnghHXhh75/pXnGp+Eb3T9RRYJDc2ErLGXx80a7h27V63JITbLGUwBWXOg5xivXkr7ngQm4vQ5LS9KXRr0Rwn94JlIf154Nd5Jqpt5WiCbo0JUEn5j75rmkgaS+TawUqc7mGQCOmfxrYeGS9ZpYVUOTiWMtyjf1B6g1pQjHVSOik4yl75qRajDPHnDr8ypyO56Ukm3eFOTkGqNvDsZLcSK7iQSyleQgH3Vz6k/yqzK+Z419FJ/pVOlC+iM5qKk1HY84i6VcB5X61TgOasqcygegr52R9DEuoeRU2QBVZDU2RtzUsoh0a+k07UWKnlhkqejDPIrtYvEFg8WXlMTd1dT/SuAvon3xTQ8SJ+tJ/akAiLXBMBHXeCB+fSvQwldcvIeXjMNeXOdle67FcfubQFs8GRhgD6CrFo6xwpHMAu8EfN0Yf57Vz+kxecY5mUmA857sPauo3oy4IBB6elehRqRlfU89xUXqQrZ2ltJ5kdvDGw53bRkfT0qKaQXWEjOY/4mHQ+wp8sVumCY09s81Xa4APUKoHPtW+iJbRka/9+AD/AGv6VRiPWrOtTLI8GDx839KqodqFvavCxUlKo5I9nB/wV/XUswHOfrVxDkVSg4Rasof1rmOwg1LLRoV52kmuj0bxBGtpElxnZtG2Qc4Hoaw5FVwVPQjBrKgnksGMUiO0BOVZRnb+HpXThKyhKz6nJjKHtI6dD0K58QafDGWE4kP91FOTXJz6rNe6ik+0hVPyop6Dufc1kyajbSzeVFKsko/gXlvyq7YKQvmOuGbpz29q9NVU5JXPHdPkL99YQeIktJDdGGa2Y/Oihtyngqc+386qWvhKwsrpWnuTPAv+ptivbsD/AHqurHDJklRn8jUsLCFf3YUfQV0csXqxqo0rJlzayo0jYDnt/dHYVwcXf867Nr1du18BiK4yE7jxXnZhJSaS6Hdl7u5fL9S3nlfrVtDyPQ1SU5lA/uirSHtXls9Qs5wKq6NeyafqLY6sMlT0YZ5FTZyuaz76J98c8PEidvWrpT5JqRnWp+0g4nc/2zYXEHzy+U3o4PFZFzfRSvtgJf8A28YA+lc5/akAi3TkwEdRIMD8+hrV02PzjHKVJgPOf7w9vWvX9tGyd9Dw50HDdCW5CsRMAokJwG6MKnjtLa2kEscEaMOd2OR9PStpkjdcFVKnpxkVTl022J4jUH35FdaSsZ3RTe9e4wiNuj/ib29BVHU5vMeIYAxnp+FXJ43hbphQPyrKuX3SL+NcuMmlTce50YT+NG3n+RLEeTViA5z9arIdqFvarEHEa14jPdRdQ5FVNSBaNCv8OTU6miRVcFT0IwaQWuaunatDLZRpcE7So2yDnHsaZdTW3JW5Rgeygk1zEE0lgTFIjNATlWUZ2/h6Vat7uG6uvJgkEso5KJyfyr2KVeM4XPDr4Zwk9C+VJCmONiu7LeuPWrK/Z7mNWeOOUrxkjp7VfsEWKDawHmHk85BHtTLnT4ZSXCAn0rrpuMo3Rz7aMYl/FaxrFtRR2WNcZ/ChH3K0rEeYxzj0HYVSMCRDCKFPsKrvcMgwThvaqlNQV2J9kctbmrURzM596pWxw+ParcJ6n3NfPS3Po4l1TzUgx0qup71JuzUsYrDIz6GmPGpXBXIPY0/Oc0rngCoGQWupvpLzNdO8ttLKNiqOU9CK6lZtyBo3BV+mDgN9PQ+1cq6gnBAI680sTSQOzxSyR7j8wVuG+oPFbwqWOGvh+fWJvT3E4Yp5jMF7Hhx+Hes25mLgl5MAcliSAPx/hqKZpb2DC34ygyVkiUMB/stmub0yBvEHiZ9Pu9Wu4oCkhgBTcZGVCwBHAA4J57fWuiLlPTm0OF07PU0/t8d3JticukXG/sT7HvVzdiLHqRXL6DeT3QmaaRnwFxntnNdKrZWP3NYVFZnp4a3Ii/H90VYX7uaqxtxiplbisjoJT2PqahK53exp27g5oyAzVLKMfU7N5EEluwimDAlwOSB2qxYalHqEjxAMs8LbWUDGT6r7+oqxLg1Ta2jJJ2gZOcjg59cjvVxlbc5a1FVPU3fJlEQkEpVh36r+I7GopWnVOTjPOAev0P8AQ1VgvJ4mw97KvbcyK5x79zWX4lnvLGxLwX58yUjb9nQKm3PJI5I9K6ozk9FI82VFwdpImvL2KyIZ5fnbhYx94/8AAT/OqVuc81V1Wyt7PQotT03Vr6cyXP2dpLqMKLkhNzPH/EFU/Kd3qPcCe2b58EdqmrHlOvCJK/yLsRzM598VbQ4NUYT1b3NWlbNcx3lkHt60xwMA+9NLUFshqljGSRKV2soIPY1Dbak+lPMbuRpLaSUbFUcp6EVYdsjFVZFDcEA/WnF2M6sFNWZ06TZUFGBV+mDgN9PQ+1NNxMvyh2cDsRhx9R3rmo2kgZmimkjDfeUHKt9QeKuebNeQ7Vv13KM4khAYD/ZbNdMKjtpKx5dTDuDv0L1y/mxsZHG0dWJIA/H+H8awDdRTTFYHMiJxv7E+x7/WqOl+Trfir+z9U1W+itJXCxP5scQXodz7xgjGcDqTj1oiNxDquo2k7T/6NMYgs4UOuCRhgvAPAzjirnF8vM3crDRSqI2d37rHqRVyPhRVFWysfuatxtxiuN7nrLYtqcrTjzz6moVbinb8A/WhjG7Mk+xqndRyjDW0nky71YuByQKvbgGaoJDzmpTs7ikrqzNHTtYi1F5YhuW4ibDjGNxx1X39RV55pAA4l2443Yyp+o7GuWeNWzxjJzleDn1yKsw3s8bYe9lX/bZFc49+5rpp1LbOx5lbDNO8TVuHkkXrtY8jBGD9D/Q1zt/cx2L5kkIkPCxj7x/4Cf51F4kuLyysC8OoHzJSNv2dAq7c8kjk1Q1rQ9V8PaJpt9dXNz9pvy/nI6H91gKUDMRwxDZx2+ua2SlNXk7nNypAvyzHFWIT+6Wiiuee57FPYtxn5c05SS9FFQzQATlh7U4k80UVAnsRZw/HpUsn+rJ70UU0RLYzLgl3iiP3HJ3D1wM4rnW1W60nxLJeW5UyxyNt8wbh8ylT+jGiiuml0OauvdLXhsbY7tf7uwA/nXRxH5ox6ZoopVdy8N8CLkR+epiTiiisDpHEkID7UEnP4CiioZRFJ0psfIGfSiimjN7EE/EnFc/q0jjRnmDHfJKC34EgD6UUVvTMZ6oh1fxNJrlpbrLpenW7Qqscb26OpVBnCAFyAOcnA5PNai8THFFFb1tjDDfEyeEnyVq3H92iiuU7xVJL0oJ+Ye1FFZsoGPWoT9/8KKKCXuK4/dk1m3BLyRRH7jk7h64GcUUVpDcxkZH9vS6bqt5DJY2N/DNKGKXsPmAMo4IIII68jOD3Bq7pl9cald6le3b+ZcTyCSR8AZJye1FFdT/hnJH+MjZiJzH7Zq3GTvoorjZ6S2JyTinEnYDRRUsYE8/lUcp4oopIUhicjBqvPxJxRRVIze5z+qSP/YrzBiHklBYj2JAFUrrxDqeo6TbWN3dyzQQSNIokkZiS2M5yecbePTJ9aKK7KezOHELVH//Z", 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", "info": {"video_id": "143572", "label": "taking nailclippers out of white bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "143572", "label": "taking nailclippers out of white bowl", "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": "5b9ec85730653a23c6bf75aa4be9738b9f3f92732e0c94a86bb3714ac6171222"} +{"episode": 28366, "episode_seed": 3687705442, "split": "train", "timestamp": "2025-10-13T03:07:53.157730", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3687705442, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 green pencil so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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"info": {"video_id": "219997", "label": "pushing green pencil so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "219997", "label": "pushing green pencil so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "079a0e8b5e94a777b963663e99abc479a76a55033d7e2ca71a01364c1e377f59"} +{"episode": 28367, "episode_seed": 926039198, "split": "train", "timestamp": "2025-10-13T03:07:55.033613", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 926039198, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a surface with box 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": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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EcuFXeinacAHqaimiYwJGiOVIOPKk+UHPGTV3+09OSQx3OiWkqInlqiDymGAAMsuCTx1PWsK/ns2DLbwSwJ1CeezAfnU+y1umCqdyyTIZyuZhsPOB8pGP1pqXDCIs0mUbAAkjwoJPpXSSeArt9NttStdXYq8KyKs0fQEZxkE/yrkr9b3TJGD3cMhburhsfh2pui0NVoslLsZnJYk7uuMZ/Cp1c9+lY8d8SedjE9fmwaspqEY4dXX3xkVVmPmNu31C5gH7q4lT2VyB+VaMGv3q43uj/wC8v+FczHeQuflkX86tpID0NLUWjOwt/EtyoBBZf9160rfxbID+8OR/tL/hXEQyYI5qzv8ArT5mPkiQ/CrwcvifxOZLyHfp9kvmTKw4djwiH6nk+wr1vUvA3h/GwaXCoHTbkY/WuZ+HF74n0bQpLTTvCjS+ZM00l1dP5KtkAAc4yAB+tdbpfiafUdTk0rW9PGnajjdGobckw/2W6E/Q1jVcnK/QwtbZnlut+HtNsvH2hWQtsWV44SaPew3fNg85z3Fc14+sLDRfGF5pumRGO3twilWYt8xUE8n616H8S4TZav4b1DAAhvgpP4qf6GuI+LOnNp3xH1QM5cXDLcKSOgdQcfh0rrpWdO5k2+Y4wSEHOBTvOOOmPoTUdFVYq7JluGHd/wAGqVbxlP3n/Q1UopWQczNOPUF/ikYf8A/+vVyPVLdV5nyfTYawK3fCOiWniHXBp93ePbBoZXjKR7y7qhYL7Djr7VPIi1UaPRPhv46bw7Hqn2YRSGcxZLA/Ljd7j1r0Sf4yW5t1CWDNKB8zM4C5ryf4Q6Auu3WoJNC0lrE0JlIIG3IfBr1e68GaFb8rpykdizsf61lOr7N2RXuyV2irovxBbxHrgsJI4kDxsV2nJyOaqeLtTsdMVftVzFCWztDsAW+g71ykEEWhfGLTI4YxHb3BUKvYb1Kn9RWL8bJ93jhLUEYt7RAQOxYlv5EVvB88LszlZSsjnNZ1+CedxAdy54IFc/JcvIc5xUFHSmtBXFLE9TSUUUCCnq7rgqxBHcGmUUAaNtq0sci+aolHvwfzr1+z8Ky6zdJBDKLU7SxOSwOAPb8a881nw9o9p4ctdW0u/u5w139lzcwCNbkhQzvEM52qcKdw/iHuB9aiBWgAAGdo6D2rnrS5NluaRbaPFbj4cTxAg6uvTtEf8aqfDESw+KNd0qeQu8UePrtfGf1r1bUoN2SBXmPhhfsfx4u7cnC3lux590Vv6GjDSbnZkVH7rOK+IniLUIPFl/p1vP5cEBWPAQZJ2gnn6muDkmllbLuzH3NaPia9/tHxPql4DkTXcrrz2LHH6YrKHvXS9xLYKKKKQACQcg4NTpdzIfvbh6MM1BRSaT3Gm1sa9trjQkZhA9Shr0P4faOfGRvniuFVrUIMSKR94n06/drhfBul6TrPiGHTtXuJraGchVnSaONYz1JYycYxnjqTgV678ErBtO1rxdY+XPH9nniiEdwAJFw0gw2CRnjnBIrGrFRi5R3LjOWx0kPgaxtbAQ3NpazzAks+zrzx1rifHvhyxtfDN1PbWcMUkO19yLg43AEfrXt17bkxBsH8q4Hxrp5uPDOqRbck2zkD3AyP5VzQm3K7E9Dm7+8VPgXDecAtYrAD7khP8a8Ir0zVtTI+A2i2isd0uoSRsP8AZTc382WvM69OZjDqFKGZejEfQ0lFQWSCeTuc/UVNHesn8P8A3yxFVaKTSZSk0bNvqyKRuklX6qCK0odYhfGJUJ/2jt/nXKAZrqfEXgm88NeHdH1G9Eqz3xk82ExkC3ACFFY/3mVs47dOoOJ5EUqrPsmzijhLxIigADnHJ4rE1/S7ON4bhYE8z7ShBIzjOc49KKKqpszGOyPIvjTGq+GbaUcOl6hU/wDAWrkfjeM+LtNlP3pNJgZvc5aiilR/hg/iR5nRRRVFBRRRQAVe0jVbnRNTi1C02efEGC713D5lKnj6E0UUAeyfs8AN/wAJED6W/wD7Ur1rUFBBBHFFFefW/iM1hseN+O1EHjrwzcR8SGZRn6SjH8zXFfFaVpvibrzP1W58sfRVUD+VFFdlD+GiJ7nGZxQetFFaEhRRRQAUoODnFFFAHRa94tk8RQ2sM2kaZam3VI4pLVJFKRrnCAFyoHJJwMk8+tfY8bbbUMAM7B/KiiuTFdC4GZeRq8RYjkjNeP6kBB8c9DaP5TJblWI7jbIP5UUUsN8aJnszwk9TSUUV2CCiiigAooooA1tG15tGSaM6bpt/FKyuY7238wKy5wQQQR1ORnB7g1o6X4s12PWb/UotSmiu7591xJGdu8kk9BwOvHpRRUVPhZpS+JHpGoahq2hjTtRh1vUZ5pGG9bmbehHpjA4r07VkW50ktIP9bbndj3XmiiuK1pFVNkeGQ20Nx8A72WVA0lprK+Sx6ruUBvzrzWiivRkc8eoUUUUigooooAAcHIrX1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRQB//Z", 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", 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3+EIMWzP47v8ACvGUmDoCCCPavWfgwBKutqf+mP8A7PWlOT5rGc4rlubV9atHISRwaxbyBZIyCAa9EvbFXBUrmuV1PTjETgV02MLnnWoWSbWwMGuUuoHVjzxXfavAY2J7EVxN/dQqxycGokXEzC67drAY9+aoSvPbv/o8hPP3H5H+NOub6AE4NZkmpqsm7PSp5C/aNGpHqyg7LhDEw6nqK1bW6WRRtYEHuDmuQudaE2N8SOQMAsSTVW31EwPlGaPnqp4/Kk4ND9omepWmsXljjypSUH8DciuisvFFtOAlyTC/qeV/OvMdP1kyx4dkkH95Tgj6itFLpHOEYE+h4ojJxE4plP4VeDl8T+JzJeQ79Psl8yZWHDseEQ/U8n2Fet6l4G8P42DS4VA6bcjH61zPw4vfE+jaFJaad4UaXzJmmkurp/JVsgADnGQAP1rrdL8TT6jqcmla3p407Ucbo1DbkmH+y3Qn6Gueq5OV+hFrbM8t1vw9ptl4+0KyFtiyvHCTR72G75sHnOe4rmvH1hYaL4wvNN0yIx29uEUqzFvmKgnk/WvQ/iXCbLV/DeoYAEN8FJ/FT/Q1xHxZ05tO+I+qBnLi4ZbhSR0DqDj8OlddKzp3Mm3zHGCQg5wKd5xx0x9CajoqrFXZMtww7v8Ag1SreMp+8/6GqlFKyDmZpx6gv8UjD/gH/wBerkeqW6rzPk+mw1gVu+EdEtPEOuDT7u8e2DQyvGUj3l3VCwX2HHX2qeRFqo0d58PtBHiyTUGguIgbYIPmDfxE+n+7XpEPgaxtbAQ3NpazzAks+zrzx1rjv2elJPiH6W//ALUr2m9tyYg2D+VcdWTUnHoNty1PEfHvhyxtfDN1PbWcMUkO19yLg43AEfrVy/vFT4Fw3nALWKwA+5IT/Guk8a6ebjwzqkW3JNs5A9wMj+VeYatqZHwG0W0Vjul1CSNh/spub+bLXXhX7ruYT1seZ0UUVoUKGZejEfQ08Tydzn6io6KLDuy1Hesn8P8A3yxFX7fVkUjdJKv1UEVjUVLgmUpyR1cOrwvgCVCc/wAR216LZ+FZdZukghlFqdpYnJYHAHt+Ned6z4e0a08O2uraXf3kwa7+y5uYBGtyQoZ3iGc7VOFO4fxD3A+thArW4AAztHQe1YVZez+ZXPzHitx8OJ4gQdXXp2iP+NVPhiJYfFGu6VPIXeKPH12vjP616tqUG7JArzHwwv2P48XduThby3Y8+6K39DTw0m52ZnUfus4r4ieItQg8WX+nW8/lwQFY8BBknaCefqa4OSaWVsu7Mfc1o+Jr3+0fE+qXgORNdyuvPYscfpisoe9dL3EtgooopAAJByDg1Ol3Mh+9uHowzUFFJpPcabWxr22uNCRmED1KGvS/hv8AEB9Dh1LyFWRpvLz5qfdxu9/evPfBul6TrPiGHTtXuJraGchVnSaONYz1JYycYxnjqTgV3Xw58Ji78R67ps9rc/ZbK6VJEn2rJGAZANwBIzxzgkVnKMY+8XGbejPS5/jJbm3UJYM0oHzMzgLmqmi/EFvEeuCwkjiQPGxXacnI5q1deDNCt+V05SOxZ2P9a8/ggi0L4xaZHDGI7e4KhV7DepU/qKmnXcpJDlGNnY6vxdqdjpir9quYoS2dodgC30HevF9Z1+CedxAdy54IFdH8bJ93jhLUEYt7RAQOxYlv5EV5rW7WpknoTyXLyHOcVCWJ6mk6UUAFFFFAD1d1wVYgjuDV231aWJwZVEo9+D+dZ454rqvEXgm98NeHdH1G8WUT3xk82FoyBbgBCgY/3mVs47dOucJpPcak1sfZFnFHCXiRFAAHOOTxWJr+l2cbw3CwJ5n2lCCRnGc5x6UUUVNmRHZHkXxpjVfDNtKOHS9Qqf8AgLVyPxvGfF2myn70mkwM3uctRRSo/wAMH8SPM6KKKooKKKKACr2karc6JqcWoWmzz4gwXeu4fMpU8fQmiigC/wCGdc1PRbiZtNvZrVpgquYmxkV6lqGoatoY07UYdb1GeaRhvW5m3oR6YwOKKK5KyV2zph8KPTtWRbnSS0g/1tud2Pdea8Mhtobj4B3ssqBpLTWV8lj1XcoDfnRRWmG2ZyzPNaKKK3GFFFFABSg4IOM0UUAdFr3i2TxFDawzaRplqbdUjiktUkUpGucIAXKgcknAyTz619jxtttQwAzsH8qKK5MV0LgZl5GrxFiOSM14/qQEHxz0No/lMluVYjuNsg/lRRSw3xomezPCT1NJRRXYIKKKKACiiigDW0bXm0ZJozpum38UrK5jvbfzArLnBBBBHU5GcHuDXsvwJv7nV9S8V399KZbm5kgllcjGWJkJ4HQe1FFY1/4bKjueo6goIII4rxvx2og8deGbiPiQzKM/SUY/maKK5qH8RGktjivitK03xN15n6rc+WPoqqB/KuMziiivQe5itgPWiiikAUUUUAAJByK19Q8T6xqmj22l3t9NPbW8ryoJJGYlmCjkk8428emT60UUAf/Z", "info": {"video_id": "49840", "label": "lifting a surface with box on it but not enough for it to slide 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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"info": {"video_id": "49840", "label": "lifting a surface with box on it but not enough for it to slide 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": "323672bd50649500163ccc61d5fb4063e11659acc753f7b90ec70a2181661314"} +{"episode": 28368, "episode_seed": 3545752644, "split": "train", "timestamp": "2025-10-13T03:07:56.092567", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3545752644, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 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": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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"info": {"video_id": "206876", "label": "pushing cup so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "206876", "label": "pushing cup so that it slightly moves", "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": "532df18caa17da3a018dfdedc669999458aef2e727199787d76fb3f601b31d6f"} +{"episode": 28369, "episode_seed": 2910732408, "split": "train", "timestamp": "2025-10-13T03:07:58.456151", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2910732408, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting toy truck up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "76298", "label": "lifting toy truck up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"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": "76298", "label": "lifting toy truck up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e67ce4f8c1c63ac9d445593e09b10d9b06dc5e78e506459686f0186c36ef8b3e"} +{"episode": 28370, "episode_seed": 1785677988, "split": "train", "timestamp": "2025-10-13T03:08:00.100998", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1785677988, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'closing coocker'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "75934", "label": "closing coocker", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "75934", "label": "closing coocker", "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": "03d0daad503e6162e03488feea887d6e05df1808493d466541cfbca3200911ca"} +{"episode": 28371, "episode_seed": 3671700628, "split": "train", "timestamp": "2025-10-13T03:08:01.989003", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3671700628, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a little box behind a pink bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "191182", "label": "pretending to put a little box behind a pink bag", "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": "191182", "label": "pretending to put a little box behind a pink bag", "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": "a2819dc58f39a582a22384a969b0708c6fa70fb9f25898c450a78a4a2aea7261"} +{"episode": 28372, "episode_seed": 4097929329, "split": "train", "timestamp": "2025-10-13T03:08:03.377736", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4097929329, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting a cap off a water bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "134102", "label": "twisting a cap off a water bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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4eTZ5nlxg4Bztzk/gK4z+3UtYjHZafDbx5IJADE+nPT+davi+drprH7PJuPzkbQd3b0rk1tLi6cqil5M4ZiTwfc1cIpq8ildKyNPT/EksVyWupHmR/vgnJX3X/CuwhmhnhSWKRZYm+6y/54rh20ZYmDzPubriMYFali6WqMsfybjlueprKtRjLWO5pTquOjPQISot0A44qhe+H9I1mfN6jyS4Cn94wCgdMAd+etYltd7nXDE/jWX4gvdZ0bVv7VstzWUiqrZGUV1GCG9D6HvRRota3FKrG+qOzh8BLDapbWusX1vaqSRHHt79ecZrqdF0iDSLKO0t1IjjGBk8n3PvXnfh/wCJ0VxJHBqUYtieBIGyhP8ASvUtMuEulDKwIPIIqpQktzRVIy6l2O3Zl96ieN7aVZV6qa2Io+MAUstsHUgip5WN2krHP32rDawB5wa8LF/aacFOnafCMkjzZeW+vp+teyeItNlt8zxk4A54rwV4JsoTuIkJ2gg8/hWkFe/Mcyg4XSJ7vXLu5kUzTuMH+A4AIPUAccV0Wja/BfKsNw4iuP4W/hk/wPtWFBobmNmuHCKedi9T+PapYIILV8LGAAep5p1KcZxsVGUoO532nyxrIxcqvGOTWf4zkRvCV+VkB+VRwc/xCsaK8GQM5q/PbDVdInsfNERnAVXborDkZ9jjB+tY0qFpLUdSrdHHS+LZpPDS2Jlf7SB5e4cfL65+nFZfh6LzvEempjO65T+dXr/wN4k06ULNpF2Vb7skUZlRvoy5zU/hrRdQtNdtry7t5LaG1lDuZV2k47AHkmu6S5Ys5lK8lc9007UtOtb4vdSyRycFd6/KDjHWumGoRugaKRZFPQqa4CVoNQtFngdXU9CO/tWQ7XFoS1tM8R9AflP4VyRxEXpNG1WhzO6Z2PiuO11vTWtZiFlX5oZO8b9jXleo65eJaRWssohmiLo5Jwc8dDg1sP4luY5Nl6gYeorB177Jqd1DLbsfMdSCoBJJGPT+tXGSb8ghCUdDnbi6mmfLyyO7jDM/OefWpdNvr61uw9uDu6NnlW9mrWtNDiQLJdDe4/5Z7jtH19aW7KBgFAAHQDpVuzVi7NO9zoLXVFlSN2hMT4+ZAcgGtmLWRKyr5eB0yWrhIrtlGAa1tPuN0g3GudYeKZo60mjjPFcslx4ju2lUq6vsYemOB+GMVR0vU59G1GO8tCDKqkYI4II5Fex2Gk6Hr1gTrGmrcvEpCzI5jlVQCcbh1H1zWR4h8JeGNJnsltLO5laSETP9ouSyjIyAAMdK77WicV/eOh8K6rfXfhmC/hmaKd8hiBw2CR0rdg8Y3UI23tuJF/56R9fyrgbDxG+lSrG0Ya16bFGCg9v8K6OR7e7hW4t3DRSjKkVwOrUpO3Q7lCFSOu50h8VWVwh8m4w391qzptSkclydw9VORXJajZb1LKuGHQg1kLqN/aSqiszAnHP+NDqKfkR7Hl2K1vaQ2MYAIaUj5pD1P09BUdzcjaQKiebPU1VllzW6Rm2Rs5LGp4JCGzVPeM0qS4bg0yTqrGcnyBn+Kux2fZWMkbFEFrJcMo53FTwPavP9KmLXMQJGAc13+sTC3tCT/FprD/vpq6KVNSg2znqTlCasb2gX8GqWsc0ThlYV08FsAvSvCPCfiNtCvVMrE2spG8DnafUV7ppepW97bpJDKkiMMhlOQax9mnsdcaze5HfWKyxHjnFeOeI9I+x38sZyO659K91lTK5Fcf4r0QanZkoAs6cqfX2Nc1SFtTdO6PFxpsk0qFpCkSltxDEHtwPrVwGG3TZGoVR0AqK6861u5YJRsZAPkPbrVSSb1OTWkNUYSeoXU+48VWVzmmSyZpm8AVZBsWU2115rtvCtw/22RQQVkYBlIyGGehHevObeYgjFd/4IJlvNx56t+QJrWhG80jGu7QbIPFtvYDRbBodNsYp7mWR5ZY7dVY4bAGccCofDfir+yJEguyfs5GAw/g/+tTPE1yGtdLizyokP5sa5C5k9+nFFXSQU9j6J0PXbPU0DW86SD1BroioZeK+WdE1+60LUUurdztzh0zwwr6K8Pa/b6xp0NxE+Q6g0klJG8ZNFy+sxLE6suQVPWvne3s4bFOoab+J/6D0FfTR2yRHjsa+XpZvnbJ7msuWzNJyuiWe5G0gVlu5LnmpJJaq+Z8xz1pmW5chfDVu2U5KIM87q5dZcNWrp9xmZdzYUHJ9qqK1Jlset2N7LbfZ2SRl/0eduDjnZjNeYz3DPvZnLFixJJ6813F1exfYLV4JUfFrLna2cZyOfSvNpph5QBPJ/xroxCtoctB3LGm61NpV5vBLwscSR5+8PUe9dfLIk0SzwsJIZBuVh6V5pLJlsV0PhTUsmXT5W4IMkXse4/rXm16f2kehSl9ll+/gjlydprPs0W1818jLYAPfFad7uBJB4rEml2zMuctjkelTR1ZpLQsTXDc4OBWZO25utPmlPeqckmea67GT1JA201fs7gI4JOKx/Nz0qWKfYRQB6b4W/eaddt/dic/pWP4nud99bjP3bVB+gqXw7fz29lepGY8G0dsOmc4XJ5z7Vz+t3ry36sI9v7lR8x9q65/wkckX+8ZSupcn6cVo+HNc+xXX2Sc5tZ2xz/A3Y/wCNYU8h4B69TVVnrhnFSVmdcZNO6PT7tfLDckAdQawbyRYyZQC+0ZC9TmtDTb83+iW80h3Pt2MfdeKwdduRbwOsfLMOvpXHCL5rHW2rXMlpRioHYmlPC5NQs4ruOKw1ic9cUnmYqKSQk8VGCetOwrm/ogM915fcjofrXWa9JJFbbPmQiwRX+XgnOTj8xXH+HXI1AMBnAzj8a6TxTfxM06q8ibYI02k9OBXTTdqcjlqq9RHKHckYLEkkd60/DPiq88N6iksbs9sW/ew54I9R6GseaTOAowuO/U1VdsCue9nc6IrQ+q9F1e31bTormCQPHIoYEVauLdJVJ4rwH4ceL30nUBply5+zTt+7JP3H9Pof512w1zUtQ8Y3mnLrd1aQZk8lY1DchNwX2HB5NXJKauaRnymN8UbOKzu9PlVQryiQMwHJA24z+dedvID0ra8S6tqGq/ZGvbuW42Biu8/dzjOK59jislHl0CT5ncaxODUe7HU0O+AcVXLkmnYWxaWUgjFdx4VIR47iQlYxG4ZwSCPkY9vfFefI2DXoPhO6S302RnZ4/wBw5DqehxjBrow/8RHPiPgZk6zPNI1khflY+y89TWFO+OM59a09VuVa5jzKXxF0UYzWNI5YnPrWVR3ZVNaEbGvQPh/r0tjaFS52Ry7WHseR/WvO3fHFaGm3Utvpl8YpCjb48EH61jJtao3ja+p9P6fqSz24YNkFc5r5naUZOPU12Y1aXT9Agu9L8Q6nJGbk2ym4jWNbghNzvEOu1SQp3eo9wOE6AknmtZdyU7g7k81A5Oc5xSs4FV5HJPFSBJ5uOBWno58y9VCfvAisQE1qaKx/tCPoOKpbky2O51cSpZ2wZWGyzkUurD58sx/LkfjXDthYwcfMR65rqfEd8jKgeDDLagEr0JJ61x80hKIANoAGBW+JfvaHPh1oRM2etTabcG21a1kz0lAP0PH9aqO2BTIWJuYiOu9f51yNXR1LQ9Dviyk7SPx/rXI+bi8nw+/plvzre057XVvFx0zUdQubW3nk2JLHNFGsfcljJxjGeByTgd65+aB7HVNQtZVnRobl02XAAkXBIG7HGcDscelZ0YOKuzWUk3YVmJ6moZCMc0jyjtULsSDWxNxGk54NCPzmoe9PHHNMnc9H0AJLoF0xVGKQHILFSQSPT+VcxqL5vHYqEAjHJOT+Famnso8OTHoxiABBweornLnmeRmJbAXqc9q6KjXs4o54x99sryPuPFQs4FI0gqEnJrmaOnY7fwpKW0SZSfuzHr9BVXUh9pvre1Uja0o3Dvgcn+VUbSSez8LNcQyNGXn6j06f0q5rfhzVfD+l6Tq15NcLdXYlEkTRkfZ/uFQxx95lbOO3TqDXPGm3JyRs5pRSZz7sfWojRRXQjnZG3WhaKKYGv4fJ/tH8P61qeISXluCT2QUUVpH4H/Xcxn8aOduCRJiqjkmiisupstizpA3axag9N+f0NdZbatdWWtPfxsrTxuwBcZHKlTn8DRRTh8b9Al8JlasSqQAdgR/KsZmJPWiiiW4IjJyTTO9FFMQ8cc12ehsRoUx7+UaKKul8ZnW+EwLnm4Y8DEY6VmuxoorORcNiuxOa0bZR/YN1Jj5hOg/DFFFRIuO5b1XxXLrktpFJpWm2rW8apFJapIpRFzhAC5ULzk4HJ5qg7H1oorRkxISSaY/pRRQAi9a0dGJ/tNPaiijqD+E3NeYsXJ/54jp+Fc3cnBUD0oorSt8TMaOyKjk4qbTlDapaKehmX+dFFYS2Ohbmrd662j6hfodO06+imkDmO9g8wBl6EEEEdTkZwe4NVLm/udTvJ7+7k8y5uW8yV8Yyx5PA6fSiiiPwoH8TIRyaa3U0UVQEfamsTxRRQB01pK/9gRDPBUg1k3JI889//rUUVT2M+pmE0mTiiipNDqLz934HsgvGdrH6kk1lTeI9V1LR4NOvL2aeC3kklTzJGYlmwOSTzjbx6ZPrRRWVLZ+pdTdeh//Z", "info": {"video_id": "134102", "label": "twisting a cap off a water bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "db49bf153d95a1d817a0a3cc1d532d0d6e3604eb163f8e3119c473e455ae7eea"} +{"episode": 28373, "episode_seed": 2174025269, "split": "train", "timestamp": "2025-10-13T03:08:04.610550", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2174025269, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 old coconut so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "172052", "label": "poking old coconut so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "172052", "label": "poking old coconut so that it falls over", "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": "27c2d95a99efd9c163bd1e5e15c12a9c8c80c136e9b74a47f11c114b408e06da"} +{"episode": 28374, "episode_seed": 1583038544, "split": "train", "timestamp": "2025-10-13T03:08:05.229885", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1583038544, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 fork from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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cZ6Dy1/Dr+tUHqbHmIzkLnAOMelKJSDyKzLdy88zA9cVZyx5BwKpHPNWehaaQOTjvUe0qeuKYshBxipTl+cUyR+4haYDWZrk81rpjSQO0bB1G4dag1vTdd0HQ9Lvru7ulmvDJ5kJTAgAClAxx94hs47fUGqSuK5t7QF4FJGTk0UUyhR8xyaJTtOBRRQIaKXHFFFAyMng0wcGiigAJzKK5S71K40nxRPfW2zzopG27xkfMpU8fRjRRQtx/ZLXg75TeAdAEAz+NdS3NFFLqIcCcYo6ISKKKAIScnmlAyBmiikMrXDHmsackyEdqKKk2RA33DWPqxxZn/eFFFNCZLq3ih9ehtopdJ022MCJHE9qkilI16IAXKhecnA5PNd7u+UcDpRRVyMSvcsVhOO5rDuGJl5NFFZS3N6ew+0dhICDXS27s0YzRRUmiMScn+2pD6Lx+dSWh33T57CiiqiZ1NjTQbRkVIXPHSiitDnOSvNYOlaxqEZ0+wvYpZQxjvId4DKOCCCCOpyM4PcGo4L651C5vr26kMlxcOJJHxjLHPp0oopz+EdP4iRCcDmtfT5GBxmiisDpRdvpGNrye4rFtBtsMjqeTRRQhstaeSYz7tzWltGKKK0WxzT3HBQQM1IDtIxRRQSZPiVydJYf9NErnLzXdSv8AToNOuryaa3t3eVBJIzEs2M5yecbePTJ9aKK0jsJn/9k=", "info": {"video_id": "96725", "label": "pushing fork from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "96725", "label": "pushing fork from right to left", "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": "32b86735a9bcca09bdc14298f6038451b55d2879797fadb06bf03bfc94d07268"} +{"episode": 28375, "episode_seed": 1542294343, "split": "train", "timestamp": "2025-10-13T03:08:07.389885", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1542294343, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 lotion upright on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "162077", "label": "putting lotion upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "162077", "label": "putting lotion upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bf9763d68c633e8b6ec519f7d5222af36523798730d4f8742fa8adad8917b9d1"} +{"episode": 28376, "episode_seed": 2911969062, "split": "train", "timestamp": "2025-10-13T03:08:09.789697", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2911969062, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from pocket notebook 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": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "6805", "label": "moving away from pocket notebook with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "6805", "label": "moving away from pocket notebook with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "98735df08118dc073a3044e55ed7895e5927fef988ff807812f6689db99a7547"} +{"episode": 28377, "episode_seed": 2052232201, "split": "train", "timestamp": "2025-10-13T03:08:10.970886", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2052232201, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 body lotion 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": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "7791", "label": "pushing body lotion so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "7791", "label": "pushing body lotion so that it falls off the table", "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": "ccf89f35519b62e6470cf3522728fe4719e3577c26033a8ca3be8ca373f3c328"} +{"episode": 28378, "episode_seed": 2683226166, "split": "train", "timestamp": "2025-10-13T03:08:11.849368", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2683226166, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a pack of colored markers up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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8g15uZ03Uo2jvc6MLNQq3ls01/keWatJnw3aYPLAnOfb/AOvU1uwttH0pSiElZCMjlCQq7h7jJxXVX/g3SBYQ2TayQsQwGwuT+tct4rfT7CW2ttOuTPFDEAXyD82Tnp+FZ0qXuKMvP82ONSy035UvuKOkeIb3SIALK6eIjIZM5VsHHIrA1Rnvrue6Mg86WUyt2GT1qjJdsJJAucFyw/GpIC83UH61o4wey1ErlbyZMMpBwqnB9as283kTw3HOzzNzNj9K0o7T5M1MsKFcEAj0xS9iUp2dz1ARDPShox6CrQUYzUUw9PSvUOUqXCf6PGMfw5/M1Rz5U8L/AN1wf1rTuh8yr6KB+lZtyuTxUsLXVihqJji0TWreND5kaRkAjIwkoGaxdbBlexJ/iVB/If0r1CTUfCcdqHk0zzLi4hAuFCMwJPLDk45IzWLda9pnmI1voEJEeNm9VGMfnXj0sPKFWU+jf+X+R1SqqUUutkn8mjzDxleztqr2glYW4SJjGD8pfYOfrzWXDrOqf2a+lrdyvZvjMLHKjBzxnp07V1Gsae+sazcahc7EMxz5UfRcDAGfwqjBYwxwqY0AyATWqoPqOVW7uY39nyyDeDhjzg9KQ6bPHsyA4b7209K22UjtUZPFaOjEjmNzwPHKsN7HKPuspUg8EHNdd5XHSub8FA7r4H/Y/wDZq61gADXZRjaCRlNtyuyoqfvMgdFY/pj+tUZE+cmtJeFlb0XH61SkHBPrVslG7pmiaNd2dnqs188dwg2PGWUDcuR39QRXOX+k+FLOyW0fVWCKSRmRc9vaqsigqc8is6ezt2cs0KE+pFcUsNHndTqzRTfKo9F+pkeLrjTJTZWmiStNBAjBnyTluP8ACuXWyuHfHlnkZya7g28a8BFA9hVeaNROn+0hH5H/AOvSdErnZgW+n+Vy3WrqbUBGKtSQjPFV3QqeatRsJu5Dld20qMdsivRBH046V5zIM89wa9QUDbWtFbkSKrJ7Cop0/cxj1XP5mrUox0qK5HzBfRQP0rZkooJcTWNxFc27lJojuVvQ1Hea5q85w17JgdMYFPuBzVOUdaykkxmXfS6lcLsN7LtPUbzisabSEEEjsxLKuf1roZBmq7JuVl/vAj86ycEWnYxBpkcZzjNPCBOgxir6YaFT6gVG8YYdKnlS2C5UkYkZrr/AX7wX5x08v/2auSYY4rsPh2uH1If9c/8A2arpfGhS2Ox8vjpTETEuQOisf0/+vV1gNtQDhZT/ALOPzNdhmZcqfOT7VmXAkcMN7bQOBngc1syrhSfWs2ReGrOSGjIltyc5NZsmnRsxLc5rclHJqnIvNZuKGmYsmnQC7lwgwVRgPw/+tSfZ1jPCAVoygfaEPrGV/I//AF6Y6g9qz5UVcobsAiofMKsQatyxhTnFVJlypI6ik0M9gCjbUEo7DvxUxaoCcyITyPMUH6ZrtMyK5OZpD74rNlOT+NXbh8kkd+azn+9UMEQynmqrsN3NWZskkZqjMo3VDKIp3VQDuAwazVGAygcBiB9M1blC88VVJHmkdtoNZsZFItU5U2nrV6X2pNB02PXPEjadcX8tqrRyNEUj3lnVCwX0A4PJ9Pes5yUVdlJXNvwSMtff8A/9mrrHAxXFfD6V5Vvy7E8RkZ7fers5GwK6KTvBMzkrMhb/AFMmO7AVSmOBirjMFhcEc+Yf0ArOnJJq2CK7/dNU5QMGrTcIaqSjINZsZXYjb1qhOw3oRyVb9CKuMAFqnNja+BztqGMYWqGUbl6089Kp3cjx27MjENkVDdlcYhXHvXpygbRXDa1pWnWvh631XTNTvZw119lzcwCNbghNzvEOu1SQp3eo75A7cHgfSroTUr2FNWI5fQd6huD++kPvipCcyIT08xQfpVad9xJHc5rdkFOU5NVZepqd+tV5eprNjKr/AHjVWVgvOelWJBhqrTAc/SoYyqhwCvYMcfTNIxPSlb/WH0wKikPNQMY6jPJzXZfDxRv1Ej0j/wDZq5zwzZ6dq3iaPTdVvJ7WCdtqTRzRRrGe5YycYxngck4Heun8E272GseILJ1nQ284jCXAAkUAuMNjIz64OPSilNOpYco+7c7NxxVZv9TJjuwFTStxUDMBC6nr5h/QCu0xKVwQFxWe/QmrdxyaptwhqGMpzAYNVH6VbmGVNU2A2VDGUZmG9COob9CKCaWbGx8DnbUZPy1myhknzDk1VcLtPGTjvSXsjx2xZGKtuHIq/wCIfDOp+HdA0jULySdZ74yebC0ZAtwAhQMf7zK2cdunUGspVFF2ZSi2ejsflqKM/vk+p/lRRXcZspyc5qlJ96iipYIgl4Y/hVC4OGoorNlFGcnBqmSd6H1X+tFFQxobKxwKzrbVLjRtZ/tC12efEW271yPmUqePoxoorGrsXHc6P4ejA1AegjH/AKFXYOfmx70UV00P4aM57kcp/cR++SfzqjLRRWjEio33WqtJ0NFFQxlFycGqTkl8eooorJjRCCfLH0qjet+5b03Ciiol8LGty3rvip/EEFtDNpOmWpt0SOKS1SRSka5wgBcqF5ycDk816EeEH0FFFGF6jqEaH96v4n9KqSUUV1szKcvWq8v3zRRWbAqTcGqU5PNFFQxlQk71P+yajlPFFFQMZZa8+jyXEZ07Tr+KZlcx30HmBWTOCCCCOpyM4PcGuy8A6hc6rqGt6heSmW5uXSWV8Yyx3E8DoPaiisqH8YufwHZOTu/GopT+4j99xP50UV6RgUJu9U2+63+e9FFQxlSX7pqi5O00UVEgRRkOXx6g1ApJjX6CiismUihfsfs55/iFMv8AxHqupaZb6XeXs89tbSPKgkkZiWfGcknnG3j0yfWiiuer8RrHY//Z", "info": {"video_id": "38991", "label": "lifting a pack of colored markers up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "38991", "label": "lifting a pack of colored markers up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d243177137bd8e7ad1eb3a357244d29463c35fece46a390880ccd8ebbc9780c2"} +{"episode": 28379, "episode_seed": 18820938, "split": "train", "timestamp": "2025-10-13T03:08:13.383376", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 18820938, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "80157", "label": "holding a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "80157", "label": "holding a book", "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": "04d7807be27e9aa055eeb8a7bfa23933590b027b320877af84f90ff46af366d4"} +{"episode": 28380, "episode_seed": 406196181, "split": "train", "timestamp": "2025-10-13T03:08:14.786755", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 406196181, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a bath sponge with a dipper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "218556", "label": "hitting a bath sponge with a dipper", "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": "218556", "label": "hitting a bath sponge with a dipper", "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": "0bbaa924b723086077733a78588303ccdb846da6038b3c9762e2cb651b52d450"} +{"episode": 28381, "episode_seed": 2358841143, "split": "train", "timestamp": "2025-10-13T03:08:16.385209", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2358841143, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 turn a 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": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "208907", "label": "pretending to turn a bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "208907", "label": "pretending to turn a bottle upside down", "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": "3dbda8ce5a11d498274ee900dd0e6922154f2a66c70345fbfa2c0286b3ebf550"} +{"episode": 28382, "episode_seed": 375367856, "split": "train", "timestamp": "2025-10-13T03:08:17.054851", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 375367856, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 electric mosquito repellent from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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"info": {"video_id": "82483", "label": "pushing electric mosquito repellent from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "82483", "label": "pushing electric mosquito repellent from left to right", "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": "27589c9c87bdac7215030c9c4f6544fb4c446925fdc35bb28b5003dfc7b22176"} +{"episode": 28383, "episode_seed": 592260375, "split": "train", "timestamp": "2025-10-13T03:08:19.707639", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 592260375, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling mobile packing box from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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O/wCANa0neCOTEK1Roq7mySQMmky23b2q0sJbhY3Y+yml+yTk4FvMfpGa0MSoN2eldn8MAf8AhO7BvTdx+Fc2umXzY22dwf8Atma7f4YaRex+M7Z7i0liQRudzjHpTGe8SKgkJ8tSRxkjmoiy91FSynLsT3qu33qnlRVyQFSc4FI23PNMBqOSQetFkHMOd02sMHGDXyfJCSzfKOp7V9Us2UPPavD5PAsm4lNQb8YxRog1ZwRiYHkEUmxh2Nds/ga7H3b9T/vR1EfBGoAcXkJ+qGjmQrM6z4IrtutYYD/llEP/AB4168756qPyrzf4U6JdaRLqrXEsbiRYwNgPYtXo74p6MNhh8s9Y1/KmmGFuiUuOaRiAlKyHcjMEAzkfrXEfFCwtX8HvcjCy20qGIkepwR+X8q7Mtk1wfxbuPK8HJGDgy3SD8gT/AEo5UNM8/wBAvZJ7qG1upd0QVtoPY1o6rbJGJY1A+ZCM+vFcZp0skUyy7unTHau1nJeztpScmUFs1x1VaR6FOV4NHmw+66Dsp/lX0/prk6NYsD1t4/8A0AV8w42zyKfVhX0zokit4f0zLDc1pEQM9fkGa64bHDU0LPmv3prMGOSq/lSOwBpm4dKuyM7sUhO8a1GyQ4I8sD8aRpATgGgEHkmk4ofMz5+8VRwHxRqsjk5+1OMA9AKZpPlWl5HcwqSU+8Ae3ek8W2cq6/fTtIuJ53dQB71Q0a7ksrzc+SjAqcdRWUttDena+qOl8YSjVJmuLaHyLVgPJhU5Cr2+p75rhvmQkfnXpl1FDcaJbyRD5AoAA9K4XVLIxSFlWs6U+hpXpaKSPo6bkVUMZNWm+ahE5ppGVy7pi+XpN8rdwT/46a1rPmwtjjH7pf5CqenQGW0uIxt+bA+YZHft3rSiiMUCRkg7RjIGM1vHQwnuY+oa5BZ6ibJ7e5dtivvRRtAJx684qpFr1rdX0lqgm8xJfKJKcA1vTsdm0etU1gjDbhGm7Od20Zz9au4gPAz2rj/HOswW+hNFGftEjSKDFGecA8n6V1WqMYdJupF6rGTxXjt7eCW5kUHKhRj2rKcrG9KkpanOX+vtdI1v9gQE93Gdv0rV0a6+wac/mAb5mznaBwBiqYVJGJKAnParDxAwYxtx0rCb5lY6qcOV3Oy0WGK6ExZVbG3tnHWtdNPhXkRqD/uisLwLmRL0H+HZj/x6uwEWPSlFWVjCs7zZSW0Qfwj8qkFqKvLF7CniKqsZFH7GuM1reG7TytWDY6If6UyOIccVr6Qm3UEOO2KuK1BssTzuNS8oH5NjMw98jFDvgjrUcnza2wJB2xEY+pzn6Ul/ard2c0DsyrIu0leo+lbpGS3BpiVJzioN5I61lz6FbyLHGJJQkbFsZ+8SMZrQtrdbe2jhU5CDAOMZoAV5CkbMTwoJNcuVHpWr4luzYeG9SuR95Ld8fUjA/nVFY/lA9hWVRbGlPqQbQe1NMIY9KueX7VLHDWWpoi/4bjaGK8IHOF/rWvZs72EDO25mjBJJ6mqWmIY7W62D5iBgY+tXrJCtjEpUjaoGCMH8a3p7GM3qMeeNZfKaVA56KWAJ/CoWuVZtiuufTcKju9Js5rxruaMvMUCfeOMD2qpbaLa2s3nRCQPlmJLZyT1rQku72zwa4fx9qNisVpb3i+cNzMUVN+OMc+ldTrcptdJlkViucLuHbNeU6jci484tgkNgE9xWM5W0OmlS5lc5me6tJ7hxZ2CxLjqzEHPrgcCt/wA8PBBCuAsUajj6c1noisRiMZq0g2jpg1z1Hc6IR5UcdPEx1WaJQSxlIUDuSa+iNJt3ttM0WKUgvHbiNseoQf4V5X4W0T7X4oub+Rf3NswZcjq5HH5dfyr1uFGeG0dSo2DnI5/CuiGqOSqtB97KtvFJK+QkalmwM8DrxWWdcsGgVxcgKxCgsCOoz/k1rzKJVIYAgjBB6GsyeytZtqvbxMqHKjb0PTNbGI+CWOeJZYXDo3IYdDUwJAqK3gSCMRxjCjOBkn3709zhGPoCaYHkmqQW99NIJ13YdsHOCOa5iWOzsr/CzEqpwUdf5GtW9uGtrl1dslmPT61i3cP2iYyR5JPVTXL1OnVbnWaVLHcadMEfKqSgHoOtZWoQZi6ZIp2jzfZLEhkCEuT+gp95IrxAg9awatI60+aGp7YBzUijBpoFSV0nCaWnXdvbpIs0qxkkEbjgVe+3WbISt3AQPSRf8a58IrnDAEVFLpVlJljbRk+4FWmRI22vLZyds8RH++KQTwliPNj/AO+hXOtotiR/x6xH/gIpi6LYq3/HrH+AqLvnvfQVjq5IVkhZWAKMMHPQivIfiDptppOpWiWEYjaaNmkUHjg4H9a7xbQQpiGe4hx02SkAfh0rC1jRhfXCzTO08qrtDSHJA9K0buOLaPNokmQZEYJqdpSYtrqRJ2GK6iXTBFlcYI7YrmbLTzqniybTJ9RmtUxIYtke4s6oWC+w4PJ9PesnTubRquO51/gOPH2/J5/d/wDs1dmIxXnvwpuZ7tNTM0jPgQkZ7Z3V6MBS5baETlzSuNCinBadtpwGKZA6Na1NMX/TIz9f5VljirEc8kXzRHDjoetUhM2WUZJA5NV5icYrJl1TVi2Y4bUqPUN/jVN7vXJMky2y59IicfrWlyTZ2U4IMVz+dYf71+i+6RAVk+KtQ1zTfD7zW+pbZBKg3hAG5PTI7VFJya9/cGani6NZtAmt2OBOwjP06/0pVjwB9K4TXLu8l0W2vovEGo3Ki58gefEsazELlnjA52qflO71HuB34XgfSiZcBoGKelG2lHFSXc2tIAMch+laJGASTXMI8y58mZ4mPdTVeVdUcFTqtwV/D/CrTM5I6OQhmzTAAa5r7NeYAOp3nvl6EtLlTkajdHvzIalSk5eQrG7qFlDe2b2867o36jOK8Y8SW0dlr93Y2gPkxsBycnOMmvUmfUAv/IRkOPVFP9K5O/0YNeTXLjzJZHLO57mqdmXGTRw8a3K9FAH0qVncuiCNmcnA2jrVmxjju/GEmlX+oXNpbvLsSSKWKNY+5LF+MYzwOScCrfhfT528S6lHdGcrp8pRUuAA4OSBuA4zgZOOM1nOnpc2hVd7M6zS7FdOsUhAG8/NIR3Y9f8AD8K3LW+tI7dVmuI42GeHbH86zzimPbxzLh0DD3FVDQiepsSXttgBLiJiRxhwaiypXcCCPasF9FsSc+QmfpUDaFZnP7sj6MRTm5Ne67GWx06DIqK5X/R5f9xv5VgQ6WLZt1vc3ELYxlZD/Kppv7U+zyRi/DKylSXiBIH1GKvmQjx7Ui0t6HxxuJqqi7nxnIB4Nd3N4bgCeW+44/i6Gsifw89v80MiOB0Urg1jZ9Dp51J6mQsTCLLsxHoTURZiu3dkDpU+ptLDZueY3VgD60/XvDGqeHtB0m/u5J1nvjJ5sJjIEAAQoGP95lbOO3TqDUqLZbmo6Hu4pwooqznHp1qbtRRTRLGHpTaKKQDXqlP/AKyiiqQGZLzIQa821G/m0nxbdX1tt86KVtu8ZHzLtPH0Y0UVSEzpvhSiqdWA6AQj/wBCr0gACiioluA6iiipGhRS0UVQmSdqaaKKCSM1zPjo48Mv/wBdo/5miimgOE1bxA+sRwRyadYwGFVSN7dXUqg6KAWIA5z06816wPuj6UUUSLiLRRRUlDo+tSnpRRTEyNqSiihCEf7prKuO/wBKKKYHmmp6udM1/UozYWN5FLMGMd3DvAZRwQQQR1ORnB7g1t+CbyfUL/WL26k8y4uHSSRsYyTu/KiiqewR3Ovpy9KKKhFyButMoooZAlRSkgcUUUwM2fk81mXagDpRRSRSOS8TQo2nM5GHDrgiufvPEOq6jpsGmXd7PPbW0jSoJJWYlnxnJJ5xt49Mn1ooqmB//9k=", 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", "info": {"video_id": "205345", "label": "pulling mobile packing box from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "205345", "label": "pulling mobile packing box from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bd671c84640829ea4e70ff06d2141cf059efa1ccd152542f4456a607046edf4c"} +{"episode": 28384, "episode_seed": 1655108053, "split": "train", "timestamp": "2025-10-13T03:08:21.225390", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1655108053, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 post card, revealing disposable shaving razor 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": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "204946", "label": "removing post card, revealing disposable shaving razor behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "204946", "label": "removing post card, revealing disposable shaving razor behind", "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": "1588105e1c51ccf575c7c22cfa3eee42235474dd0454579c8476c005f1c4bfa9"} +{"episode": 28385, "episode_seed": 3283792417, "split": "train", "timestamp": "2025-10-13T03:08:22.300112", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3283792417, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 comb out of tray'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "40169", "label": "pretending to take comb out of tray", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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204rdhbldw27iAeByRyfqKr6lo8Wq6uPOUvawKojQEBFPfgdc8c1qPL56xqh42/NgYx7f59atW0IUdKynUUdjkwWCUPeaJrW2CIoAACgAAdh6VqR/KlQQqPSprlhDbu54AGa5JNtnq7HB+Mtce0uEVCQACxP9Kx9O16S4v7dvLZ5XjXyyf4Q2QePU4HPpXWz+DvEE9vLrEFos+5PMETpuJBxgf1pb620ezt7O6hslivEtl+1yDjdJ3VR2weK6adOKXvI8vG41UYt9enmN8Q6ubWCLYVNyYViUjsB1P615Trsh3LHkk5JPua66+laaV55eXbt6D0rltRtXmJlVSx7DvU+0TmcuAo1KlXnlq92bHw6sLW78QeZdKHWCPKKwyC56Z+nNeo3NtFcsjOikxnKseoPsa8l8NWt5HC9/ZugMUoR0dtpPGep4rsLfxK0O0XKSQnPSQEA/Q9DXk49TlW5oPb8D1Jys7Frw3o8OmNdpFFszKcknJbk45roXkEa/SqOn38d6JGjOcYzUepXQhhbJrqw0pSppy3/4JtS+A5/xLq3loVBJPpXKWl/NBdqUALvySByP/rV6L4d8BS+KbVtWu7w2lk0hXO3JdF6kHtzkVPZS+GE1O6h0SyEVvbx7ZJpmB3tk/wATHjIzxW9fnpUXUjHm8jJyUpWuchaeMpHv4Lf5WQMA/GQ3t716LetdNp91qNyx+z2i7nAPQZxwK4J9K0PRNSN801vIpkJjh3hwPbgngZ610tvczXPhrWYJ0lS2uoRvuWHCfReo698GmqMajTkmhSqqK3J9M1NpPEEtsjKYEjVkI/iB2nP61a1vX/7Ji1TDKTNcsUUH75KqMfTisuXTH0PVFu2mjEMlnEUUNuZU2KAW9CcZx71ymsXr31w878KvCL6D/Guyo6dKKjT7Hj4jFSnJ04/N/ocfrd1JdaoXkcs/Vj712Pg/w3LrGkSzXny2TpJDHj7xJxkj2BH51wlyrG7Zz1LcV6d4Q16KHRYdPkGGhA4Jwea4MbVnTo3p7nrU4+zpRichqfgjUbBrcBlmMkxTKDCgDkMT7+le267fDSdXhumAcvbBAqnvk9awp2tr9EyRlHDLjsa0PFVpIY7e8UiRSNjxtxjAJBB+nangMXPERkp9LfqZV5z5HybmNd6te6rcbQTlsDYnA/GprTSBJIvnMJMHJUfdH+NLYRLcQR+UhRDzyME1u26JbqOAMCt6lS2iOfCYByarV9WX7eMW8G7uRXFXurSXmo3FtIqrAbry0lJ+5ImCMj3/AMa6OXV4cGPcM9OKpWunW2sGePzkiw3mOwXLDnqPQ/41zOVtT17IueMrmzuH0KSaNZEuvMgXocNgYP5isTwbcBNDnV2wMSjn3Sunn03T5I9PjlSSYafIZYNzbQG9SO9cXezQaQLpbE4illJij7DgfoK76OLpzjKK8vQ8nGSWHtPq9Eil4p19zp8WmpIT5cSrKR0AAHH4968rVmmuXZeWZuB7mup1Qu0UnJaSTJJPc1ztlbStqMUMS7pd4wvqc1mql7srLoSalUl1PVV8F2reHFsLuRpJ5NsplXqj4x8vsOnvWp4B0VPD2oavHGSYpY7cjJJORvBrFsPFDJFHBegwzKu0rIu012Phu8hvVumjwWAUE/nXlYKtXWJ5JvR3/I6XK5T8VXMi6wyWzGMtEgYA4LDH+fyrHtdPeR1e4YrGckgdfxrW8czQxwaeZQwklLQxOP4W4Iz+VUdIW5mhT7S2cHIGP517NRqKuefPButX97VFm30uCS9S5WPAjXbGPTPVvqa6S3VYIyOKpKVhTsDXO614nS0k8pZBuHvXFKTkz2IU4Uo8sdET3ktxb+L7e+ErC3wIygGeRk0/xzfZ1toVTK3ekNLnuu3JrG8OeI7XWfEcWn3Clo5ScMDyWAOK67VrfSWhaa4glkcwG3DNL8xQ/wAOetaUq8aUlGa3MsQouHNfRGHpE6f8Ii0LE/vYSgwf9quO8Wa89+zhWPkREnOfvt61oajdLBAbC2GxQPmwc7R/dzXI6mpeIxIOT6VvWrKUtDxKUp4mpFJadP8AMwbSOS5uEjT/AFkjhR9Sa9auvB1i2iLp0kjvIpEgnHXfjGR7dsV5fpVvPJqUaW6FpUbcF6E45r0ez8UEKkV3mKYKAVkGDXm5jOqnH2b21PcqPl0N2BAMcVfh5rOjkC1PFcDIwa6DqNmAgYrG8Zag1n4fn8p9kzgIjDqCT1q4LsKvWub1i5gvrtVnaPyoTkBz/F9O9EVeRzYvERoUnUZT0NdSvNkl3qeo3Eaj5EluXKt/wHOMVBq1611drHHnyIzgHs7dzS3GuKxa1szlyMEjqP8AD6VY1lbWz0uz0uEBruNmaVx0+YDj3xiuirU0sj5ymqmJn7aorW2RkrH9oJXJ2jgH1qG6sM4EY6Ves7f7NaRxli7KuCx6mor65W1tpZCeQpwDXkuo5T90+xwmGWHpWe/U561ublJrq1B2228yFcdW6U6K4uo2KpKwQ9UPKn8DxUOmqxjeRzkuckmr8cW6vdp0I8lmjyq005to6bwfMNl8diqfk+7wO/btUWuXrSSiFDlmbAFQ6HILWG8zxnb/AFqlKzu5vTjyw5jHrnGSa55U0qjjE19pyUbmzp2u31lay6QblobeZCmM5Qg9xnoa4rWdB1HT4iGdri13Ft684PqR2+tX7m6AYBuSeRVi01WWPZGwLqeinrW7dkeVOvVh70VfyMfw9CIZRclwrDhccV6HpN3eSxsmQ8LjawdQwb0GDWCmq6XG29o4Vb6KDT/+EikumMFlGUTHL/4Z60vaqxy1cXWqq0IW82XtXv2uLn7OjbkQ/vG/vMO30FY80TXIITpnk1ra0sNvplrp9oM3iBjJKe7MAf0qGKPyogM84rzcRVselleAXNd7R382crqVmojkZlwyqdrDtV+51dLqCGZLZNgRVUOuG4GM5HNP16cR2XlKB5krBR9O9UlQfZ0THQV0YWkq0eaa2PTxrSaSLttq0gIKO8XI+VjuH59f516t4la3vYIdOZd5WRZjz90jp/OvHxCeMcV6dYQtjfISztySe9azpQw6fItznoRUmzQtVEMQ44FZmv6ymn2TuW7cY71fupxGmPQV5v4n1Lz7vZn5E4HpmueMeaVjoqz5I3IrXWdWvRLLBak9QpY4/L1q94e1LX9C1VxLYS3KTR/vAnuMjnoCD1rD0+7mg3mOThecHofatRPFF355toreR5lOCqqOtbShFJp7HiyxeLjNqEU+x2/9rahPA0l6YrZCPuIckD3Pc/SuUvJ5ZpzPKpRGUeWp/u9vzqGN7681BY9Sby13qDHu7d81b1e5GsahEyARwwBVQJ3Vc4B/OsZSpxh7miMqVGtiKvNVd5bJdv66mZJZmUeYT24FZFwZdNura6SMNNHLlM9DxXUOAgwOgrmtUn+06tHEp+SEZP1rDDOVWdnsfUTpwoUOVdB1xeXfm/LK3PLA8g/ga7HwHr1jpUeoHUJkgL+XsGD82N2cD8RXIFd7Voadpy3MpDg4DA49etevKlCC5rbHkx1lZHe6rqdr4iFokEZeKJ/NDuuOcY4FXbaMRRjtis3T7YRqOK0ZpRHHgVwVJuTud8IqKKer6mtpaSSMeACa81ghtdVuJ5tQnfzpW+UhsBV7AVr+LtRLlbVGB/iYZ5xWTpNot7Aw3AEFWABwxycED88/QVdKGlzzsfOUlyQdjT07w/ZWV5FdJq0itE4kTG0YIrc1DXlmbybdjPct8qDsD61xdhaSSySrf6hJCsblGRT8zYrT0mSDSrgzRqTsDFS3JyRwTSdSPM7LVdTy50qk7RrVLrt/mSX9tJp97JZzsDcBiG56nuf1qpNYgqWydx6VbIN7em9uCzynPzMcnnrUkpCjPauKpV96yPosuwihH2rW+3oc20lxpuo28sKqJiGTJGeDwTSS3NyspCyHb/dIyD+Bpsk32vV3lBykfyrUxXc9eph6KcLyWrMcVJe0djvJJiFIqOOdlOQahlfjrUXmcVyHTcuXmqrbWskjn7qkmuJtTNflrq8uRBA7Fvl+83PSrut3+wiMjcpB3D26VzUUpXAzxV8jcdHY4sTNPRq9jctFS3lXyuFX5iT1xzWtbmS8nkupTl2YnmsCCbeVjHBbr71vQyrHHgdqwxMmo2Qsrw/PU557L8y8WAIGa53xJPiNIVPLtn8BWm13g4JHNc1fTfa9WwDlY+BWWEot1Ee3iaijTZctU2RKvtV2Hg1Wj4FT+H7JdZ8SNp0+ozWqskhiMce4s6oWC+gHB5Pp719BeyPn7OTLW9gjRRjLysFUDuadq+lz2WneQZSzA7uP1qLwcWurqS8u5v3Nqgky5wFJB5/nVjWvFNldu0dtazzoo/1q8A/h6UoUee8u5fNJJJdDkI5nDBJ+RnrWhE2xxllOSNrHoOe/pWX524livyt1B7VNFN5SqzHMWce4/wDrVzzTTFVoXXNE3JrO2stWWWRFuFeINtJwN3Q/y/WrT3BnmE7KqBeyDAAHQVhRz7ph83y9h2A9q0FlQbd7YTPNck4Lm5+pwSdRyVPobNqjTM08hy7HPNW24HFMhZBGNpGCOCOhqK8uRBaySHoqk15cm5zufXYejGhSUEczqMn2rWSoPywjH496spVCyBffK/LOxJNT3rvFalo2IbI5FfR4eHs6aR4uInz1GzUjAMYHvXpcZEcf4V5tqtjZ2vh+31TTdWvpla6+y5uYVjW4ITc7xAc7VOFO71HuB6BczBI854xWGKlexphla5nazeiC2kct0FeUy3khuZJJOUkYmuo8VahI8Zji5I5P0rjyx+vtU0ab5eYqrafus1LNk3KGDNDkMwXrj2rXuLuKLVpZ7B9qyooJA5yBg/yrmkm8gI8XfO5c9Oe1WLSdXmJBzu5JPelUjdNNHmV6U4XaOgEjNhs7pG6ZPPua1LeIJGPXvWDHdLbzxs6kgjn/ABrejuI5YgyMGU9xXnYq+iWx6WTUEoupLfoJcsscLu3AAya5Cz3TSyzt1dia2vEF15en+WrfNKdoHt3rNtYxHEoHYV2ZbT0cjozCpa0UWo+orqPDyCVpTj7u3+tc34dgstU8UJpupX1xawTPsSWOWKNYz1JYycYxngck4Heuh8KxTWur63ZTfaB9mnEYS4AEigFh82OM8DOOK7sRL920cNGPvpnVhhEuTWdqF6IoWZm7U+5uME+grj/E+pMtsyRn5mGMV50YuTsd0nZHKaneS3epyXCtkE4APpVzTr1reTzopNjr1BHX2IrELEnIp5uN0m5flbAHJ4IrtcOVWRxVaPtNVubyXRuriWcjDSMWI9z1/Wr0I8+QIB8o6+5rn7C5UuwYgEdjWnDeyWtxvA3RnqPX3rkrJpO25x4fC82I95aLc6MKFUDpWfq84trGSQfexhfrViK8jniEkbbl/UVg69OJp4bZTkZ3NXBQpuVRRZ9RVmo03JFWwi2Q5PU81dUc1UuS0NplCVORyK1te8M6p4d0HSNQvJJ1nvjJ5sJjIFuAEKBjj7zK2cdunUGvok1HQ+ed5u5syscimOxCUUV5SPQZxOrTyHU5MtkfdxWeWIIxRRXYtjkqJXLfmuApDEHP8sVtwTySWaOx+b1oorlxC0R14HREDyuRnPNZ1n807seuaKK0wvxFYv4TXTpVS31O40fW/wC0LXZ58TNt3rkfMpU8fRjRRXoS2PMjuQ2JZmWy3sLeTBkQHG7aOM/nWmoAkuQAAF2qAOw2/wD16KK66HwBP+vvOfl/17Dtmoi7LgA8Z6dqKK4qm7OuGyH27lboKOlbI/eR4bsMiiiuGrsYRS+tIt6XdSi48jdmMgnB7Gl16V1tNgPyswBoorisvbI9iLfsWU7UARKBS6h/x5n/AHhRRXvL4Tw38RPrXih9fhtoZdJ022NuiRxSWqSKUjXogBcqF5ycDk816DqbsIOPSiiuLEdDro9ThLr94ty7cndj8K5g/fYUUV22/cwIj8bIXJU5BwadHK6MrqcE9aKK55mkknGzOgi+eDLcnFNsrmWG8VEb5XOGB6UUV5u6lc6o6ONhNaYnUoEJ+ULnHvViL7o+lFFehgv4SOPHfxCvDrjaRdXMZ07Tr6KZw5jvYPMAZAdpBBBHU5GcHuDXVeC7+51O91m/vJDJc3DpLK+MZY7uw6fSiiniPgZFH4kal6x+bmuK1L96bgvzt4FFFZYP+Kjat8JzVQv1oorpYok9ty4J6+tba/NFg8jFFFefX+JHRT2IbOeSG8ARsKzYI7Go3YyapMzcndiiiqor998iar/cv1Jr0/6J/wACFJeeItV1LTLfTLy9nntraR5UEkjMSz4zkk8428emT60UV6Etzz47H//Z", 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", "info": {"video_id": "40169", "label": "pretending to take comb out of tray", "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": "1ced13ed1f4169f370d8c2aaffc0bae6215e5840673ee75f67f7f9dc54b52fb2"} +{"episode": 28386, "episode_seed": 4006223658, "split": "train", "timestamp": "2025-10-13T03:08:24.827021", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4006223658, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a 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": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "115749", "label": "pushing a water bottle so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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5F1aK7t94kE9wQa09Ow82/uEK/hmuYsJ3sd9u1u0m85UDqDXX6JbNFAZZ2xLJj5R0UelN2sZPRkAdgCMe2KNzkEhDj6VruASSpU/hVaYkKwwORWVh8xnu0mOh/Ksu9Q7wzDArTM529K5q3Eus+K59Mm1Se1iPmGIRxhssqFgvsODyfT3rehFyloYVpKMdS/ZDaXIOM4rThYKO9cn4Uu7i7S5M8rSYCEbu2c11UZ4reSs7GEXdXHX14LWxlkY/MRtQerHgVj2+oPpWjyIGCEL17/hVPWbs3GuQ2qk7IVDkf7R/+tiquqyrJAozkgHA7E+9UloaxR2FteLqGn2qlyXMYZ8/lUzKDGxVNrp0A7j0rmdIuWW/to2BCtF5fpz2/WumDN9qjiblyQqqPerjsZz0ZrO+yVfm6qKa7qTnd361ZntPMKtvxgY5FRfY04zITSsK5D5gAPzflVG/ZXi+nNXnjjSQrk/nWB4pme00V5beRo5N6jI64NON7kStYgdM45xirMZwa57VgLfQ4tR0/WdQmDXX2bNxEsazkJuZ4gOdqnCnd6j3A3bq9gsbdppTgAdO5PoKvELYzoPclu76GwtnnlPAHA/vH0Fcha3Z8ye4mIMs5yfaqV/qMuoXBllPH8K9lFFoquuWPJPFZJWR1xNS7XzdPeVmwFI2r/eOa6zTZ2m0iKbgEIFfPqOK5dot7WKMCU5yqjk9810Wm6KJpmd2kWAn7ucBqFKzHUV0dHpUfn2bsDhWO1Se+O/51L9hIGPNFWoZBDEsaABVGAB0oMoaNmZehqjG9ik9ssaZLmoJIlI+9+dWLiRWQgDrVFjgdSKQNmffII5BjHzdaqqNxOBxWdbzC/8AGUml3+qXVtbPLsjkjliRY+5LFxjGM8dScCjSXu4tU1W0uHuD9mm8tUuAA64LD5scZ4GccVrNfujCL/eGzDGeO1XUTpk1UjduKmWRs1yHSjRiQNxk1FqkOLTcp6HtRbzFQeMmpmHnpsfG0jmrWwNnK2zmyvPtLK7Iw2sM9a6bRomurj7QU8q3XJRWHLn/AAqAabEjgqzOgOdp6GtaFiEGF21UW9hSdyy8KLyqIfoKq3B2xthQDinmQLG3JyapyyEjk5HeqJImm45Ws6+IdVIGMHtVTxLdT2mjGa3kaKTzFG5euM81ja9Za/ouh6ZeXd7dia88zzISmBDjaUDHH3iGzjt+dXCL3M5tbE4Ygda5O+kaTxHLuOduAPwFFFebQ3foelIZeOcxH6muznt43soVI+4oAI69KKKdXZGiLGm26DMpyXHAJrbDkL9KKKyFIehPznv0qm7sRgk0UUEFRjx+NcPd6lPpPiee+ttnnRSNt3jI+ZSp4+jGiiunC/EYYj4S74KUbbwegQfzrrhwRxRRW9T4mYQ+E4SKeSTU7q4Y5kLNzVlvntDkA7nVfwoops2gaXkobPfzuDY/Cup8NW6BBcsWeUjG5zkgegoopRFPY6V5G+Ue9RS4weBRRWhiZlz/AKwfSub8WjGht/11T+dFFKO4S2OW1nxG2tpbwy6Zp9uYFWON7ZHUqi9EALkAc5OByeaq6neTXV03mtkKcADoKKK1rbozodSlnn8afZuzajtJ4XoKKKyex1Lc7nw6BJqszMATHEAvtk8/yFdaoyQSTx0oorNBPcuIOKbIx2HmiitDIqSMdufeq7fcH0oopAef3+sNpmt6lG1hYXsUsocx3cO8BlHBBBBHXkZwe4NXfDd7calfane3cnmXE7rJI5GMsc/l9KKK2qfwjCP8Q6RPpUikk9aKK4jpRYjq8gGenaiitIjZIDz+FTL0oorREkEjECqrsd3XtRRSYjnfFrH+xHGekifzrkbzXdSv9Og0+6u5poIJHkUSSMxJbGc5PONvHpk+tFFb09jCpuf/2Q==", "info": {"video_id": "115749", "label": "pushing a water bottle so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6e7ddda6c94338482028222d780d4ee77349c58d27a33fe987505e9fe663385d"} +{"episode": 28387, "episode_seed": 1905755629, "split": "train", "timestamp": "2025-10-13T03:08:26.434492", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1905755629, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 vessel next to 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": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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CJIQGHIzXOaRF/bniWTTZ9TmtUdJTF5abyzKhYL7DgnJ9PepSIUSPU3/tNU81Wk8knC5wDn1/Kucv3a0d3ZQjEbVQDGBSW97JJIglkJMg+XJxz6VBqNjeP+9lUgDuzZxScNbt6GyklokY/XNFSzp5TBSMcZx3qKtCAre0S6PleXnlDx9Kwas2E/kXaEn5TwaBpnZyqTIkuOGq0LhYbcgNg96itBvthE3flSaguIWPy9OaRT1GSXG7gdDUNzEXs5eONvWjYFkwOxqzqMwh8OTlTiQuoBHp6UBeyOHUfPik55rrNZ8P6PaeHLfV9Lv7ybfdG1zcwCNbkhNzyRDOdqnCncP4h7gcq42Db3NMgZXUaBcLLZLE/WN8fh1FcvV7Srn7PdgE4WT5T/SgaPVJtQivPCVlaoCJLdXDj6sTXHzoT83pWzpM0ZhmRsbnGD9arXEG2Rl7UmVHRWM5Csak98VEZNzcVakhIyD0NVmUKwAoAc8DNbu/YLk1yYGZSPeu1mlWPSLjnnArjIuZCaZLdyST5UNagAsW0sH72WLfjirXhDTNL1vxLDp2r3E1vDMcLMkscaxnOSWMnGMZ46k4FZ3iKOWz127spBcIbWd4wtwAJFw2PmxxngZxx6UCR01xNJbupQkeZxx3NdjoPl297emSRVk/s/5cnvnpXC20631lEQf3mAw9mFNs9Rnl1cbnIyNrfQdqGhSWpavV/wBIfjrWeU55rbvoPnLjpWbNHjkCka7kDuAoGaEUydO1IyADNWrFVLDJwKBHMaspW6APXFVEUnAHU8Cr+ukf2pIo6A4FM02DzJw7fdXn8aZJPq5SO1tIFzuVctWRVq/lM945HIHyit/xH4JvfDXh3R9RvBKs98ZPNhMZAtwAhQMf7zK2cdunXOARhWxISTB7CovPlBVw5DK2QR2NFFWxHTXgR7C3lMUe6aMO3y9CfSud1FFiujEv3VA/UZoorNpKTFF6FSiiimUFb3hc5vtvYg5FFFAG/dZU+WCdocqPpWXHqU+i68b602edCzBN4yPmUqePoxooqRmHejZHCB2yP5Va/wCEivTbCJ0t3ZRhZWiBcfjRRVx2JZlO7SOXdizMcknvTaKKQwooooA7zSnabQYpXOXAxn6VLcHcMnqQKKKGOJVjUM7Zqlq8jDSmHUbwcUUUgZHrPiyTxHDbwz6RplqbdVjiktUkUpGucIAXKgcknAyTz61iakAl9JEoASM7VHtRRTJKlHSiigZ12lTO0ULlvmZeTW858yNXbqRmiihlRKkoGwGqE6gKT3oopAyjfSsLCQZ7VhQgY+pooqiTZ0jXDo9vIDpunX8dwwdo72DzAGTO0gggjqcjOD3BrJ1LUbrVtSudQvZTLc3MhlkfGMsTk8dh7UUUgL+iSuA6g8KQR7GtG5ATV4mUAF8MfrRRTB7HRRkyWnzc81QlAziiioRcdinKBsFMjdlTg0UUxSOc1Fi1/IT1zV+P9zpxZODtJoopiRi5Oc55rX1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRQI//9k=", "info": {"video_id": "95968", "label": "showing vessel next to bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "95968", "label": "showing vessel next to bottle", "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": "e87c324ce8202e19be2dc6d26c63e66efb478d21b26ea0adc3f324c05db0dba4"} +{"episode": 28388, "episode_seed": 1401288347, "split": "train", "timestamp": "2025-10-13T03:08:27.752034", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1401288347, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'approaching flowers 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": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "22800", "label": "approaching flowers with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "22800", "label": "approaching flowers with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b5e5e619bb588ff52124b915c588e23e4b4915cd094e902431a0b1203b738d87"} +{"episode": 28389, "episode_seed": 2764083043, "split": "train", "timestamp": "2025-10-13T03:08:29.688948", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2764083043, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 book behind another book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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ybn8OKpL8OdCuIllWS+UMMgGVf8Kf1qnuYrDVEcL5m1yyXMwPu4pDMSkgZ2Z2Iw5wcYp+oeHrS11a5sxJcIsTFQSRnOeD9MVbsvC2mNDNNdajeW4iKgYKkFj2OR+P0rojWVuaw3g6hptZavGEm0uFJkBw6xorEf8AAgc1Zlk1eaDyJbOWCKQ/vWeM8DGMfnn866Tw3potraQxuWhkbKtxyR9K1ZSYXKnt+tefpKPOtmdvs7O3Yc0hHes7UL8L/o0cmJ3H8C7iB9PWnz3kVsgkldVB4GT1rlDehLueQXBPmZIZcnaT/wDWqDqpwubV7LO/2eMT3DKjfOWXZuA75Hp0FZtxeyS3rSmSSI8qE2kjHr6c1We58uEoLhmyAAfQe1VBNLk7WLFuOec1SWyNow0bO30lp4PC7TLL++llJV8DkZwP0BqUzeVrV7ITuEMALDbg8YP51YNlLBpljZxR7xGUEnTGB16+5NVWV5dZu4S6KssbKBsBzwMZI575/Csr3OJ6ybKmvyrqHheaeOJmXKsUbAONwz6881zun6M9vfxyrI0luR91k5HHB+oNdvBp5TTXs5WVw+4ZAwMGuNuNae0mltfIG+Lg5Y9e/ataEqil+6V+pcbOLizO0O4+yaykySASTKVBJ43DAI9ckZ69zXpK30cunTCFBNO527Dxgev515zfxWq28cXmcOxcyh+WJx0/Kt3Q7l5IA9zFNleAwjbJx+uf513UakZJ0XpvZmVeD0qfgbcJdGkWRCjjGRVbUdTFkiouDPJ9xS3H1NSanqVtaoJGZs44DLgt9K5K/wBTF86yeU4Zfukt0/CuBrtqjenHm3NfzYY1dG+zGSTl96ksc9FJ9e5rPuJPLhjthKjqp+ZGONx7dKprdozFzCBJnOQf8aru4ZiSoBoS0ujojHXU6Tw1AsuvRv5YUwxs/wApyB2H8619SjZ7LUXSNnaSZRwCOnv3FQeCrQx2U94w5mbahP8AdX/6/wDKrOpWq2ejmOSQtum3ZVe+DUN++0ctV3n6EhuZo9ShtAgMTRKSWB3BiD3z7Vzeq6Utzr14twiuj7JIyeCvGDyPfNdTbWUEqWlzsZXjjUKA+Rjn/H/OKz/FSXENj9stf9ZGNrkY4X1/D+tKN3K0XZii0pHKavZJb29hbbd8fzxYzk8kEAj0z3rX8MamkMIRhukTHmxluQB3wO1ZEGovK7PdEuVUGMsoIU9+1R6ZLv1aMqVWQt8zMdokB6Yxn8s16EKs6U/eV7pJ/wBegp01ODS0tqd5ezT6jO9x9pVwB8sZGCtTNKR/9eqtu88S4e3jwB183/EUjzhAWY4HvWOJjGNVqNyKLbirjNQvvIiKq6LM4+XceAO5rPu724/0eKO5Q/NtkMMe0/r2HQ1kveOmozStJGHOTExIO3sOmenpSSXlwsJV7gMeApPOP/r1go3OtQsSS35a7kaGSOOPkeURjJ9cCuk0iSe38MtcKqefJKSMLkYyFzj8DXEG5lyxOHLcCu/a2a10zTbJYi+1kD4B49T7ck0S6E4hcsbESziLWb+RypSKJSxU8gfT1rP8UtDe+G2nVWeLzEIIXBHOM4P1q4UebU9RhVIl82NgCcgt2HOf6flU8enOdFkspVQMwYAJyOuR/Ss9E0zFaNM4fT9Jnt9QjMjRy2+cqdpyDg7T/jR4fvJbPXDKJGZpkZ1BORngNznnuR9avPrcUW+ARNvQYJ3gYPSs6+tIkjjRXKTBi5lGB83tiuyFWcYxlVjs7+qt+n6lygpNpPdHo7XEMmmSuimZ3O1UT+H3qjbOQZAQVYYyDWHoOoRzoZJpfLYY+YE8/jjn3rfuJomkykis2PmI9qrE8r5Zp79DCknFuLQTXKwRNJK4VFGSSKyY7p55jdYuAGG2NFcKB65HU46ms/WdTtrqLyEmJ2Nn5VPJFZv2mKYLvaRSqhcZ4965bdDshT0uaEjyQWs64Y+c/wAzFstt7Z96doymbV7GFXmCK+4o+Og5P8qx7iYTSE5b8eldH4Mgaa9nu3JKxJsUn1PX9B+tOVknboXNcsLs2dSmcpqf75tqqiKqkHaSfT1psV8IWsbQpuEsKkODjHtjvT71JoNPu3llEfmSgqQ3Rc9KLWz+0x2V000u5EGQw+9ye/4kD2rLSxxR21OW1vS/tniC7SUMuUR43Q4PI5BqjqNgYNLtrWQsw8xl3nqc7SvTODkYFdV4n8y0t1v4YwzINjcZwOo/WuZi1Fb2ZXuljzGN0YwQCe+efpXTR9pyu3w2t/XzNdGk+qNXwpqSR2Cwys2F+VkxgocnJ57Guj1GSS9kM0CxG3RcKFPzY9687tX/AOJlutgBO7bXHQH0684/Cu+tHZIzmzkzjqCvNdLqRq0XzKzVtuphODhUutbnNXmkXV7Nv+0oT/dfPH0GKp6roN1pLxi4nibeu4KgOR9a7HS4EubtGK5EfzHI/L9a5zxLdm81WZgcqnyL+Fefzt6G7quLsjnjIE42n35qxp15Z22oRXFxHLJHG2/auMkjpVZ05qPyqrmdrD9rJ7nZyePrfH7vT5m/3pAKyG8XMt611Bp6JK2dxaUkHPrgCsMxU0x1KikZHRL47vx9+ztmHsWH9aydS1sajcm4axijlYYYq5OfwqkYzTDH7VUXyu8QvYc90XjKGJMEYPJq/aa7f2cXl27JGnYbc4/Os8R08JTU3fmvqKUm1ZnQ2E8mtCY6i7zCPbtxxtznOMfStO78OaZb6FJeusvmE/uh5h/z61Q8JxNNcSwqOXKjPp15rZ8X3IHk2Uf3YxuIH5ColJ3sPnaikjiZP3ZwnAqLz3Xjan5VYkTJqExVSky1Ul3NSLxdqsFukEH2eONBtUCLpUM3inWp12tdgD0WNR/SqHle1IYvapsifMlOtarx/wATC4AHQK+APwFOPiHWNhU6hMVIwQ2Dn9KrGKmGOnoIYbq4LbvNbPrQs04bcJXB9QcU7yvalEfNDd9xOTHiaaT78sjf7zE10OoWmpXrDChoxyqK2Nv+Nc+qYNei6dbpdXcfcL8zY9B603K2o6TtdnFXuk3+nlPtNusQcbl+YHI/Cqu9VGG/Miui8VXf2vVZADlYxsH9a5uRCTSjLqarESaLmlyWKalDJeT7YI2DnCE5x0H512MnjXR1+69w5/2Yv8a89MdHl0pLm3JnPnd2dQfFdjBqMl3Bb3UhfOVcqBz6dcVOvj6L+PTpB/uyj/CuOMZpDGfSjlRBf1TUrG8vnuoLWaMvyyswxn14qlJdRyRKhiclehLdPp6VGY/agR1p7SVuW4+drY2LLxHc2UflxQoRknLkk5PWtK1vbnXY5kunCRptwIhj16+tcwqV0Phs7DcZBOdvT8alyfLbsTF3ncvWvhJbqOaT7eyRxruLCMf41zciCE4Vi/u1ehas403w6YgAslweQPfr+lcBKpJNSptu7LVWSbsyuZxzujz+Nbem+LG0uyFtb6fEeSzO0h+YmsQxUnle1VJ8243NtWZuXXjW/uYyhtbUKexUt/Wqa+KdXjRUimjjReirGMfrWaYqTy6VkQacvi3VpYWilaCRGGGDQjkVkm9n3AjYMDGAoxSmOk8rnpTUuXYL2EW5mDhgQGxjIUcVbOpX0ow93MR6byKrCOnhMUJkNtneReIbHTNPmgaR1u2GRlDhvTBrkpLmOQkhwcn1qbV5YRpsksmcxDcpA5+lcjHqsM3OGX6ipjG+pU1ZnSHBpuBWMl7EfuzAf8CqcXb/AMMuf1p2YkzSwKTaKzxeyg8lT+FOGoN3jB+hpWYXLhUUmwVV/tBe8bD6GlGoQnqWH4UWYrljbRjFQfbrf/npj8DWdpbHWPFUunPq01rGyyGHy03bmVCwX2HB5Pp71cIOTsROairs7Lw/q50Y3Fz9l89SArYbBUc8iqV/rK313JPIGUuc4POBWH4K1Ga7S7NxMZhiPAY9M5zWfc6qy38saw4iDkLz2pcj5mi1ZxUjovtET9HFOBB6EGueGoJ/GjD8KkW/gPSTB9+KOVjN6k4rHF4P4Zz+DVILyUDiTP1GamzC5pkCmECqP2+UdQpo/tE/xR/kaLMLl3FGBVMajH3RhVHWNU8rT2e3d45Ny4IFNRbdiG7K5s8Zr0Cz1ew07T5/MuYxd44RjgkdsV5PqpgttBg1PT9Z1CZWuvs2biFY1uCE3M8QHO1SQp3eo9wOp1Uwtp7TSMA0S5Bx29KdSm42THSl7SLsNmmErs+7cSck5qBgCawI9Tt5eUfH14qyl2SPlmz+OaXK0M1Noo2iqAu5R/ED9RSi/cHlVI9qVmVculAaaUFVv7QXvGfwNL9vh7hh+FGork5Sk21F9tgP8ePqKUXUB6Sr+dAiTbWzoE6Wssk7xtKEKt5anBbGeK5HSpoNR8XHTb7U7i1tpZNkckU0SLH3JYvxjGeByTgVpeHpLi31bWLS4e4zbTeWq3G0SJgsPmxxngZxxVum1G5FOac+U6HXfEsGq3CNGJEjRcAOOc9+lY/nxP0cfnWVr+opa6oY44TtIBbB71TXUYyAWVh+FSoOxdrOx0OQaKwlvoD0lA/HFTC8yPkn/JqOVjua+BSECs0XkoH3wfqKd9vkHVVNKzHcvFaaVFU/7R/vR/kaUajH3RhTsyS3gUnFY+sar5WnM0Ejxyb15A7Ua7p2teH9D0q/vLu6Wa9MnmQmMgQYCFAxx94hs47fUGrjTclcynUUXZmzq7FtNlB6HH864+HiUjtmiinT2Oue5YZVPUCmiNNpOMH2ooqhDASDgMw+jGmNJMrgCeXH1ooqkRIkFxMB/rCfqBUb3kynhh+VFFKyJYn26b1X8qyI9bu9J1s6jbeX58bNt3rkfMpU8fRjRRV09zGtsdB4DchL4egjA/8AHqhu+Lknvmiiofxs3p/w0TLzGKacbsYFFFI0EkRQOlRGJGXkflxRRTQmEa4HDP8A99Gnl3x/rH/Oiih7k2GebKP+WrVS1OaQ2Ry5I3Dg0UU4rUzn8LDW/FkuvQ20UulabamBUjiktUkUpGu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D/jR9ci9WjFYWS2Z5H9osskjy1Y9wTT0uY/LaNHBDlSTu54//AF1o6lo9lbavdW0lmqIjFRgnGM8MPw7Vch0Xw/bWTT31jl2kAhMcjjgdWxnBHT866I1ny8yWm45YKd99y6NL1S7C3GkXiyRq2Hj3hVz7ZAxVuXTtdniEFxCyW5JMixkNnI6cf55rpfDtlbR2RkhOY5TuGCTjt3q/dK1tIVdSOMjPpXHy3gp2sn951cqUuW45pCO9Z2oX4X/Ro5MTuP4F3ED6etPnvIrZBJK6qDwMnrXKG9CXc8guCfMyQy5O0n/61ZHXThc2r2Wd/s8YnuGVG+csuzcB3yPToKzbi9klvWlMkkR5UJtJGPX05qs9z5cJQXDNkAA+g9qqCaXJ2sWLcc85qktkbRho2dvpLTweF2mWX99LKSr4HIzgfoDUpm8rWr2QncIYAWG3B4wfzqwbKWDTLGzij3iMoJOmMDr19yaqsry6zdwl0VZY2UDYDngYyRz3z+FZXucT1k2VNflXUPC808cTMuVYo2Acbhn155rndP0Z7e/jlWRpLcj7rJyOOD9Qa7eDTymmvZysrh9wyBgYNcbca09pNLa+QN8XByx69+1a0JVFL90r9S42cXFmdodx9k1lJkkAkmUqCTxuGAR65Iz17mvSVvo5dOmEKCadzt2HjA9fzrzm/itVt44vM4di5lD8sTjp+Vbuh3LyQB7mKbK8BhG2Tj9c/wA67qNSMk6L03szKvB6VPwN61MiPKroVcYyKlabgk4wOpzTJZ0Y/JvPHVlIrE125Y2nlRuAd2X+Ycgdq8926O5rBczVyyNSMlw7rPAIQAqBlLFien0/wFZc1/L9kczybpXkIjdlG1PcccCqyXspjQQXCIiryq+p6n+lVbq7lkchZBt6YHWmlpc6Iw1sa2kyTXerWMTSRTKHBdsc4HP9K6HV7qU22oq2wRx7FTcCM56896xPB8bXOpy3LKAII9ox6t/9YGtW6Ej6bdu1vhnuOAykZA74qZfEc9X40kW47uJGhtGJExiDAAEjGPX1rg9Y0trnXtRFuRFIkgJBXhgQDkY712kdpNNeWd6BCUEShiCeOD0HPqP89c/xC8emXX21kLLKgU4IGSP/AK2PypRcoy9zcIWT1OUv7eWPTLaHiOYl5H2dGZSOccZBH5V2XhnUVuNNtYpJAE2qEdjyR/ET+Nc89xDqcokZSIoMHZlTknofas+xn+w3RRXJjmOfL67fUAAdev5V3wrKM/3i3SXp/W5M6blD3Xtqd9qUgN27RwOkQwN5/i96lMhHeoLW4tjbMhuFKkDK5JH6iql3qMNmgeWQAtwo65rCvFKo0ncVJ80VoJqF/ub7HEzNM4wSg5UemegJqheBpUgQGYxo3JklDBx3PHvwPpWI95GLqaRXkYS5JIGCCfrSNPGkTLGzndgH1x6Vkkmdag1sW7i4eS9aZxKrgYUoRgCuj0rzIPCjyich5pCVkLYOMgDn8DXEKz7sRk7nOAPU16T9hli06ztICB5O3eSccDr+uaUnoiMR7seUptLs1y6cMzeVbZ2nvgAkZ/KqerTtqXhW5niiw20N5bHPQjIyPbNXCTNr1xCZnKsjLsU5C8Acj8T+NXbexWCze3aRpFfdksOx61ndKzOfbU4ew0Vbe+gu4mk2BgWjYjGO4rNsn+xaxHPuaMlmjeQg/IwGBn0yOpz3rSvdUu7C7ls/KRTEMDK9f1qnfNZ/ZI4wqmEnLMAd2f6V2QnVhBSlrZ3X/B/Cxq4xk3broeh22pxyWkqxhPtLgKPNPGO9VY0khZ0mADYHI5BrA8OtO0B3QGVB8qhWXt2+nTmtrU9Qis4leWNo+DtViMv9K0xDjOMZq6v06HPTTjJxItR1MWSKi4M8n3FLcfU1m+bDGro32YyScvvUljnopPr3NZF/qYvnWTynDL90lun4VEt2jMXMIEmc5B/xrjtrZnbGFlcuXEnlwx2wlR1U/MjHG49ulaHhqBZdejfywphjZ/lOQOw/nXNu4ZiSoBrtPBVoY7Ke8YczNtQn+6v/ANf+VE9IsdT3Ybk+pRs9lqLpGztJMo4BHT37ipjczR6lDaBAYmiUksDuDEHvn2qPUrVbPRzHJIW3TbsqvfBqzbWUEqWlzsZXjjUKA+Rjn/H/ADis21Y418Jy2q6Utzr14twiuj7JIyeCvGDyPfNZur2SW9vYW23fH88WM5PJBAI9M966vxUlxDY/bLX/AFkY2uRjhfX8P61ykGovK7PdEuVUGMsoIU9+1dFFVHBu+m1jVNNJ9Ua/hjU0hhCMN0iY82MtyAO+B2roL2afUp3uPtKuAPljIwVrhNMl36tGVKrIW+ZmO0SA9MYz+Wa7i3eeJcPbxYA6+b/iK65VFWoNzVmu3U55QdOpp1OcvNIur2bf9pQn+6+ePoMVT1XQbrSXjFxPE29dwVAcj612OlwJc3aMVyI/mOR+X61zniW7N5qszA5VPkX8K87nb0Oh1XF2RzxkCcbT781Y068s7bUIri4jlkjjbftXGSR0qs6c1H5VVzO1h+1k9zs5PH1vj93p8zf70gFZDeLmW9a6g09ElbO4tKSDn1wBWGYqaY6lRSMjol8d34+/Z2zD2LD+tZOpa2NRuTcNYxRysMMVcnP4VSMZphj9qqL5XeIXsOe6LxlDEmCMHk1ftNdv7OLy7dkjTsNucfnWeI6eEpqbvzX1FKTaszobHUtU1COf9/ukG3azfw9c4+tV10DVZzI6WocqNzEyDj9an8N7R9pDEAHb1/Guru3GmeG5WBIkuOBnrg//AFqmU7Fxm4RTR55taM/vOPZeaQyRnPzbT9KlmBJqqY6cXY0+sSZ2Gg67o+kaZ5clw7TSMXk2xE47AfgKdqfi3Sby2MIS8I3A5VQvT6muM8ukMdTyq92Zt3dzrIfHEVvDHElhI4QY3NIFJ/ACoNT8WWGqWLW01hOueVYOuVNcz5Zppj9qEkncklS8ijYbI5AAMfe5p1rf/ZbjzoYiCCGA3cAgemKreXThGa0lOUt2HOzf/wCEsv2TbHHBH2+7n+dX7jRlu5d7XMiyNycjOa5ZV6V6VpMIublWZPliG459e1TObvzX1Cm7JnKa34fXSGhDXbyu67im0DbWK0hTjaMV0HiS7N5qkzA5VTsX8KwHjzSjJ7lKrNqzZJZajHZ3sdybQS+WdwQvgZ7VuyePb0/csrdfqzGuaMXtSGL2odpO7CUnLc1JfFWovceeiW0cv95Y+f1NIvi7Wk63CN/vRLWUYjSGOiyJLF7rd5fyiWcQ+YBjcsQBIqobqZl2krjGPujpSmOgR0+Z2sJyZNBqF5CpEU7xg9Qny/yrX0iMagtwbxpJdu3BLnIzmsUJXS+E4mluJYVHLlRn0680Xsgi/euy9d+HNMt9CkvXWXzCf3Q8w/59a5OT92cJwK7bxfcgeTZR/djG4gfkK4yRMmojJvUaqS7lfz3Xjan5VrReLtVgt0gg+zxxoNqgRdKyzFSeV7VTd9ynJtWZfm8U61Ou1rsAeixqP6VUOtarx/xMLgAdAr4A/AVEYvammKjQksnxDrGwqdQmKkYIbBz+lUDdXBbd5rZ9aeY6TyvamnbYL2GrNOG3CVwfUHFTedNJ9+WRvqxNMEfNSBMURZm3c7yLxDY6Zp80DSOt2wyMocN6YNclJcxyEkODk+tTavLCNNklkzmIblIHP0rkY9Vhm5wy/UVMY31LmrM6Q4NNwKxkvYj92YD/AIFU4u3/AIZc/rTsxJmlgUm0Vni9lB5Kn8KcNQbvGD9DSswuXCopNgqr/aC942H0NKNQhPUsPwosxXLG2jGKg+3W/wDz0x+BrO0tjrHiqXTn1aa1jZZDD5abtzKhYL7Dg8n096uEHJ2InNRV2dl4deGOaRriQRwAr5jEdBzWp4m1i2vZYoraeOSGMZyjcZrg/BGozXa3huJzKNqYDcgZzTtWurSwvzBv4I3DjpntUSg+axovegpGqxBqPArHjvYzjZNj/gVTrdydpM07MSZo7RRtFUPtso/umnC/P8UY/A0rMq5bKCm7Kg/tCPujCl+3QHuR9RRqK5KVo21F9rg/56r+NUNavjDprSW84WQOoBVuaaTbsQ3ZXNQDmuy/4SW30mwktjBN5sgJSUYKnj8+K831URW2hQanp+tX8ytdfZs3ESxrcEJuZ4gOdqkhTu9R7gdPqk8a6VK7qW2LlfY06lNqyY6TVSLsVnvYpD9/86bvVvusD+NczFq3m/eiYH25qdb+DuxU+4Io5Gho36MCsVb2M/dmH/fVSrdyZ4mJ/WlZjuamBSFazxfSj+6fwpf7QYdYx+BpWYXLu0Um0VT/ALRXvG34Gl/tGHuHH4U7MRbIArZ0DVzoxuLn7L56kBWw2Co55FcdpF1b6n4tOm3upXVpbzSbY5I5Y41j7ksZOMYzx1JwK0/D000Oq6zZXLXDfZpvKCXIAdQCwwwHGcYzjiqlTajciE1KfKaN/rK313JPIGUuc4POBVX7RE/RxXO3Oqst/LGsOIg5C89qeNQT+NGH4UuRou1joQQehBpawVv4D0kwffipReD+Gc/g1LlY7mxxSECswXkoHEmfqM077fKOoU0rMLl4gUmKpf2if4o/yNKNRj7owosxFzApOKxtY1TytPLQSSRyb15A7UuvabrPh/Q9Kv7y7ulmvTJ5kLRkCAAIUDHH3iGzjt9Qa0jTclcynUUXZm1q7FtNlB6HH864+HiUjtmiinT2Oue5YZVPUCmiNNpOMH2ooqhDASDgMw+jGmNJMrgCeXH1ooqkRIkFxMB/rCfqBUb3kynhh+VFFKyJYn26b1X8qyI9bu9J1s6jbeX58bNt3rkfMpU8fRjRRV09zGtsdF4AkbZfj0EYH/j1S+IPm1N2PXj+VFFZv+Izen/CRVRQ0fIBpNgB4yPoaKKCxdzr0kf/AL6pr3E6rkTP+hooppEyIo9QuT1cH8BUv26bB+7+VFFKSRCEW+lIyQv5VU1S6drE5C/eHaiiiO6Jn8LG614sk16G2il0nTLYwKkcUlqkilI16IAXKgc5OByea7rU2LabJnuBRRVV90LCbM5BOJiB61aYCiipZ0RGBFYHIFRsi7sYFFFAxhQK/wArOPoxqQM4HEj/APfVFFMmwhkkz/rGppml/wCejfpRRRYkzU8QS6Td3aNYaffxTOHaO9g8wBk6EEEEdTkZwe4NdD4S1K61O+1a/vJfNubh0lkcgDLHd2HT6UUVpV/hnPR/jFG74uSe+amXmMUUVl0OvqNON2MCkkRQOlFFAyIxIy8j8uKI1wOGf/vo0UVXQiw8u+P9Y/50zzZR/wAtWoopWEylqc0psyDIfvCqt54l1fUtNt9MvL6ea3tpHlTzJGYlnxnJJ5xt49Mn1ooransctb4j/9k=", "info": {"video_id": "109662", "label": "showing a book behind another book", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "109662", "label": "showing a book behind another book", "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": "9361fb25cd8dc46f2660d3182779238614fa84fd4a2e8200470b156f8b5e0f84"} +{"episode": 28390, "episode_seed": 4137202432, "split": "train", "timestamp": "2025-10-13T03:08:30.256544", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4137202432, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper 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": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "214204", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "214204", "label": "tearing paper into two pieces", "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": "35bf8c427df805e2a096ff9f2770c24c078426e9816eab3a61b17bde5efb762a"} +{"episode": 28391, "episode_seed": 2681476381, "split": "train", "timestamp": "2025-10-13T03:08:31.248621", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2681476381, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting shampoo bottle 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": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "195798", "label": "lifting shampoo bottle up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "195798", "label": "lifting shampoo bottle up completely, then letting it drop down", "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": "6bc12a7125532b4497fb6933d49a8ca0f3d0584aa16cc7929520c20866bda41d"} +{"episode": 28392, "episode_seed": 1015343872, "split": "train", "timestamp": "2025-10-13T03:08:32.507563", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1015343872, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 fork into 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": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "25923", "label": "putting fork into 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": "25923", "label": "putting fork into 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": "f64258e2bc8ade0ec96704b71b69a82d2d447971c06281f3a5c9b075d98c1f60"} +{"episode": 28393, "episode_seed": 1281503394, "split": "train", "timestamp": "2025-10-13T03:08:33.837982", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1281503394, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning spray 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": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "124238", "label": "spinning spray that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "124238", "label": "spinning spray that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dcce9126995ca8003938548bd92e64d8e549ede8f9e744d387c2f2a020ca7c15"} +{"episode": 28394, "episode_seed": 2081489475, "split": "train", "timestamp": "2025-10-13T03:08:35.023942", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2081489475, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "99660", "label": "opening a door", "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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j4duBFqar2dSKiMTiZogEVWHIB5qnbSfZr6JycbXGaXUp7HpMZ+UVY3dKrRkACpQ3NBmi0rcYqg02s2E5/s6cfZ85ET8qPbFW1PFSZyOaCiGPX9Uula0vbGLY52mRCRjv0qp4hbOm7vSVf61dUgl/941meIm/4kzkf89E/nSGrI4WV+5Hy7cE5/KowJJFxu4QdPWo7kBNwEu4DHNCXIUsEJ2nHGaaKua/h6YLPOmeqg1veZx1rk9Hk8vUiCfvKQK6PQbMa14kbTZ9RltUZJDF5abyzqhYL7Dg8n096aM5bmvokySSzhTkjbn9a3EOK43wXM0zXbO5Y4Q9emc114PHWluSWI2pl4sskQe2cx3CHKODgihGqVTSLKUOu+JbNQJY4Lpc4+YYb8xitKG+lvVa4mg8iVsBkznpxUUjDC9zuHFPyM0DVkd/8NZdukaoufu6g5/NErwvx0yw+OtdCj5RdOzKfUnOBXsXw6uQlvrMZI/4/gSPby1ryj4nfu/iJqZjVQhlSR/c7BUR+NmadpnLadc79Zthu+QsOD15zWxe6c9uk0i5KdcZ5z9KwbS5WXW7dGiAZpkwfTkCvV/G3g7UdJ0QzkbSdoyD16jFbct9SakrNI4WK5Hkox4yBx3rrEPyiuS1jS7Cx8O2+o6bqt9Kpuzaf6VCsa3BCbneIZztU4U7vUd8gdZGfkH0pblIsBzkVOHyPrVUHmplOaRSKbS63Y3B/s64X7PnIik5Ue2Ktwa/qt1utL6wiCMdpljJ479KmyMVE88cEU0shwiknNIdkVTIZfGmjd44byFm/FwKd+0HKH13SY9/K2jbh6Zc4/lVPTJvOlg1Fht3X0GM9gJBVT43XKy+NkHXFtH392qbe8hP4jz/AE6JvJlmiYgj5T9MZq1GZGibjG3BxVbSpQrypzswePwq6jKsEmcMAOGU1pYtSXK0ymqqzsXfCqfu929hXZeE3Y2zowIKYAyO2TXP+FdP0vWPE0em6tdTW0M7bUmjmjjWM9SWMnGMZ4HJOB3rotCgkstZ1iyk89TbTeUEuMCRcFhhscZ45wSKRmzpUOKmjaqwOKmRhRYaEvEmeISW0hjuE5RwcEetU31zxDb2rx3YglhYFGkxhgDx2rSWsjxJdCDTwpONxz+VJlaHPaJmXxZH5f3QpL++Aa7nVr5rX4Sa/ArY8/VRCx9iqsf/AEGuc8L6RJaO9/cH5541KD+6Dyf6VmeMtZaPT59HVuH1Brlhn0iRR/M0rXE0jz+QfMcdM1NYxmW7RASATzioGcsTmnRMRKpBI5xkVYMvPJJBcbCVz6gVLbKRK8iqGfoI9ufxPoKZPnykkA7Y46iui1rwnqPhjQ9L1O7kmjn1AyedC0ZAgwEKKx/vMrZx26dQcJ6A2mkbyMeKkV23daKKZJOjmlLHOM0UUihFY4b/AHjVe8+dIFYAg3MII/7aLRRQtxPY84vFCfaMd3rPBINFFHUDqNGsIHsYbshvO+bnPvim22p3Gj6z/aFrs8+Fm271yPmUocj6MaKKBdTU8HKIjdhBgfJ/Wus3kDFFFCAkjY4zUm9gOtFFIpCFzlPdv8akLng0UUAdf4AbyoL+VQNx1DBJHUfZwa8x+KJ/4rW9bAy3l5/74FFFH2kZr4mef5K6xARwQyEV7VqHjHVtf8GXC6i0MjQvEQ4TaTz3xRRWsArHnPiLxKfECW8c+k6bbtbhUiktkkUoi5wgBcqBk5OByea6yJjtH0ooqEMkDEGp1Y+tFFIpC72JwawvEU0n2byg2FJJI/GiikUjYsIkji06EDKC6t+D3/eLXI/FiZ3+IOoKxyImCL7AZwKKKpbEy+I5CwY/aD9MVNCzDzACeuKKKYdGaGlaydJknjbTtOv4pWVjHfQeYAyZwQQQR1ORnB7g10Ph++uNS1DUr+6kMlzdSCWV+mWJOeOw9hRRU9RHRhjipEc0UU2NEu9gOtc34jJlvLWFj8jsikexfBooqWUjpdxA44A4FeYeNGJ8S3A9Ap/8dFFFNCZz1KOooopoRbndhDGQxHJrZuPEGqaro1pp19eT3FvbSvMnmSsxLNjqSecbePTJ9aKKGStj/9k=", 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"info": {"video_id": "99660", "label": "opening a door", "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": "96be7217e0e17978667807742f64dd66d133ee8d03b8dab18f6eb08ebb6f849e"} +{"episode": 28395, "episode_seed": 868765523, "split": "train", "timestamp": "2025-10-13T03:08:36.570808", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 868765523, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging a charger into an outlet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "26743", "label": "plugging a charger into an outlet", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "26743", "label": "plugging a charger into an outlet", "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": "59266545b4df59d8e79b4b2c5c820275776a0896e27c4a7bbf84f7a61b57768a"} +{"episode": 28396, "episode_seed": 3876204480, "split": "train", "timestamp": "2025-10-13T03:08:39.286562", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3876204480, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing plastic bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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5UBgc15gZHwiYzOIzGVPXJ4xSaPEF1m0JdsxjBUHgU1K7LxeXxo0+ZO57Pp7ATAk8Vtt0yvQ1h26IbeJkbkDmtKCRiACeBVpHk2K2pwpJZzoUXDKcjHWvl93lt4nXaChboe1fUl8QIJP9018t3LKIHUqdzPw341nU6F01ZnafCyQvqGtxxuUkltUCnGdo3Af1r1yMEBU5JAA9a8m+EwJu9T57DPHvXrVvLEsrLK2CfuH0OaJrVEp2uWxthCu3z5/hrmdbs4b9j58av1HPbNb9w4QHngc1x2s+Iba0W4RGEtygyUB4X0yf6UrJGtKE6jtBamxosSwwiKMYVTgV11pgoBXmvgnUZ7uASzNuZiSTXo9mcqPpVw1IrU3TqOL3JL4ZtmrxTxzADNwxDSBkB+or268H+jsPavGfHke9024DBsqfeumkveObEO0Dh4IBbyMzPnftX8QMUTRsZUeMfMMc/jxTZDMcuYtgj+bBOcn/AOtzSZDSgk7xhQQOpq8RZU2kc+Gu6qbf9WKl7cmVXEihWOMlRX0dprGW2trgOTEbSFUXGMfIDmvm+4YPeBlG1TMoANfSFlkabb46mNe2O1cFv3Z6MvjN8xLbWysSA7AE+wrB1LVLWyi2zSoJJCRHFn5mPsP61l+LdW1G01iC3trkxQSxREqFBPI5wcVwuqeY2ojVImDqjBSWbO5uentRex6WGy51LSm9GrnQp8QLjEkf2KFHU4UFyc+uazrrxpqF3f3EUJFuoAKlBz05zms/UtOS309L9GYysQZD2OeprOliQWsdymRK4Ic569f8KTbPcp4LC6SUfL5m7deKdU04QTR3Pm74/nWUbgcAc+3Wud8eqkmlWN4xU3Ukh3kdSCuf0q5pwjvoLlbhFZjGpUn+Htx6Vh+KVxpqOMExyBSfqDxTRy4yhCNKVlZr8S74mtNPOkaQbGJUlWFmJCFSUUZIJ7nP9a6j4UXAil1m2HCxzRuBnOB8w/wrktV1Nv8AhHdMkktuCskbMrg8lSDx2GWFbHwsuB/wkerRK2Vltkfj1DDP8zVp3PDxNPknY4CbY0oiwcj5q9J+E1hGNJv9QJPmtcmJfTAAP9a8zl2PcZEoDccY616z8MF8vwaG/wCel1I35YH9KiOiZzy1SO2V3Rw6Y3A55qLWdWhhxLKViEhCqg9T2FCyjHNcV49R0NldqzbY5NuB78j+RpJ2Rth6Sq1VBu1z1jSjutEf/ZrH8bQG60hoxznt61e8OTGfSYnIxuXJpuv/AD6e3sD/ACro+yYQVppPufPOr27SSbs9FP51ixM9lrLyIcYYg+4I5rqZ4y7T57FsfjXN3kZGtSL2Ei/qK5Y6XOzGrlrtGs7GGNdylV2Aqcg7vpVU+QUdAVTdyeMEH3FaVnIGtxDJjcp+QnsKxriG5kuGkmhfcwKsAMAD+tehTxDejPFlhVHVNjnZooJG8xXYDjFP0RVuvEmixOoYNeR7hj0IzUE0reThoy2B027c1f8ACCrL4z0YCPy/9ILEfRSa5Zu9S52U9Kdj392BkJ96p3j7JoJOeDipN+e/vVe7kJi+VdxBxis1uWea6nJu1nU7WVflN1uce2ax5bhvPUBgVWQvj6Hp+ldL4x0tLfVXmimd7m6Yl4x/CNox/I1x8kUkSLIeAR+tTJtH2eEcJ0oyXZHUCFJLFdWY4CTZKjqBniqGhOsmtqR6n+dNS+aXRWtlH8S9B6+v41X0FZLfxOsEo2uF5FWndo48dHloTv8AI9vtlxbxsP7orRt5OOetUbX/AI9k+gq0vatj5ZDdRk22sp9FNfL802LoqcbccfWvpPWpSmnzsTj5TXzPK6m4+aDOT97PSoqFJ2Z6v8KI1XwtdybQGlvWye5AVf8A69dzgMMEAj3rivhrhPBkDf355X/XH9K6wTYH0qJbiRzvivxFdWuqQWSfu4nUM8g6nORj26Vw94FR5p4nyjSDKkdc9TXT+PbC6urmwe1jd5G3JhRz6/41w07zMRFgruPK+4rOT1PpMBCHsYuO/X7z0LwTIr2o2jHzEfqa9K05jgV5Z4ALCEo3ZjXqdkdqgVvS1R4mYR5cRIvXHMD/AEryLx1byvtaIbstg7iAF969blbMLZ9K8u8ZyCMA4JG7pWvM46o45RUlZnmdzO1tM0MgR2Ck5U8MPcdqjLiO3keNYgQMgI2786nn03y8MJmZSdwYIOfqag8mU/ukXzmchVUDbk+lFSrzQs2ZU6KhO6RY8P28mo+JdGhSEzf6XG0gVc4UEZJ9vrX0TNHKGJZDgnjFeOaBfjS/FOlaFpm2JGnP26ZOszBSSuf7gPHvXrKSJuHmOwXvt61zvZI6nrK5y3jyx1JdUbUooHNrFbxhpAR8uBzx1xzXEQ34mtre0RCBu3sW9ucV23i/XbpdQn0wMfs8sKLg9sjnNcvpltaQa1JE6ZjFuvDc4LdTUvc+pwTaoR9oumluxpW7C+dY5eYiM+WeQMDiq4RIvFaQ4AiEPyp/Cvy//rqgwl07U5owx8l2KgnoV7c1DMXGvwS8+XIqru7Hj1qmzt9lfVPRoqsot7+fBwhOFOeOMEisXxDFcwWeyZHQSMrkMMA9cGtu4ikltLEwxF3Te2FGeMjBqXx1cQ3ehJLuXzC6NtB5BOcihLU5cdNqhKNr7/gcZJqN5eafa2LRK0cWdjKnzEdTk9+hrq/hbJ5Xi/GeJLWVfywf6VhaaFOkQSO058q6+6f9WFI6gd25681qfD+QQ+NdO5++Xj/NTVpWPlpzlPWTOXkA3h8DNeteA5VtfBVgrMF3b3JJx1c15NNkRsTjha6XSr0w6TaxM33YxjPbPNZylZEQjzM9bikSZMqwdT02nOaqa7axXdh5c6EhWDFR6jmuc8G6rK1xcIclUAcex6f4V07ytcA7vvNyaS1Gm4Tujp9DONNjwNoKjgdql1SPfp8g9jUGkP8A6Cg9qs3QMltIue1dK2M72nc8PvUEF55THAY9fqcVzGokR6yDkZVlJP0ro/FLi3vblGB3ecu0+xzXLyKZ9WaA/eR8MT3xXMkdmPu6/N3S/I24ghXY2FAJXcf0FNbbITHKcSjoT3qNHIyyAOcYaM/xD/Gm6JpcGveJ20+e/ns1aKRogqb2LKhYL7Dg8n096tHIUrpSpAIOea1PAluZ/HNiPuiKOWRm7INuMmuctppZ0PmyFtoG3PbNbeh3Is4tRdf9bKscIYdlyWb88Ck9BpXdj1uTxDZyX620KMYywRX7sfXFbN6wtbZoIm/eFcuw6/Qelea+E5ftWvJK5yluhlOfUDiupi1y0ulErXMIeUfcMgDfTFKI5pJ6HN+LM2utWt3yFltsnnqRkZ/lXI+cZHUD7offzXTeNQ80NiwRhsjbk9CM9q5SQ7GVkHG0A/XHNTUep9Xl8r4ePexoSjZqDLCcRPjkdOmf6UWl0knjqJ0OQ0YBz2pq3ccdhGOC4JbFZumSEeMIHJ4wKqG5zZn/AA/wPoazbNun0FWweKzbJ/8ARov90VT8W3tzY+HnntZnimEiAMh5wTyK6D5ob4wvorPQrhpZAu4bQT6nivnmTI59Oa9F8cytL4btruDWb66Rrv7PtuolVZyE3M8YHO1ThTu9R7gedTgCJyOy1nJjPSvB+r29h4UsYdrMwVmYDpksT1rtbOYy2q3DL5ZfkKx7eteP6POywWsS8/uwcfhXa2er/ZryOyuZVV3g86V3bABP3V56YX+dY3u3c0lGy0NvxJc3EOjTz25HmRrnn074/CvNJ51mtofurLvZyccn1/CvRZb20u7SaNbmCQGNgwWQHjH1ryeQurYYkjsTRJ6Hr5S04tPe533gGbdlCckMa9YtcACvHvAYCXjY/iAJr161b5RW1H4ThzNf7QyzM37pvpXlfjKVvPVVTzDnJTuR7V6hMf3bfSvIfGjLJfqpcoyklWU8r71pLY4TlWv4I3aMtuj7huCPwqzpnlLJdX8bq62kBkX2c/KufxP6VHo1lZa14qTTdaupIoZm2JcxyRRhD1JYycYxngck4HenW9k2nad4qtGimj+z3UMGydQJAA7j5sZGeBnHHpWVhkfg51XxzprSHkeYQf8AaIwP1NerHXbdL02rK3D7N2e+cdK8Y0yUwa6JEba0cJKkdjkV6lpItNUxqViVN6qZkhkf5RIepx1xUPsaRirXZn+M7tD4hWZGR4igQEf3gO/41zks/wAhDP8AOSASTzwK7LxRp8N5NMOPNjwQBxtO0dq8/ED3V28Uf3txPPpSldH12AlF0I+SOiS7SXRBYMVaUAGNTyQxOf1qFRIbeztpV2zh/kTuRu4/rWdp7/Zb8JKcNCSW/wDrVoXV5EdcsJUPyqAST2GTVJ31NpJxdltuSaLIsFzaQzHZLvddrcHHH/16wfEEKy6VdupDeQQM+nzmtTUmVr20u4jmPgFvU7if5VganK8UGoRg/JKGDD1+bIp7aHNXjz05y6tMZYNAujuVuG3RTIW/dEqF4yNwHHIHGecVZ8NtDbeLNOlSXdtu17Y4zj+tZmmzyx+Hr2OMkLvVpPmHPpgYJP4YxXQa54b1Pwzpei6pcSTJcXcjs8Xl4Ftt2FATj7xDZx26dQa0Pkmcjcn9zJ9KvxMRbw4P8A/lRRWEti6R1vg9mFpqRDEFreU59Nqbhj8RVvwpq15qNuZbmXc3sMCiiqjsZz+I9P0NibRM+lajfdb6UUVvHYh7nhvj5Auqtgfw5/ENXMaj+68QXhTjDgiiiufqzsxf2P8ACv1JgzCV8HGetRW+q3Ol6sNTt9huYiwUuuR8ylTkfRjRRVxOVGfAoQFR0wKu2ROL0dgI2H1yR/Wiipl1Kh8R2fgZA66lkkExquR1AOa6M+C9BtUN2tmXnjw6u8rE7h0PXFFFOOw5/EYniSVpLWxDAHLsPw4rk2GbLn+//Wiis6h9Hl38Bf11K8o2FlHQEiodJAbXWYjJXaR+lFFFLcjNf4S9T3/TTm0hJ/u1n+OD/wAUy/8A12j/AJmiiurofOHlnirxI2ttFBLpen25t0WOKS3R1ZUGfkALlQOcnA5PNcncf8e8h9qKKykBtaEc39ovYgA/TFO8WZl1+8RicNKo+g4FFFZrc2f6He6b4Q0nRlgu7eOSS4MZO+Z93UenT9K43UYkXU5Ywvyh2wPSiinPY7ss+KRveChjVZQOnFeuWx+UUUVpR+EwzL+MTzf6o/SvHPG/y6tCR1OQaKKuWxwo5G3119IvLmA6dp1/BM4cxXsHmBWTOCCCCOpyM4PcGtbS7y41eHxVdXshlmubZbqR8YzIJVIPsOSMelFFR0GznoONUlx2iA/WtW2uJre5ieCV433AZQ4OM0UVjLc6afwndeLy8WtM0cjJ52xHweo2isO8Ai8SMEAAWEYFFFaM+iwv8KPoZd7/AMhR27lv6VFcyM88DE8jjPtmiis31PQj8KLt8T/Y0fP3WXFW9Ut4n8NXG5BmOAsp9DiiitTz8S/cfqecW5JjbkjBGMGty/8AEeq6lpdvpl3eTTW1vI0qCSVmJZwM5JJzjbx6ZPrRRVnyx//Z", 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", 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", "info": {"video_id": "45238", "label": "pretending to be tearing plastic bag", "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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RIidiCM9M9xXK3jWdrPHLO0UZzhGcgc1D4p8a28EkyRq0zQSCMheFDehPtXnvifUbnWdQjbaFjGERR0yaHJI9PCZfUq2ctEepXut2ELqGvIVbbnBfmootQglkwtzEWPKgMDmvMDI+ETGZxGYyp65PGKTR4gus2hLtmMYKg8CmpXZeLy+NGnzJ3PZ9PYCYEnittumV6GsO3RDbxMjcgc1pQSMQATwKtI8mxW1OFJLOdCi4ZTkY618vu8tvE67QULdD2r6kviBBJ/umvlu5ZRA6lTuZ+G/Gs6nQumrM7T4WSF9Q1uONykktqgU4ztG4D+teuRggKnJIAHrXk3wmBN3qfPYZ4969at5YllZZWwT9w+hzRNaolO1y2NsIV2+fP8NczrdnDfsfPjV+o57ZrfuHCA88DmuO1nxDbWi3CIwluUGSgPC+mT/SlZI1pQnUdoLU2NFiWGERRjCqcCuutMFAK818E6jPdwCWZtzMSSa9HszlR9KuGpFam6dRxe5JfDNs1eKeOYAZuGIaQMgP1Fe3Xg/0dh7V4z48j3um3AYNlT7100l7xzYh2gcPBALeRmZ879q/iBiob8YeM44J5/z+NSSGY5cxbBH82Cc5P/1uailbMincp+UKS3Y56mtMQ0qbSOfDpuqm2UbsRbJDCxII6HrzX0RpUh+yWMIBCJYQru7Z29BXzndKv2kopyCyrkV9F6SBDo9pGM4SCNAT14XH9K4P+XZ6MvjNNeKs7Y5NsMqbg+Plbpj3FV7VwpLshYbSB9cdfwpbZzJfZPXrSihNnQQKkMJWNQoxjiuP8YX8UFssbOA752r3OOprruRGa8b8a3QbxJcOS2Y4xGOeADzWlR8sWwpQ55cpyV1fr/asQY/POGQfzGaj1K7khYQwKDkAOT2yK5vUJybz7WrHcjqV9sV0M4SW5ScMdrxKyj1H+cU6CU5K5niJOnBtGbcPNGzJDHwFTkDqc4P6ValBMJCnBxwfSozIsbOjtjaScnuvrUQuP9HcnO4Asc9ueB+VejseVrK2hHNMRdbDgIB39a9Z+EljPH4TupjbshnvGcFlwWUAYIz1HWvOdMitojNqt/arJFAyrDGx/wBbKeg/3R1Neo+A9TvNU8LRXt9MZJZZ5SOMBVBwAB2AxXkrRM9p62Onv7a4uND1O3hjYzSQFFXpkkivJruS60jVEhv4XjkiBZUJ4GenI7HmvUtRv2stCvZ7eRhOkeckcDkf/XrzHV7k6wtzqFxkyxw4Xnpj/wDXUvY97KObld/hv876DtOvHbzZvuNMxbOeQM9K0Ly3jGjXF0APPMeTKR833sfyqpe2kMmiWz2qkSxqqsF6sCOtVWnku9LmjZt0pj27R1OCMcVeyPYUVNc0dAv4ln8OWJQZlwR7nLc1myJLdW+YVeRUXc23naOAKt6c2Vsd/UGQNnsMAVY8OO9nFcxToY0lQOjMMZIz3+hqbXCTdNPr1/E4OLUbuw16W6hVXnLNlXXcG45yO9VX8yZzLIhUyEkcYHpxWhcbE8ZSGJ5RH9p+9B94A9dvvzTtRRYn8sbvkmk+9ySDggk9z+NWkfI1pycnF7XOq8T3LP4I8LyDlltGH5bR/SuY0RVuvEmixOoYNeR7hj0IzWvrM+/wL4dG3fsNzGRn0dT/AFqh4QVZfGejAR+X/pBYj6KTSfxHO3oz392BkJ96p3j7JoJOeDipN+e/vVe7kJi+VdxBxipW4HmupybtZ1O1lX5TdbnHtmseW4bz1AYFVkL4+h6fpXS+MdLS31V5opne5umJeMfwjaMfyNcfJFJEiyHgEfrUybR9nhHCdKMl2R1AhSSxXVmOAk2So6gZ4qhoTrJrakep/nTUvml0VrZR/EvQevr+NV9BWS38TrBKNrheRVp3aOPHR5aE7/I9vtlxbxsP7orRt5OOetUbX/j2T6CrS9q2PlkN1GTbayn0U18vzTYuipxtxx9a+k9alKafOxOPlNfM8rqbj5oM5P3s9KioUnZnq/wojVfC13JtAaW9bJ7kBV/+vXc4DDBAI964r4a4TwZA39+eV/1x/SusE2B9KiW4kc74r8RXVrqkFkn7uJ1DPIOpzkY9ulcPeBUeaeJ8o0gypHXPU10/j2wurq5sHtY3eRtyYUc+v+NcNO8zERYK7jyvuKzk9T6TAQh7GLjv1+89C8EyK9qNox8xH6mvStOY4FeWeACwhKN2Y16nZHaoFb0tUeJmEeXESL1xzA/0ryLx1byvtaIbstg7iAF969blbMLZ9K8u8ZyCMA4JG7pWvM46o45RUlZnmdzO1tM0MgR2Ck5U8MPcdqrzGNYt4WIADOEbd+dW59N8vDCZmUncGCDn6mqNyuyFleQYIx93GKKlXmhZsyp0VCd0iPT7VL3WNNt8kLcXUat9CQK+iFiS3RYY/uJhRn0ArwTwrEJPF+jKHDj7UG+mOa94aX5s+pNc7+Gx0v4rlyK6aK3lhKqQxyr919aq6NqEV5qUscLhvL+Vsdj6VFOfMgdR1II4rkvh3I9tr17ZPuJSTkn1GRTi9UawoqdOc76qx7AeIyPavE/G9qyalM//AD1B59SK9pZsKM9SK8l+IQK3cJH941dX4TTL481a3k/yPJr61KWz+oK4/Emr2lyTS2ojCGQwoQgBxwTn/GrGsQ7NPmYfw7f51T0ktARIvVXIb6d/51nTm42aOWrFTTiyxNJE7APggYIJGQD6Z9ahkCvJvSZV3AZB9KvamJJIAtumYnzv2rkg/wD1/WsuJZIMExupxj7u44ycH2ruVfmWpwfV1B6NmtroNrFZ2I4EEAlf/ff5j+mK7rwXfw2HgLT3wWwzKwH94kn+WK4jxp8viHVP9hto+gUYrW8KX1othDp1+7LbyRKyspxskxwc++cVwN2PSgrnfXGqQX3h2/EbKkrr5aq/ILf/AKq85W5DRbTwB8rjsTnv+VeirZ/Y9ImhPli2UIY5AcszE85Nefa9Yx2Ev7rISRgwGc49aGmkfQZO48so92O0698jU/tIkwEySc9P89KuO5fWfttug8g53sv3R8p3Vz/2WWGBbo48pjx689K3bO8hTSniZssY2YceoNCd9GevPT3o69CuF/f29yoJg85tzjp0BNWbuaKTRbN0kB+Z4+v+zUenTxPoxtmb52EhVR1ORx+tY8oZdN8o43RznOPpT6XMmuaST6GPdRRWniiVZJDEFdCCoyeQOgqzqawfaJYzMRtmyoMRTClRgEYGOg4xWbqFw0muQzSFmKqmSOpxwP6V0+m2A1/xbPY31+9s7xu6NGgkLsIywXIAGOOT7VpHY+UxStWmn3ZRupA3hXTYlORHc3H6iM1N4EtzP45sR90RRyyM3ZBtxk1hx3Es1mqSOSoJdQegLAZ/kK1NDuRZxai6/wCtlWOEMOy5LN+eBUSdm2cyV3Y9bk8Q2cl+ttCjGMsEV+7H1xWzesLW2aCJv3hXLsOv0HpXmvhOX7VrySucpboZTn1A4rqYtctLpRK1zCHlH3DIA30xUxHNJPQ5vxZm11q1u+Qsttk89SMjP8q5HzjI6gfdD7+a6bxqHmhsWCMNkbcnoRntXKSHYysg42gH645qaj1Pq8vlfDx72NCUbNQZYTiJ8cjp0z/Si0ukk8dROhyGjAOe1NW7jjsIxwXBLYrN0yQjxhA5PGBVQ3ObM/4f4H0NZtm3T6CrYPFZtk/+jRf7oqn4tvbmx8PPPazPFMJEAZDzgnkV0HzQ3xhfRWehXDSyBdw2gn1PFfPMmRz6c16L45laXw3bXcGs310jXf2fbdRKqzkJuZ4wOdqnCnd6j3A86nAETkdlrOTGeleD9Xt7DwpYw7WZgrMwHTJYnrXa2cxltVuGXyy/IVj29a8f0edlgtYl5/dg4/Cu1s9X+zXkdlcyqrvB50ru2ACfurz0wv8AOsb3buaSjZaG34kubiHRp57cjzI1zz6d8fhXmk86zW0P3Vl3s5OOT6/hXost7aXdpNGtzBIDGwYLIDxj615PIXVsMSR2Jok9D18pacWnvc77wDNuyhOSGNesWuABXj3gMBLxsfxAE169at8oraj8Jw5mv9oZZmb9030ryvxlK3nqqp5hzkp3I9q9QmP7tvpXkPjRlkv1UuUZSSrKeV960lscJyrX8EbtGW3R9w3BH4VmagYn2+W6upzx3H1rY0aysta8VJputXUkUMzbEuY5Iowh6ksZOMYzwOScDvWHf2b6fq1/ZNFNELed4wlwoEgAJGG2nGfXHHpWT2GX/BSj/hNNNPQRmST8kNexC7jdxH5qb/TdzXh+jytBrQkBwUibp78V0h1R43V4mwwORis5S6GkYXVz1dO7bSQeCao6HaxQeIbh40w8vzs36UsV+8lpCuMKwDnI7kVa0w41BX9QauO5MZNJrudfnOCT2rznx9b/AL5JD/DuNeg7+9cR8QYyLDzRzggn6d60qfCb4CXLXieW6jtfS5nyD/CR79aoaSwEROAcSZP4ik1GdQt46g7El2Ffrmk0+MR225+khx+H/wCusUjmkuWTRqMQih1O5fuuvpVaeJcb4zlP5VBqMjizO4MGGAJk7j0Iq14g8Lap4Y0DSNRuZp0nvjJ5sJjIEAAQoGP95lbOO3TqDV2BEvjcZvWn/jnsoJX92MYz/Ks+3P8Ao8Y7BB/Kiis5mtE7nwlLLdeG9ahmld408oIC2dvOePSqLM02lalJK5dkGxS3YZooql8J7eXfA/X/ACKUnOhoh6YWqVtIyQEDoykH6UUVPU9mGz9SXR2IkBB6ZxV3TVH9sXvH3Tke2aKKqOyMa+79DlvGUSW+vKIlCAxKcD3zUGl6ncaNqS39rsM8O7Z5g3D5lKnj6MaKK0R8riP4rIIeAV7DAq5ZE4vR2AjYfXJH9aKKiXUwh8R2fgZA66lkkExquR1AOa6M+C9BtUN2tmXnjw6u8rE7h0PXFFFEdhz+IxPEkrSWtiGAOXYfhxXJsM2XP9/+tFFZ1D6PLv4C/rqV5RsLKOgJFQ6SA2usxGSu0j9KKKKW5Ga/wl6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", "info": {"video_id": "45238", "label": "pretending to be tearing plastic bag", "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": "6dc033ea891908192eebf4724cc3bda79e094fa1a0aaac199d797173ca1b9800"} +{"episode": 28397, "episode_seed": 2495174845, "split": "train", "timestamp": "2025-10-13T03:08:40.530027", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2495174845, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 air conditioner so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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UrIZ6ENV0m5BxtBPdGH8qgkk09mIW62t6OK4PMJ7SL+INAAHK3BB9wRScENNnuHivT9P0/RRcxQLETKFaXknkHr+NeQtpEfBFyQxGfudK9R1ZJtQ0mHTWuZI0WRXZhgtgfXvU8fh3wwwyX1IE9fuHmlCXu2bHUjroeULpDOn/AB8qDjoUqT+wZniJWVM7c48v+tewQaD4WTHOpkf7sdW00nwuBgf2l/3zHV80e5naXY8TfQpRgieE88jZg0w6FMJMeZAVI68ivcDo/hwjhb3/AIFHGf6VC/h3QHOQtz+MMdJzj3HaXY8QOi3aksPLYK3Zuo9qRtEvAZB5aHHIw/B+leyyeE9EfkPcj/tklVZPBWkbcLc3OQMZMS/40ueIJM8g/sq8Gw+Sfm46j/IqM6ddoDmB/lPNeqy+CbMA7bqf/vgf41Uk8FxAZW7m/ED/ABo50OzK/wALoJYG1XzYyp/dcEf71dBr961pHI+0vGhBKg4yDR4W0tdIW+xK0gk2fe7Yz7+9JrsP221liBxvXGRWM2nI6I3UDLg8V26kHyJVb1VxWza+OFjI2Xl5H9GP+Neft4eulP8Arc/QUz+xbkEDzTn6U/dM/ePV4/HzMAG1WRh6Sru/mKefFFldf65tPlz/AH4FB/kK8n/sa7HSb8xThpV8Ok6/kaNO4W8j1RrjRrofNa2R/wByQr/I1Vm0TRbof6hx/uThv5ivM2sdRjGfMU+wzSAanFyG/Wmm+4rLsd5N4K0uQ5jmuY+P7isP0xWbceCyh/cagcdt0bD/ABrmRqGrxdJJB9Hp48QazGf9dL/31mqu+4rLsX5/C2oJwJ4ZFznB/wDriuv1m5a6haAuRLJkM3fkda4VfFmrIfmdj9VFaHjO7ntdXgZJnRGjz8rEZNTK7si4NJNm7pvhvw+NPihu5NR89RgyhkYHn0xV5PB3h1uU1adP+utrn+RrzuPxJdxni6lP1bP86tx+MbxOswP1UVfNNGbjE78eB9NYf6Prdk3tIrof61Wk8AT5JgvLeQH/AJ53K/yIFcmnje5HURn/AIDVuPx4w+9BEfxIo55dhcke5fuvAWqBMfZzKo7eWrfyNYN74RuYmzPpfTqRGyZ/StuLx7F/FbD/AIC9XYvH9t3Fwv0ko532DlXc8+l0KBGAaCdGU4JDdapSaLCFcLPIvORvTP516sPG+nzDbI8hH+2iv/Oq8ureHbonzBbZP963A/lRz+QW8zyl9HbP7u5hbI75XFev/Aa1ktjr3mbfm8jGGz031lyWvhu4B2vbD6My/wBa7X4YWVjZyar9idGD+Vu2vu/vYqoyu7CktDf8cXk1rpEBt2CzGdSpIyOAa801Kz1nxNq0UbPBtSAgSPN5ag5yBjvXa/Eq6aGxttmCyB5MHocYryxPGEgHzQwn8TUSvz3RcbclmbA+G+ulgVijlA5BSdG/rSTfDvWU+aXTJWOMZ8sN/KqcXjRFPzQY/wB1/wD61XovHkSYwbhPpLT532FyLuYt14KuInPm6YBn+9Gy/wBKyLjwssalTaup9Vk/pXfR/ENOhurofVs/1qb/AITm0lGJLksPSSIH+lLn8g5PM8sn0BAQf36euRuqm2jYC/6QuQcEMpHFeunXtDuf9YLJv96DH8qiZfDVxkmKzye6yMv9afOuwcp5C+jzjcFeJsdMNjNRNpt2pH7onI7EGvV5tC0Cckx7QT/dnB/nVCbwjZMCYZ3Hp8wNPnQWZl+Idcmi1IRxyyJtQZ2nGTWYPEF9/DPOSfc12qeFL/Vv30NkXUHbubA/nVyH4aarJ1hhjHvJURvbYuVr7nADXdVbpJcfmad/amsP0ac/8Dr063+FN9xvubdfzNaEPwocff1BP+Axf/Xp8suxN49zyP7VrTD78o+slJ5urk4Mjj/toa9qi+FlqMeZfTH6IBVxPhjpQX557lvxA/pRyy7BzR7nhJbVcczN/wB9mmn+0ieZ2/M178vwz0MdTcsfeT/61SD4ceH1xmCVvrKafJIXNE+eiuoH/ls/5mmFL/B/et+Zr6KPgHw6jf8AHgDx/E7H+tcDLoNlN44vtLWT7LCrSCFUiD5KpuC89BweTT5JC5kc34LaaOPUTK5bPl4/8ertfDelrreqFJQTBGN8g9fQfjXKWFwUikLEDIXGAB6+leqeAdONvor3Uq4a6bcAf7o4H9ahRvOzNHK1M0V8HaG3XT4/1qQeCdAPXTo/zNbqVMK35V2MeZ9zm28B+Hn/AOYen4Mf8ahb4e+Hz0tGH0kNdWDQaXLHsHM+5xj/AA50JiQI5l+ktVJfhho7/dmuU/4ED/Su8IzTSB+I70uSPYfNLuebzfCewOdl9OB7oDVGf4Rw7crqLfjEP8a9T9eK5nxzfXWn+GZJ7Od4ZhNGodDg4JORRyR7BzyODn+EbDlNSQ/WL/69Y1/pE+uz7YbVrgxLyFGcVv6prGoQ6PFfWfiHUpQZ/IzOiosxC5Zo++0Hg59R9Bt/D+ISWl7OQdzShc47AZ/rUSgm1YqMmots83bwHqJ6aXMP+AihfAGrcn+y5iO3yCvoBIhUyxiq9ku4vaPsfPX/AAgWqA86PN/37FNPgbUMc6NN/wB+q+ixGKXyxS9l5j9p5HzbJ4IvAM/2XcLj0iNVJfCU6dbGdf8Atm1fTmzHWk8vnBHGKPZ+Ye08j5Yk8OyIeYZF/A1Wk0WRG6uPxr6se3iI5jU/VaglsbdgMwRn6oKFTfcXOux8ptp0yE4kYfWvUvgvFJC2t72LZ8nH/j9XbiRZ/Hd3pdzey2tqZzHGYzEix9CSS4xjGfcmtXwP56anrdtOZQYJVQLKiq4wW+9t4z+lVGLTFKV0VPiCfPu4oDyoh6fU15c/hXBO2Gb/AL5NfREum2tzL5s0EbuMYZhnpVtLdMA7B+VS6bbvccZ6WsfM58LyA8W8pHrtNH/CMt3t5v8Avlq+nVt0/uD8qk+zp/cX8qPZvuP2i7Hy63hwD/lnMD+NQvoBXo0g+pr6lazhbrEh/wCAiomsLVshraI/VBR7N9w512PlptIdRxI/51EdOnXpK1fUb6LprnDWNseO8QqrJ4X0V87tMtj/AMAAo5Jdw512PmFrS5U8SNTSL1DxIa918ceHtL0/w49zaWMMMomjXei84JOa4rWfCs+kaTp15dLIJbovviMeBDjaVBOPvENnH/16OVi5kezRxIvAAA9BVqNRxxRRWqMidVHpUuKKKYw7UgABwBgCiigY4gDJApucgfSiikAx/u14r4hvptN8c6heW+3zY5327hkcrtP6E0UUMRg2caveQRNnYWANe/2cSw28SIMIqBQo6AUUVEfiZcvhRbhJZATU4ooqyUOooooASmE8kUUUANbrXI/EX/kUpP8Ar4i/maKKAPMtW11tWihjk0+ygMSqkbwK6lUH8IBYgDnPTrXpfgSJY/C8DKOZHdmPqc4/oKKKlbj+ydWnSpVooqySQUUUUgEpOtFFAxCBio26UUUCPGPEWqHTvFmsIbOzu45LncUuot4BUcEcgjr0zg981v8Aw8u5r691m7uX3zzNG7tjGSd1FFJbg9j0BOtTDpRRVCRKvSn0UUihDTDRRQA0nnFJ2NFFAHI/EP8A5FKT/rvF/M15Zd6zf3tjDY3NzLLDC7SLvdmJLY65POMcemT60UUmI//Z", 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", 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", "info": {"video_id": "216526", "label": "poking air conditioner so lightly that it doesn't or almost doesn't move", "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": "216526", "label": "poking air conditioner so lightly that it doesn't or almost doesn't move", "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": "6e4c65fc106478ce1047cc86f58fb518800a9b8a485539e963b4ba5a0741de2e"} +{"episode": 28398, "episode_seed": 1765310704, "split": "train", "timestamp": "2025-10-13T03:08:41.338624", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1765310704, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'approaching duck toy 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": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "150211", "label": "approaching duck toy with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "150211", "label": "approaching duck toy with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "44c8c74cb85cda085ef1664fa8847dcf93f0259f3c6ac8550c5e10796cc3c06e"} +{"episode": 28399, "episode_seed": 677480427, "split": "train", "timestamp": "2025-10-13T03:08:43.828358", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 325, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 677480427, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 3 books'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "116373", "label": "stacking 3 books", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "116373", "label": "stacking 3 books", "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": "6af9397ea0c8af131a3c473e9a9977bc9d4c16b0f2b179ea47b3ce8cfbd96af1"}