diff --git "a/video_unshuffle/reorder/train/batch_000218.jsonl" "b/video_unshuffle/reorder/train/batch_000218.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000218.jsonl" @@ -0,0 +1,100 @@ +{"episode": 21800, "episode_seed": 414944266, "split": "train", "timestamp": "2025-10-13T03:02:02.032367", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 414944266, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 small plate 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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", 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", "info": {"video_id": "117483", "label": "moving small plate 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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", 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", 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", "info": {"video_id": "117483", "label": "moving small plate 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": "07a62e175b194815d0f6af971a877157997f8b7817fa739b78bb1f3bc96f528e"} +{"episode": 21801, "episode_seed": 260415631, "split": "train", "timestamp": "2025-10-13T03:02:03.640493", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 260415631, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 (wringing) wet paper wet until water comes out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "148369", "label": "twisting (wringing) wet paper wet until water comes out", "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": "148369", "label": "twisting (wringing) wet paper wet until water comes out", "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": "52690a579345dd162eb1a6046f6787b9bcf89983d964035ede916efad3eaaa89"} +{"episode": 21802, "episode_seed": 934496186, "split": "train", "timestamp": "2025-10-13T03:02:04.536008", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 934496186, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 candle and air freshner 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, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "8293", "label": "putting candle and air freshner on 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": "8293", "label": "putting candle and air freshner on 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": "fe73d3b471d1b458884166c2deee92f3a6f7ec4d89216386f20f6ac17989cf7d"} +{"episode": 21803, "episode_seed": 292741929, "split": "train", "timestamp": "2025-10-13T03:02:06.434423", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 292741929, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 football 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, 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": "7958", "label": "pulling football from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "7958", "label": "pulling football from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d6599b12733544583c47839ff9fc91bb68873c26172c93c70f15e38ee3ff4659"} +{"episode": 21804, "episode_seed": 1113832566, "split": "train", "timestamp": "2025-10-13T03:02:07.659608", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1113832566, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to spread air onto roller'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "138018", "label": "pretending to spread air onto roller", "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": "138018", "label": "pretending to spread air onto roller", "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": "851cf4a233bedc3aff35366603efa04dd070d44dae7b4e50562f883a9a72cc62"} +{"episode": 21805, "episode_seed": 1020971958, "split": "train", "timestamp": "2025-10-13T03:02:08.651500", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1020971958, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning a comb 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', [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": "108757", "label": "spinning a comb that quickly stops spinning", "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": "108757", "label": "spinning a comb that quickly stops spinning", "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": "d72501447a9b0b143cb3a10a0f36f21db6e413ba2c76ec5f0514650c97f6f5c5"} +{"episode": 21806, "episode_seed": 3349272042, "split": "train", "timestamp": "2025-10-13T03:02:10.336126", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3349272042, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box into a plastic cups'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "30324", "label": "putting a box into a plastic cups", "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": "30324", "label": "putting a box into a plastic cups", "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": "c0d1abaed85a3cab4817b10b45392332f678dce7b26e84ae13ffef2a57a068e1"} +{"episode": 21807, "episode_seed": 633405727, "split": "train", "timestamp": "2025-10-13T03:02:11.363942", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 633405727, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coffee box 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, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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"info": {"video_id": "187426", "label": "pushing coffee box from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "187426", "label": "pushing coffee box from right to left", "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": "394ae3a87db1cf4a3043b9a622f9f9c3e05533782c1f1b53e7f315589b2d37ba"} +{"episode": 21808, "episode_seed": 2737950972, "split": "train", "timestamp": "2025-10-13T03:02:13.137525", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2737950972, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 laptop'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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", 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", "info": {"video_id": "122667", "label": "opening laptop", "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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bTD/j4hYZ/hmA/ka8E8mT/nmfyp628v8AcP5U/ZoXMe4m2ib7r/lLn+tUdY046hps1vtyWXg+h7V5Lbwy7hwa2daiZfD9tcJuRo5drFTjII/xFPk1HcwZWKTMjcEEqRUDMQemaj3ZbOaaZCOT6VqjMjyMt7V6ff6PHeaBpttJI6CCBRtTucDOa8xt4jLPEnd3C/ma9kKB/lHQcAVlUvdWNIWs7nC/8I7ECwO4qTkgmpo9GtUOfIBPuK6/7DlicUqacCo4q7mTObi06MfdhUfhV6HTRtHyDn2rdjsAD0q5BZqUHHtRcDJtLHYRhcfQVD4q03z/AA/NIq5eDEo+g4P6GumS129BTblrRYXjuZ4UR1KtvkA4PB6mpKR4VM2HHpUsMqx5YorP/CX5A/DvTLhVSaRAQ6qxUMO4B61A7Y24NXYLl7+0roH5ZMYPG1VGP0ru9H1G8v8Awbqt1ezvPK7lFLnoAo49uTXmqOc16V4fs5rn4f8AkwIrSzyOQG4B+b/61RUWhcHqcxCsciqAYASPL5BY7s5H/wBer6jgSIZSDmUBIwuQOCPxNb2neD9RCoGmiQYB2qvG7PXPHatdfAEEiqLq9kOGZsA+uPb2q7ozscOwjKhJTkAKhMk/VSck4Hp0pyxhzuBt0dgSNqFiGP3Tz7cV6Pb+BNEhwTBJMfVicVr22hadAQsNmqbQMcDt06fWk2gPInj3Q5WWQAgMowqAAcEdeRnmug0m0+26DqWl/Ox2+ZGWJOTjIwceoFegvpNp5gc26FgMAkdBQ9qiLhEVT2wKTY0eBkkE7hj1qBzyGU/hW94t0/8As3XbqIDCOfNT6Nz/ADzXNhjj6Ux3IEungkHAyOPqKsCC3lIeGcIT/C4xVCTkbqiDGmI9T8H6vY+G9JZdRl8t55C6kDIYdBXRH4i+H1/5eXP0Q14o97cS28VvJKWijOVU9qi3e9Ty31YXse2n4l6AOjTn6R0xvidoQ/guj9ErxXeQcinecafIhXZ7Ifihoo6QXR/4CKjb4o6N/wA+t3+Qrx8ynIpDJk0cqHdnqeo/EbSL2wnt/sdyfMQqMkDtXmhbIzVYMTWx4W0mDXtd/s25vpLVXhkaMxx7y7qhYL6AcHk+lNK2wrlCJ2Z/kHtXoVl4ss7WFLcwTbFULuGM/lXnmlhpGcknAA7+tW5TsOAfoe9KVNS3LhNx2O81TVYrrSpTYSiRnRguDg5x0+teZG5lznzXz65qae4ZUGxirlsnacYxVLNKFNQHUqOZP9pm/wCe0n/fVCzztn99J/30agpfpVmZP50//PeT/vo0faJ+nnyf99GoQT60gPOaAJhd3A/5byf99Gnte3MsflyXErpnO1nJGfpVWhiQuR1oAtZHl5704QTTK4iQvtPIHX8q2tb0PSrTw1b6tpeo3k4a6Nrm5gEa3BCbneIZztU4U7v7w9wOcaQhjQBoaWBFq1p9o/dosqli4xjBzXeLrmm28okfVoV/eb3VMuWX+7wOK8/sdTFuzpcxfaLeRCjRsc491z0NUdx7UrXeo72R6pL4/wBEhH7tLmY/7Me0fqazpviQmNttprEdvMm/oBXnuaASDkUWJOxm+IOrNnyobSL/ALZlj+pqlL401+bg6i8YPaJVX+QrnN5pNxzmmBpXGtalck+ff3Mn+9K3+NUmkLHLHJ9+aiLEmhRk0ATxkEHNM71r+EtP0vWPEcWm6tdTW0M52rNHLHGsZ7ljJxjGeOpOB3qrdaelpreoWEzXFubed4lSeMGQYYjDBTgH6Ej0oBFdFBXdnmvZfCUPl+GtOX1i3fmSf615LBpzXEwhtZ45ZW+7GcoSfQZ4/WvX9KuI7CxtLeX5RHbqXY9FAXmonqaR0OntY+mOlaCR/vD9BVWwdJYUkjO5HAZT6irwdUk5zyOwzSJ1JBGAKTbh1/EVHNeQwDdK6RL6yOEH61j3XjPw7af67WLQFTnbGxkP6CkgNx0GOlVZV61yl58VPD8IIgW7uD6rHtH5k1z938W1bIttL+hll/wFOzGS/EvTwba0v1X7jGFz7HkfqD+deYvgZ6Ct3xD471PW7FrWVYIoWdWKxJzx7mq/iTwnqPh7w/o+o3rTLPfGTzYGjIFvgIUDH+8ytnHbp1BxaWhLepzmB5ZquDRRQMM80tFFMQoJpaKKBAOTiiiigY9O9S6dq1zomqpqFps8+LcF3ruHzKVPH0Y0UUCZJpDECUdjtH86mu+lFFNDM2Q/NiodxoooAUHing8UUUAKOtKelFFIBtIxwhPXmiigDb1/xbJ4it7aGbSNMtTboscUlqkilI1BwgBcqByScDJPPrWI1FFAkJS5oopsYA806iikISlFFFAB3pVODRRQBf0vXn0fz0Om6dfxTMrmO+t/MCsucEEEEdTkZwe4NVrvUbrVdSudQvJTLdXMhlkfGMseTwOg9qKKAQscjBlYMQRyCD0r26GOM2XmPGsh8oAhuhGOlFFTIuJymq+P9Z06T7NZraQoowu2LJA/EmucuvGfiK+B87VrkA/wxtsH6YoooQmY8t1PO26aV5GPd2LH9aiZ29aKKoQhdivWmFjRRQIbJ/qs98irl/4m1fVNKt9Lvb2ae2tpXlQSSMxLMB1JPONvHpk+tFFAM//Z", "info": {"video_id": "122667", "label": "opening laptop", "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": "1d8178c4d1369c99f0ddd920220965656fa539937a773d5ff88a62ac3d26115c"} +{"episode": 21809, "episode_seed": 2930484785, "split": "train", "timestamp": "2025-10-13T03:02:16.500216", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2930484785, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tortoise toy 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', [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": "138006", "label": "spinning tortoise toy that quickly stops spinning", "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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APBb1rYxhBRWhkX9iAJo4Mdfl29h3xXKWfhmTXoBIZWS4EzRgKnD4xjnsec11l7eizZW2lgOSB1IqTQba6nWS7gg3L5zeWOg3Hq30A71cXoOTtqVrDw7/AGPeQMuq2jOsY2RTt5LPgHGGPy8/Xiqem6B4o1DxLIdXsk+ySOxm5RwgbpsYc9QO/Suku9KhlmKzTRTMSXQOAQo649sYrt/C0KQaAi7F3ODIcdeTx+QxXl5xmP1ShzxV5N2NsHRlKVnsjzLUfCcVhfNYy3Ehtj84Hcr6A9ee9aWo6Et3oUrRoItq+bHFGcj1JLdScflWx42nmNos0TIpUbeVBOAev8/zFYth41CxiK50hUToGtrjcGAHpgj9RV5fWli8JGpPR21/I3xOJ9hWXPr/AJFLwh9nkvhFK22WEtJAynBIYYYH1HQ1Lr0ZtoLeKRQZJZJF46FeAcj3I4P1qrGLC2X+3NKurjZDdpDJBPCAVDgkgEHniptQ1CO/ubxWljaG4jBtGI5Bj7A+5OcfWtfZyUXFuzt+ZriqtOpONaD5ovuuq3/z+ZnaP4TdZ0lueQOTkcCtbUo4oSY40CogAHGMk1vXU0dluZhuI6D1PYVhXKG5udr/ADBDvlI7k9vz4rsjHmkeZKVkS6Bp7eXJKQN7gpECO56f413F94WhuPCi2yqAsKDJ7ljyWz65rM03S7k3EAWP5IcsWyMGTvj6dK6+SQvCQx+91A9a+ezfMHh5NI78JRUkmeA6hbyWly9q65Kd/Ws1rOZiWVCcDJx2FegeKtKZdUSRAq+YcFmOAPrWbeR3WnKGQxBBCYztkzvDLgt79cfhXXhcR7ejGp3PQng5tpRehgaPA5nLScKv3au6/a5tmAHzKBIPcVNoVq1xfqi42xqZGz6Cr+opHczW6IMrgIfzrsoNc9jyM1pxptUm9bXNXxPpyRaZYYRV+x2sEUhJ5xsBGR6Ak1w19dXN1aJBGyRKp3EjB3enSuu8Z6wkmsS6erFRPKIZM8fIqjOPyri42DxoemVB/SrrTcW13dzryvBwrxU6n2UkbfhOB3S4Rn/uZC8dM8muqUGLzZpCT3C9gKxvBaIft27vs/rV7WL1UheFflGN0h9uwq4NyimcuMpRo15Rjsv8jnrqSa9vDMACM7eW6Vdt412sm4bQArSc8ZPXH4VTitJhEbgjAIIH9T+tSI8kTttG7IDYAznFc1aSnpF7Cw1BYum/Zy62NPVPKW3W4kEctzKgwDyMFcZ9iCKp6Betb6pFHEGLSsIioHXNS3Opw3GnWFpFEA8QkEzEDcScdPQYpmkxG41uCQjaEYMSRjkDgVk6MZR5Z7M7sNQ+qUpSk9WdJprma92Xt5hAcfv5dqHDHP5dP/1VF8RZrCTRrdLV4ZPNn+9EwYAoDnkf7wrR1LRLTX7u+hN5skmeKT5Fx8+07uO2eT9a5TxtDHa60LOORmjt4l4PZm5P6bfyFelRiubQ8DHT5KL8yl8PrcDxPNcFci2sp5MdM/LjH60zVo/7K1Taix8kMgzwU68Z9Kv+CgLez8RX7A4hs1TI6/M//wBaud1HUWv9TkZs7YyYYwQegGf5067cGpLz/E1yiksR+6l1a/ApT/aJ75riSUEM33SOAPSur0aGSztX0+CQm1MrMgxggH+HPoP61y+Mj613mmxYvncjCgdB0zXNSk5XuevmmHp0XH2fW/6Do4mjZdxJVVwFB6nvXJ6rcPeXjY5CHCjtXTateiBXgj4LA5YdlHX865mC0nlha9EZWEHliOM4JA/IVrKSiryPJc1FpN2uNQtG+w/fb7x9PTP861rgskcKpNhHQZjGOMgc+43A8f1rH+fzBlgOAc+tanmwLbWfkSBbhWZ3kI/1fPyrnv649a4nFylc7p5fVnU1en6Gj4XvmtLvIOfOxGQD3PT+ldDYXz3rGG7uLS2t+A+/5N3zZAyTjpjP1rm9CgU65atBk4lWVh6BQCOvHfFdpfeDrPULubTnuJIgLpZYRnOF2hipI69W/KrpUKanKpbV6G+YSvJRT0RznxHnsZdPsY7N4pQ8rSb4m3L8o2kZ+p/Sud8AwL/amp3DgFIrBwcnA+Yqv8s1e8fJFb+I5rKF2aK2RUG455I3N+pqLwqy2vh7xDevnaRBDx15Yn/CvVjG0T5b2nPiXbuY98G0rU2iCozKx4J+8OxH+e1ZMX2u3v11h5PNS3mVplC8hG4JH0FSXN+9/fSzy9SzImR0VcYrX0KJ3gvCm0jChlPcc1wc8rqL6H1f1WmsLKv1b+7U6+6voktYLeJg+4gsY+QfQZ9KqGUPE5zwpIJpNPtlaEuoBUEAfWqetyrbWXlqcFhkKPT1P1q7HnJmFd3X2vUGYnES8AevtW5ptzttoLdlZYfNy2xvbP54rn7aJGwXBJHbNbFgyIY3bc7btxwOI8tiufETcdEKqpezule5f1G8tmhUW2BOskiyNuLblz8vXsBxXV6TdufD8UltIElI8shzwGz1+nSuHu42DyK0axyAqTGGyOB1H1GK0tNDXOl3KZYxxRRyFATn73P0x1rhxOEeKjGEnommenhIzo4V1JLXodJLYtqEsVssizEHe2TyqgcEjoGLE/hXmHinTF0vxHdRQjy1BVwEONu5QSB7ZJr0PS9Vv7DUf7Ls9NgZ3iE5uTG2DuOc4XjGWP5e1cD4juxqOs3l2M7JZSUz2XoP0Ar2cNSUE1HRI+fzGq2k5bsu2kUp+HckzOxefUiS7HJ+WMAHP4/pWdDdw2GlP5hB8uQvjnJZu3866i1eG0+HunJcDEM/2iVzj/awD+lcGcSlpGRcknGB27Z96K01FtS8rHoZfh54iMIxe17/AOZ6NfSGW8ZsErEfl92NTwQRWCh55I41gZXkkkOF81jhAT6DOTWjp9hHb6bNe3S+YUHyA/xP2/XFXZfDS3mlww3cfnHebiXB+bf7fTpVKSimznnF9DdhjSCxg+zK08QGN8ZDcYzuz3/+vTZiwJkQ5B+8n9a5ux0S906fztFv51XaB5DrtPvkdD+lW7zXri1QQavZtFMP41Urn6j+o4rwsywP1pKpHU7sJilSfJNWKHiILNblwf3gB4JrhEgeVSi7XPJCnqDXW3dxZanbSvb3glOQSg4OP6VFZWSbAqIFAPJZep+tZYeDwlDksd2IzZYei5RjzPoYWmf6A06P/rZV2KB2B6/4fjW3BYxtNZ7Wy0k/A9AOtdOng6z1WwMhdYLhciKVR+hHcfrWPp2mXdnrUNtcoQYELAj7pAHUGvVwsHf2j6nzFWVbEYh4mr1SVuxlSQRy3l004wJJWIkxnBziuc1jTHsGMgjCpn5gOgJ7/Q9a6c3KpNIhcYYksuMgimNOl9B5EiZGNuT3Fd9enzq9j0sBi5Yad09OqMvwjIEhv2OBwuM/8Cq6LQXbhZuE/wBbM3oBVDRdCaDU5kh3CE43Lknc2Tj8K7m40xd9npyr87fvbhsfw9h+YrOmuSyZeNqqvUlUjszlrmBFtdkb7ZJE+4wxt9ADnnNY48xdgYMrKSpwMEGvQ9R8PwTTtdTJIuSFDwYO0AcblPWsgeFLsu0sWLgDOW7n6r2NcTpwg5cm/YywFSOApzcY76rtexzUhmlSKN0LLGmyM4AIHJxnv+NbegaTPeWssxhkMIVlLJ97OMYxUcaRQ6lDYzAmaUlUhx8xbHp2/wAK9DuIoNJtYbGJsP5RwB/Ex6n/AD7VFLmnHmmrWMoY2rjaSdVWafQ561hfRIZnuCFt4n84zEE/KvOcnnOc4+teZ6tqMmp6jcXkn3p3L49B2H4DFe6aXd2dn5Frdo8HyZDz4KkDgfN0rE8ZfDO01eCTUfDvlR3ak+ZboQI5T3x2Vv0PtXfhq0HfXUwzDDVpxTS03OB0CAnwDrUgwGuL23hGe+DuP86kayN/alZItsyjLRkYyP7w9xWhbabNbfDaCC5ieGZ9Vkd0dDuGxSuCPwqqb7yli8tmcocLnsPSu6SUqVkrsywbnSalexxt7C9pdeVIBnOQexHqK7qxmTypJWbAJ79xWXqtpBqltuliBKENilwb+7g06HiOAB5yvdz0X8K4IUnFs9rG4z6zGF1qr/oStbG9nbcR5bsSz44CDmormNFiBG6Etl1UjgL2PtXWT6f5dra6ai4kuGDykdkFWL3TIJP3wRJgihVjyVKjvgjvSrQjOnaSPLrUY1HaR5kMqgDDa6kodw/z71Yt0ijlhY2oZEwSjAgSjPOQDn8RXQ3nh4yT+bDK29jkJIwycdB6H04qNLN7G6tVu7WTDsUx0JOOMev0rjlKSmoxV0ejiM3qU6sKcYaPd/5E2iI7rK1vsSYIzB2PHOAoPrXR2V7Jpqz390JXMTs07bPvFR8oC84Jzjj0raazi0jThZIsW9kyykBiznoMdwM/pV3TL5bKVPttvJFGF5uQmY2P3e3T6HpWsJRpaTejOeNOc+a2rbbPAtTvpb+9nu5jmSZ2kY+5Oa3dMhP/AAr2cjG+51WMDPfYue/vXoXjD4cWPiK2k1Tw60Md5k7o0OIpyOuOyt79D+tcjJpk1n8PtHtrmJ4pze3EskbLypBK4Ir1qM4ykn0PGWGqU52e5ky2JvbU749kqrl0I6ejD6VX0KCSCW9ikBXaFPseuMVofbTGYzGWbHA3dQPSmMxe5DxjDupUgHscdv8APeuatS9/mase5RxUlRdHdOxrQkW2mHkYxuyOOtc1c2099ITn/po/so6Ctqa5+03DaciZKYEhHb2+tX10grcrYlvmfE07j+FR0X86hLcznfl0OYurW2hSFYQ5BIDNIMEtjnGPeooTJAUKRl2UjgH7xznFbmoaXdTWrzzEIuSVbYQPbBAxjoOf1rMtEaaRkOxQQN5kQEqe/X6VwSTpRbqP5ndl+Jp4XBv6zO6V/uuPgNxLLNc+UeDmVyOEycYx2ya7LwksOn/aZr1vL86No3RcDjYRjB68n88Vzlppk7sSvzAEI2eCw6gHFda/huc2kUd1GpuDuKklSqkgAAg9DgdR0/WnCfNJNbCxON9vKCpfA1e/5GqmrQ2Xhe9vZAgeG0Aj+XDKSu3aR2+bH514TcNxz2r2PxD4U1zVdCZbCSOQ7hLNAxw8hA4CnpgcnHcmvGb2OWCSSGWNo5UJVkcYKkdiO1epS0ifO45ylVSa0R1HiCznutD0DS45lhJ0sSndyMs+en0FcxNZT2jESFWBPBHsMY+vSu78S20a65Z2jlk+z6fbIHX+HAJ6VSu7GK8tWD480HDFTwRjhh70YqjGyd9T2spxjoS1Wmx6TcR+ZMtrBGHWzXzCu7AeTHygnt61Bbar/pMcN/B9imb+9naT3IYcfhx9a1bCwe0skWYgzSHzZyT1Y9Rn2GBW3NaW5tVgkiR0f5mVgGGOwz3rKJDi2rorGGzjWMusRUruOGwpA/iHp9aZdR291b/ZmEU9s6nEU4D56/xGsjXraLStENjZ28rpcN5siEswCllBCntxk49s1jWC39rambTZGurIoCLeZuUB5+U9u/HP0qZcvNe2pVOmpxs3Z/gVdR8FaWk7G1iOnynjZJ88R9xzx+YqhHB4h8PJvls2ubRScSRoZUUe+PnH5EV1kWvaZqrJEMwzBMbJPlYewbofzH0rorCG1hePyZChPzED+I+pA/pWUYSb11X4/wBfcZ1qXL3TOW0TxZ4duGjlu0lspFJBlB8yEkjuy/d/4EBXS6g1ncpFNaTQzRLazyrJE4YdFA5H1qlrmgaTqMzHULDy7nbte6tVKMc8dsEg5/2hWbo3g+08LafrdzY6ibqK5hWNQygNGecgkf7w7CtKbpJ8sd+3UwtXulNXXc42e2WVAMASAAA1SaNosJnBB5PvXRXdsFnWX+E/e57iuLtRLqvjC406bVJ7WPMhh8tN2WVCwX2HBOT6e9OjVlbkex6uLowlapHc7nw7BEjz3kzKBCoLA9M881oZvTC2oQWyTTTvlo3fbiPsB7//AF64fwBNfazJc2U87zRyGKVi38C8kj8ePyr1q2hjNwsZ2hRwATjb6c1XLZnHbm0MfSr+2ubvybgi3l7xTx4zz09CPf8AStWQ2EcscTrGJC+IgWIbIPQeoFXb7TrXVCbe4gWVPuKSOR6kEcj8K4vxOq3mspDLDMlsgMUMijmNgTgn2IXj8PWidmtVcUI+977t6G5dWwu1DIsc1xExeNnAWRT2wcVgapbalq0U3k3yW84XyUd8qc5BbkHgkjGR+VLbahf6HOsd4DeQrHvDjh1QnAbPQ9Mc8+9bOm6ppmpSIwdAZDt8tzsJJ7FTw34ZrLX7L+8t4e0XbVd0c7Frvi7wwnl6tZLe2I6tcJ5kePaVBkf8DX8a6rQfiB4ZMKxSL/ZRlYkCUgxM3fbIpK+nXFbltzEwtSwKH542G7cPTk8VzOq+EvD2rvKdQ06S0n27jNajB/EAZP4qfrVOVOLUpqz7/wDB/wAzlUcRFWg7rsyv4olE+n2c0RDxyz3E4YcggtgHP0rh7i0UuZlwAOqj19q7/XdOjsItO01CXhtbMRAsOozjJx/u1534pll0/R5DBIUl85QGU9qbqShVuj0aEIVMLyzWu423UmViTkY+YVueFNHFnb/a7ngD55GPOWPP8q4/Uokg0SLUNP1nUJA9z9nLTxLGs5VNzPEBztU4U7vUe4HqF3bSiytNKgPzTECTHXHBY/nxVzd9Tk5bFaNLi/t575JvIln4hkKbtiA8ce/9aZ9qvtNlD6tby+Ux4uIOVzjqR1X+VdAkSwyxxRKR5YAUDHTHvxSTSCecRxqAo+QLjH14oWgcl1e5kT6rZW5ilmKfZ7lgY5CgKtwCG9h71rQgTwBLWbD7t8e751cjoM+ma5vVE+3XqfZvIuLON2iMQ6EfKpI/2gQ3T6U0ifwuiXVtOFsxG0hSZsoBuClfUNkjGOvvUNq92i4whKC1tL8P+AXb+xuNdlvEkuPsv7ryBMqFsfMN3B6DgL+fNQRR+N/CSfuXOo2CjgIDcJj/AHSfMX8Cw9q1tI8TWst0q3du0N35mxlK7vmPHBHI/EfjXURSLcD/AEchHyWUKwCyex6g8elVG+rWqMa9Cad9U+5y+jfFHQ0C2+pWw0x2Y5aL54t3fOAGX/gSis3xNJ59lpc6fNHJHLcZHcO+QfyNdBqXh7T9ZMkWr6Mtw4XiWD5XXnHB9vYn6VneJbSGG9gtIx+6trNIlDc4GTjP5Ck5RcGoq34Dw3tI1oyqNPfU8/ntV3NMnAB+771Qe4+yAzjDOp+RfV+wp9q6XfjCTRr7U7q1tnmKpJFLHGsfuxk4xjPHUnAqPRdMurrxTdWk5uCtnOyLFcAB924gbgOM8ZOOKqM5SjaRviIQU24aHUeEdIWC3a7vG5XMkrt/E3WteykijlluJ5IxdXWZFjY/NsHQAdalvYSj2uj27Ao/zTMP7o65+p/QVLPpNrqrhJIlOwbVccOo9vapvd3ZHK2rIia2F0xeBgh24ZUOFcfTpx6Up8Lx3WZSixjGRLGdwznoV6j9ajt7PU7K7FtDci7sXYqxlwJYwB94Ho3Sli8STaXqEyywmWx3CNbiEZKEYznrnvx2rGpRpyVtr/d/X3A6LxEXTav5P9GX9F8PT6Xrssk11G9ltE2wNk5xgZBHHPPvgetVtQ1zT476H7YZIlMsmGClmDDALfKCQozjOOprdn8rWNJe8tHhadMrHKjbdxx0J9RnjOOR0FVofCljd2ccN9p4uEjziUEpKhOTlWBz1PqD6g03TjFJPbyMoxlShyx6dzS0ye9SwM2m3VprdsxLCSNwGHTA4OD344rN8f8AgbT9f09tTK/ZtQgUN5oH+sUY+Rx39Aeo+lYd74CvtNunu/D2rO064LI7mKdRjjMijDD/AH1NRWnjDxO2qWvh3XNOLJdzxxpdOgRsBgTkrlG4B6YrWjR5Phk2vvM6uJVRctWFmZnjOBz4ovZYtpMeyPGMnAQVzCyO0hcsQAMYzW78Q5prefULu2kdGN3tLKOnb+lcv4g0fWdC0PS766ublZr0yGWEpgQ4ClAxx94hs4/rmto1r3jI654eMYxlDtqfQ1tGJb4licqoYY9cZqRlH2l1AwN2MD60UVBX+RwVrqd1qnizxDFdPlLW6EMIGQFRcgDHT3+proVRbdjsA/1bE5745FFFZy3M4nmejg3HiSazmdpI1TzdzH5md5VBJPfGeB0HpXqGm2cdl4dtpoSwZIwcE5BOc5x689RiiipWkkbyk/ZLXqdDdgb4ICN0bcENz/n8ao+JQI/DlyUAUkpkjv8AMtFFby2Of7SPPr/5mAP8S5NeX3uoT6R4pur222+dFI23eMj5l2nj6MaKK56fxndW/hI7j4Mxqf7cc8tGsKKT6fN/hXrNnGsdjNOOXO4HPQ4oorpnucMPhZna5eT6d4X1S9tX2TwWjNG391iBz9ea5rwuPtWj2U0vzM0Kk+/FFFZy2HL4hniiJJPD7kj/AFJyuDjIDjAPqMnOPUCs/wAMhW1DSllUSvNcb5JH+8xLTntgfwL2oorJl05NbM9I8OkXNuLhlCEF4wi/dADEDGckce9W45GGpNEeQEDAnrzRRW9PYz3g7nK+KCT4gx28hFx+LV5n4xAOjO55Pmp/OiiuefxnbQ/g/I5jWfEj63FbRyaZp9s0CKkUlsjqUQfwAFyoXnJ45PNe8WqhtTuJCMtFAuz2z1/nRRXQ9kcEt2WIwFtpJQBv+bn6VQiABmYjO2Nj/n86KKRq9pFXTtGtNHu49NtVf7Oibl3tuYZJPU/WsjxdPIukGEEFWuAvIzjKE5Hvx+p9sFFQZmN4UvJo/FdhpqFVtUv8bdoJOQ7HJPOSTnPsK7DwV4gvdRvZo7rynJiLFwm0n5iMHHB/LNFFXHYzm3zRR1NrcSeTFPkbnl8sjHGM4/z2rlvEx/4qO6/65xr+G3/69FFVV+E3pr3k/I8ev9ZbTNZ1FGsLC9jmmDsl5DvAZRwQQQR1ORnB7g11Hw4uptU8QavfXjmS4kAldsAZY57dutFFZR+E0q/EdraoGvNRuD/rAdgPoBxiprWR0jEoPLnYcgcfLnI96KKEKGzJoYw1rcE5B8gjg4xkdvSsyxsok1Uxgv5dym50zwDu28enB/QUUUMU/jZkXE0+n+ZcWlxJDL9pmjJTChljchdwAwePWuw0HXLu6sJmcRqVTd8oIyc46ZwOvbFFFFLc6ZpOlFs6K8gWaz8xyxZSBkcEjjqRzVOxu5/7Tgs5H82NkaTdIAWBGMc/j9aKKwr+7Xhy6X38zkprmpTv0PLfHgD6PeE9Td5z/wADNeeX+valqFhBp13dzTW9vI8qCSRmJLY65PONvHpk+tFFbdToWyP/2Q==", "info": {"video_id": "138006", "label": "spinning tortoise toy that quickly stops spinning", "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": "fcfccf42c42aacc01aa17f21967210db38f00265c7da12886c02e531ebc86ceb"} +{"episode": 21810, "episode_seed": 731814326, "split": "train", "timestamp": "2025-10-13T03:02:18.376474", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 731814326, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissor towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "38857", "label": "moving scissor towards the camera", "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": "38857", "label": "moving scissor towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1ada43c5a9237de7b0bda142ff7c0582fc69d9cadd1cf88bd0dd74f641533c95"} +{"episode": 21811, "episode_seed": 3526956770, "split": "train", "timestamp": "2025-10-13T03:02:19.469546", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3526956770, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ruler with a coin 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, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "143491", "label": "lifting a ruler with a coin on it", "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": "143491", "label": "lifting a ruler with a coin on it", "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": "d422f035bb98e17cf3c42268035120dcc88fc11313fa3479ec96c191ad1977aa"} +{"episode": 21812, "episode_seed": 1764069317, "split": "train", "timestamp": "2025-10-13T03:02:19.851860", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1764069317, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping a plain key into a trash can'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "186115", "label": "dropping a plain key into a trash can", "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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IIAbAIxk5JzUOL5rkqx5l8UY44vE9npSTLI+l6bbWEsgP3pI1+b8s4/CuF8oiTb1Par19fPqV9NdXPzSys0jv3Zick/marwIXl4BJPAAraK0IZ2Phef8AsfTpJo8/aLj5UGOT2H+fevRbDwpOnge+vLo7rsnzvL6sg6Et7/yrkPDYh0O3TVL+WOGcLtjklGRbr3Kr/E/p6fWu/wD+FixSacIbPTLmz0d4tgvJwsKuDwWLNln79Bk10dLHM97mZqfiS5svhLpohldLoXhVHU8qIyWH6sPyryrxV4u1nxVPC+rXQm8hSI1VAqrnqcDucCtvxHqSDQIrBSyvb3c7bW9GVQD+hrg3OcmuaMdDq5mTW1xLC4aKZ4pF+66MVYfiKPtEoUxyMTg8E9arA4OR2q0VWWIHuBwaYGp4f1O40PXLHVLWR1kt5lkwhxuUEbl+hHFfS+r3mneObfRbrQvEdnazWF7HfbZfvEBSCpXII4Yg18qfaJyF3MWK8A56Vdi1GYECZVcAcFhyKiUbjR1XxX1xPEvjO4Nm6jTrBfs1qI8BSByzDHqxP4AVwDQ5j3gg+1XJb5WDAR5z3NVWCkALwT1q4qysJlvR7MXV/EjD5N2T9B1r1bSIrrxNrNrbwttsrRgXlbhARzj3PoK898O6fNeXSohaOIjEkgGcDvj3r1rQvF+m6C39n2di99dxIVtbG1i87yh1Z3PALnuc8dBW8NEc9TWRpwWp0D4q2cEWRBMduf7ysvX868j+IeqHVPFepXOfkediv0zgfpXouteLVv8AWNL1O6DRT2c6CWIyK7RITnLbOFHXjk8c14vq03m3smGyNx/nWLVpM0g/dRn78NmpNzxsJojz3xULdamtz8xU9CP0oLFBNw+M89qstp0kbMrg7gAenrRapKl/GsDFd55x3FautTTQTrJCTtI2nuPX/Gpb1KRiy2DIgOeT1HpULW2xwpYc+tXpdQXYu6JQ3cKMA1VkmSd8sgVQO1MRX8orJt6ntXeeFZ/7G0ySaMZuLn5UAHJ7CuKgQvKMAkngAda9M8NCHQ7ZNUv5Y4J1XbHJKMi3XuVX+Jz29PrWtNa3Mar0sdfYeFZ4/A17eXRzdk+d5ecsgPBLe/8AKl1PW5F+DdtASTI9wYv+AoSf6ir3/CxYZdPEdpplzZ6O8ewXlwFhVweCxZss/foMmvONe1NE8OrYKWV7e7mba3oyqAf0NTUV2mKnomjhrtv3rNnJJyaijIcGNunrRJ82TUS8NkdqRsiyJ5o4/IcnaOmaetr5gVgSQ3YU8xpPBu6nHBFNN1cFV3OzFeFOeg9KllE/9ksz7fujGcmqraeyl8nAU1pQ6tcKf9IVJUA4LKMr9KrTamkiuqw5z3PWjUNCgbY+SJAwPtWloNgt3qUCsMx7st7gdaosFKqE4Y/e9K6bwtp095dBIy0cJGJJQM4XuB71pBXZE3ZHpWkR3XifWrWCFttjZsN8rfdyOce59BXUW9udE+KFtBFlYZwV/wB4Mp5/OsrRvF2l6I/9mWVnLfXkSYt7Cyi87yh/E7ngFz3OeOgpNV8VRXWtaVqVyrRTWdwgniMqu0Sk5BbbwM88c9OaqrdpmNKyaPm4yszEk5J6mkPNN6Uq8mszYXOCCOoqyZPMRcdRUBQinxMUzg4PrSGOEjc+tN5Ygk9+aU/eJHU0HhQBjPekAjZZ8AZrQtLqHTMTbRJOPu56LWcWKDAHJp0USk+ZNyOw9apCZoyXN/rQM91MRbQd26KCe1RNfzXnlWwllNpbFjFG7kgE9SB2zVWa5eZQhJWIdEHSrFlFswT25NVcmxteMke3ks1L7vNiWXI77kU/1Ncruz16V03imQ3Ol6Jck5LRSRn2KNjH5ba5fvikxxeg4dM1Nby7Gx2qJUJBo2kEVJRMxKnjpmh2Y4BPFOLF0wTx2HpTR97J6YoAQfLGemSakt4g77pG2oOp9aiPqRxSZeU7RwKaBm03iG4hjW00wGJemV6nPWofPuNBmEqXEiah1UxOQY8jrkfWqiSraD9yP3n9/uKhVTLNuYljnJJOcmquRY6vwrA8tpqR38pCszAn7x3gf+zVx7SMzsWOSTXaeFXK6j9kBwLqKSM+52EgfmBXDnuaTCI48kevejO0gjqKaqknipDGaRZ2XhXTUu9I1PVJMYtQkcfuzHP8h+tZWo3CtayI7/vvM3Afzq5puuRaX4KnsImzeXdz5nH8CgAZP61zshZ3Zics1RbW476EIUswye9OOXfA/SlPCgDrSbigIA5NUI0rK6g0v98VEk4+7notPkudQ1wG4upittB3booJ7VmRRKT5kxz6L60+a6eZRHkrEOiDp9atPQhrW5bOoTXpit/NlNpbEmKN3JAJ6kDsTW54yWS2e0UvuEsSykjvlFP9TWDYRbMEjocmtnxRIbnSdDuWOWaKSI+xRsfy20C6nOBy3XpQBxmmdeKmSMkEiky0S2kxiYqenanOSD0+Umq+0q2cVaLmSPBPy9h2FSURSMzEAnikA2RHpknpTwBv3noBxmm4ycnoKAJrSBXffM22MdT61sP4ouYYkstIUxLgrlerZ61gt5k7bV4WrSTpYri2H77/AJ6dx9K0i7ESVy409x4clDrcSLqf3gYnI8vI65HU8mug8H28kljqRL8pEkzZP3jvwf8A0KuLjQz3AdmLHOSWOcmu58IyFNR+xA4F1FJGfrtJX9VFG5D0PMu9SRoCeuKXZT1j496gskEcinOVI75o8sGbauSACeKem7bjsa2PDug3uv6h9isFUysjEs5wEUdSf896T0KWpgrkNkdaUJg/Lz71fk06eBpo/L+dCVdOpGDUflCMlVO8cYbFAin5fNK68Vb8g80C2JPSqSFcgjQEcryK07S0eSRYYxlm4JPYetT6fpclzOgCHbnJwK6LSdEivvE82mnUpbKJ0kaMwLueRghYJnsMA5P9aexLd9jM8Zvp3/CO6Ba2MLxyW5uBMZPvOSUO4j8x+FcUFzxWnf7nigdpMlsnbnJHTqapKhzSeo46IckJI+VqkMeEO8jcOmKRFKkYqbaXYZ70rFFcpsjTj7wzS4yoz2HAro9S8L6jZ6Rp2p3MapbXQxFzyoHQke/Wsh7R0YmX5WVRtAGQ49jSTuNlJk+UZH4UqpgelXDFv5C4pDbk9qpIm5TRfnyRxV2CAM2QMAVJDaMxxtJrdXSDBosk7DE25WXdwCPT+VOwmzU8FLY2es22oapA8kQJWNR90Egjc30zx9K81ZcOfrXpGtaRZw6HbahZ6ze3Cm5+zbrqMRxy4Tc7wqOdqnCncO456gedlDmhu4oqwkaAnrVgROvOVx71GqGp13bMdqmxY3ygZ8LkqATxUak784HSug8OaBe+INQ+xWCL5rRsSznARR1J/wA96oSabcW7TRmP50JSROrDBpX1sMzwnPHPvSBBnpV0RCMlFO8YGGAx2pPIxnimkJspuhxipYoxgfLkipxbMT0rU03SnubhFCNtzk4FOxLZDZWrySLCgyW4JPYetbHjJ9OPh3QLSxheOS3Nwsxk+85JQ7j+o/CtLRtJsbjxW+m3eoT2NvM2EmgmjjK55+Zn4wBngck1y+v2T2WpXFrJ5ytDPJH5c+PMQA4G/HG71xxVX6Epa3MNVzxVyOEsPkYcVGsXzVOiMpGKVi7jjFiNt5XcPu461G0WyGPIPzAmrQUySjcOSK6LVPCWo2mj6bqlyiJa3S7YsHlQOhYe/b2qdilqcoF3KAeMDgdzSGI45H4VpSWMsbEzcMqjZgZDj2I9KDCZeQhGKdhNmcseASOKRE/eEkce9aLWpPAqSCxZmxsz7VVibkVrbhm3YwB1rvPA8djZ6za6hqkLumSsQH3VJBG5vpnj6VkNo5tvD8lww2zCRWG7oR0I9+oqz4g8Oapo2k6Td397cGW7L+YkikJbgBSq9MbiGzjt+dO6RDvI5BtHt1bAeX8x/hVu00W2dsF5f/Hf8KKKgs27PwrYTH5pJ/wK/wDxNdf4Y8LWdhK1zBPcrKjBlbcvGO33elFFTPYuO5qSfDbRbu5+1vPerO0hJZHQZ4/3at3Xwo8OXAiy14m1ABskUcf980UUo7Iur8RLb/B/wyY5Nz37EjgmVePp8tPh+D3hrdzLqB+sq/8AxNFFUtzJm9p3w10HTJBJbm63D+9Ip/8AZa8u1vTLbQ/Hd/d2SlZIZ32BuV+ZNp4+jGiimyVucbqug2ccUITzF2gjgjnp7VnRaPbnHzyfmP8ACiihDNa28PWkpUM8v4bf8K3LbwZpsjx5luRkjoV/+Joooew0d0fCVhqOnxafcTXJtUfesYZeCcA4+X2p1h8MdBjimQyXjrtYDe6naCecfL7CiisodTafwoanwh8OZOJtQHPQSr/8TVyX4QeGd67Wvl4GQJV5/wDHaKK06mJbtfhF4aT5t18T7yr/APE1W8feENKs/BhWNZT5c8e0swyMnHYUUU+hNtTz/V5rXW4oI5tLsoDBGscT24dSiKDhACxAHOeByea4R9Gt1k2h5MfUf4UUUkUy3a6JbOcF5f8Ax3/Ctqy8KWEw+aSf8Cv/AMTRRTBHYeF/C1np8pubee5WVGDK2V4x2+70rTl+G+jXV0Lt571Z2kyzK6jPGf7tFFZr4jaPwMt3Xwq8O3HlZN2m1Ao2SKOP++aWD4Q+Giku575vl4JlXj6fLRRVdDHqLB8IfDZbmW/PP/PVf/ia6HTfhtoOmSiS3N1uH95wf/ZaKKpEtHmOu2tjovirWbddOtLu3kuQxiu4g4VlGQRjBHU5GcHuDXO6rpkWqXct9dSStcTuZJHBA3Mfw4/CiihbjexTg8PWhI+eb8x/hW3beFrGUgNJP+BX/wCJooqgNe38FaY8qHzbkcgcFRnn/drun8KWF/p0enTyXBtEfesYZcAnA9Paiisp7m9H4hlh8N9ChSaPN06lWUb3U7QTzj5fYVGnwo8O5OHvQPQSr/8AE0UVZky3L8J/DRcFfticDIWUc/8AjtWbb4V+HIiWH2sn3lH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", "info": {"video_id": "186115", "label": "dropping a plain key into a trash can", "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": "3c688ef155ac3c2f545e367a5e787fbe72a240df0b63d93b05a8480eb2b9dad5"} +{"episode": 21813, "episode_seed": 3884895032, "split": "train", "timestamp": "2025-10-13T03:02:20.984930", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3884895032, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 insulation tape so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "159015", "label": "poking insulation tape so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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28VsgjUYAHYU5iO1SHgdqa23nNe1Y5mytK2BXlfxTcGTS/wDtr/7LXqdxtC8Vwvijwrd+KtS0+O3kjhgg3meZzwgO3GB3PBoaN8PNRqKTPOdD0q71u+jsbCEyzyH6BR3YnsK9h0/4O+H7eJDezXV1ckZkZZNiZ9gBnH41v+G9C0zwxp32bT4hubBlnfl5D7n09ulaxumyeeKUYpbl18VOb9zRGbpfhDw9okokstOjEw6SyEuw+hPSofE94G0yeEnkrx9R0q3PdEKTk1xmrXb3dyUBOxT+dTNJxa7mUOaU7tieGbxpLV03MrI2MZxitW5DHcST83X3pNA0uNsMyckduM11i6RZhQzQ7yB/ExI/Kvnp5PVc+aElY3nWipM46w0R9TnV3GLaNwST/GR0Ars4IY4Y9g6CpfLCYCqAB0A7UdDyBXu4egqMFBHPUqObIjjFUrpwAavOFwc1l3hVc4Nb2M7nF6RCsEeQuM1uRvkjNYltKAoArQilBpjuaSuc9vWlLEAc1Ajjb1p+4HigQ/8AE0p5BPrTdw9KC3tTENPfkimleKcXwajMmAeaQNjJR71lXbkKTnnFXp5euK4QXF1qnjG60t9XubWE+Z5IjQNllQsF9hweT6e9A76HT6Nc+XJcHPJ29fxqxe6lsU/N+VefeE9YuZhdtczvJwhXcenWtWS8M0vJ4pSZpThd3Zt207XM+Tkj0rqrCMBV4O2uV0Rd77vSuxtMKB7CpRVRroaCNtAwKkDnA6dKgVlx1NSBhjHNWY2Asx4wDTevXvS7hnpTTJgDNAETkjI7VBJJhcGnyy9ea5bxjqNxZaC81pM8UvmIoZTg4J5FIZdvZOD61LHfKFwCMivPtbvZodEi1Gy13UZg1z9nzcRqizkLuZ48c7VOFO71HuBbXWcL979aLlJXO3bUOOG/KsbUdR3/ACBiRmsNdZDD73NJDKZZMknmokzaFO25taaokuF4OMV21iu1Bx2rktEUNOxPauztwqRjnmiJFV6lrccHAHSmlie3Sk3L70Fxz61ZiNIqvI5HFTtKFXnrVGabrQCIriX5SPb1rMhu0S6aHeBJIMqhbG7HX+dcqdUmu/HFzpd1q95a2rzbI3iljRY+hJYuMYxnjqTgVwPijUtSttcMctzdiWzmkRPOIEiYPfbxngZxxTW5cYpux9ArfLGgQEDaKY2ocfeH4V5P4c8cS6jAYLw5uYxneON49frW8uugnFS3YtUWdPqOp7LdyGOTwKwoDvYE7iDk1Sa9a6ccnArQtB8w9Khu5qoqKO10VNsS/L2re38HAFZWloEgXmtHcMd6tHNLcUtnnGKYxIHXmgyAZx1qKWYAH6UySGaU1k3k4IPP61l+N9TubHw+89pO8MwlRd6dcE81xOvP4l0bRtOvLvU70S3ZfzIiuBDjaVBOPvENnH/16RRo2kjHHNasLt60UVZKLkbsR1qYO3HNFFIroPDtxzQXbHWiimSyGR29aiMjbSc0UUkDKc0jYY5rzHU9TuNK8V3N9bbPOilbbvXI+Zdp4+jGiigaM/Q5Gi89VPGFH866K2ck9aKKTOin8J1uhMfLz711sDHaPpRRSRlLctKxz1qTe3rRRVEkbyN1zTHkbaOaKKQFSWRvWuR8bux8PPn/AJ6p/OiigDhdd8RvrUEEUmm2FuYUVI3t0dSqDOEALEAc54HJ5qBJXJwWNFFNbGtIvW7Hjmtm2cgg0UVnI3R1/h88sfcV1cbtgc0UVSOae5J5jY61G8rg9aKKbM0RSSNt61RnkbnntRRQhnlWr6y+m+INURrGxvI5Z9xS7h3gMo4IIII68jOD3Bri/EN9cahete3UnmXE7tJI+MZJ/lRRVR3AXw4xXUSQefKP8xXZQyMSOaKKme5109jVtXOa6CzY7098UUVA5neWbEQDB6CrfmNjrRRVnG9yB5XB4NVp5XA60UUgOM8eyN/wjknP/LeP+ZrzW/13Ur7T4bC5u5ZYIHaRd8jMSWx1yecY49Mn1oopjZ//2Q==", 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"info": {"video_id": "159015", "label": "poking insulation tape so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "713aa4921357b5ee45e0beab61d330fab1f6b2d577d8f8a67d5f45fe6ad6045e"} +{"episode": 21814, "episode_seed": 3628071926, "split": "train", "timestamp": "2025-10-13T03:02:25.083587", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3628071926, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 brandy bottle 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', [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": "120861", "label": "spinning brandy bottle that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "120861", "label": "spinning brandy bottle that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4ebabe224e8e5eddc645401ec9d16ce1ba3c3c683ebebc04bebd735e019a43ba"} +{"episode": 21815, "episode_seed": 456667912, "split": "train", "timestamp": "2025-10-13T03:02:26.860216", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 456667912, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 figurine 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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", 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", 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"info": {"video_id": "215409", "label": "pushing figurine 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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", 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"info": {"video_id": "215409", "label": "pushing figurine 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": "67ff5e197a4b1445d2804a1ca776ec95a4e00f6b2413b54abe2e918586cb72a3"} +{"episode": 21816, "episode_seed": 2085478848, "split": "train", "timestamp": "2025-10-13T03:02:28.918895", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2085478848, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 trash into the garbage'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "168037", "label": "putting trash into the garbage", "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": "168037", "label": "putting trash into the garbage", "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": "b18caa91056f25ac382fbd954889952728397ebfadb232a8f0c887375b70788a"} +{"episode": 21817, "episode_seed": 1895644608, "split": "train", "timestamp": "2025-10-13T03:02:30.086920", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1895644608, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 broken headset onto 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', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "85943", "label": "pushing broken headset onto book", "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": "85943", "label": "pushing broken headset onto book", "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": "9eaedaf902653768ccfd2f65bda45d91bd6eaee5eafc6177215728f280732b73"} +{"episode": 21818, "episode_seed": 2263144844, "split": "train", "timestamp": "2025-10-13T03:02:31.738929", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2263144844, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water bottle from behind of gatorade 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', [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": "201732", "label": "pulling water bottle from behind of gatorade bottle", "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": "201732", "label": "pulling water bottle from behind of gatorade bottle", "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": "e6405fe0434844b22a66179c6fac936d9134f2efda53dd075c0601e750d9528f"} +{"episode": 21819, "episode_seed": 482586323, "split": "train", "timestamp": "2025-10-13T03:02:35.629830", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 482586323, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coffee mug out of card board 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', [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": "124489", "label": "pulling coffee mug out of card board box", "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": "124489", "label": "pulling coffee mug out of card board box", "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": "c52f444eb9368235dcd3fda1d5f846d356c9131c120bc406b827462d4eb30ac9"} +{"episode": 21820, "episode_seed": 1188859346, "split": "train", "timestamp": "2025-10-13T03:02:38.518219", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1188859346, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 out of 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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", "info": {"video_id": "208733", "label": "pouring water out of 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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30y+naJMv2rcinkYcntRRWY0ea61q7ad4m1VDZWV3HLPuKXUO8BlHBBBBHXpnB7g11nw0vLi+utdvLiQvPM0cjtjGSd1FFdlT+EZR+M0fEo89D5nzVzOmfL56jgZB/nRRW+Vf7wjjzb/dZizOfMxXl/jG3SfxNcF88BB/46KKK+kzL+EfLZF/vD9CDTNMt47lJRu3KcjkV0sRNFFfJYh3Z9rT2L1tNIkqsrYINdzpd7O0a5ftRRXMWiHxnK7+GHyf+W0f864O61rUL6whsLm6llggdpF3yMxJbHXJ5xjj0yfWiiuuh8LM57n/2Q==", "info": {"video_id": "208733", "label": "pouring water out of 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": "d062bfa7ae8877eedcb84eecc7b0b613f305f8abe6527aa64194b361f6f89c17"} +{"episode": 21821, "episode_seed": 3076990841, "split": "train", "timestamp": "2025-10-13T03:02:41.584015", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3076990841, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cookies up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "199856", "label": "piling cookies up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "199856", "label": "piling cookies up", "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": "098568fbf05c97bb22120fe0a078f58911e862f5cb660e0e1061350c7852a62e"} +{"episode": 21822, "episode_seed": 1000597533, "split": "train", "timestamp": "2025-10-13T03:02:44.974032", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1000597533, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper out of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "11292", "label": "taking paper out of box", "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": "11292", "label": "taking paper out of box", "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": "ee5159d526979e48c9e3aa7aefb2129e73765232bedb09fb75058474f9d2fe1d"} +{"episode": 21823, "episode_seed": 1527856282, "split": "train", "timestamp": "2025-10-13T03:02:46.367547", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1527856282, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a lighting pole so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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SQOB5iDAPAIOPoaeGI06UcE8Lz35pfENyz+KtQ3sWZXUEn2UVGJR9glO3dyv86ad43CquVtI9D+HySS6BbSmZxsDQmJlGGwflbP0Fdn5Tgcj865LwdutdIs4PM/dvF5m1v4WLE8H0IPT2rs45E2DLAketSNajQu1CeRx0NeJh92V969ukkRkJDDoa8PjBzz3reh1POzD7K9f0LUfjSHSfK0nUjLHbFS0cysSik5+8vb61yCalZrpcVukZnmeKSAS9BjOfxzU/ifUJra/sbON4Iorlf3jyJnGGx1/zisWwG+1t5wflM7pn2xn/ABolJvRnVRilFNdkckXZW2gsBxxXZeH/AIc+Ite099Yiiht7NFaRZJnx5gXk7QMk9OvSuTlt/Lv5kYkBXbBA9DXsvgPxW8Hg1LCW7ykcMiKjAcA7uAeuOaySuzRtLc47w7qMnmDTyg8vDOPXnBroq5Hw2w/tpx0/dH+ldTcFjbSeXyw64qgOx8EAHxDa7ugJP/jpr1CWyt7gYwA1eV+CHlGpWs0UTSyKpJVSM4xgnn616xuOeP0FTNXZUXYzRp72k4kQOqdC0fpXD/EWZWfTVEhfb5uQWyR92vTkZvqK83+KoVJ9IYKAT5uSB1+7RSX7xGOMf7iX9dTiEHGe3Suc8Z3t1bfYoIJCkNxuEgAHOD6/Q1vrJ8tYXjSMSabZXJ/5ZT7T9CD/AIV01Y+6edgp2qWKM9t5rXMcRwXVJE9MlQf6GuXht2h1EowOcN7Y4rqNNlWW8tWJwjIi4x6HH8jVjXdIgjulKA+cuW+Udvf9awtdXPVbSdi3oUjHQYNuCysy/rWisI+0icHDAYPvWR4acf2cyf3ZD/IVtK+05NJDLV3GjSWlxk74xIFHY5x1/AH866n4aq8kd5CJnjFtcbgAg2yKc5X8OPeuZlIe3hypO3ceK6zwGXtrR51coLi5KuhHykBQAR6EY6981le82iYv3mj0UI+OASKVUB9QRRBIuDlv1qRpIyMbgKo1sfP6nAxVTxLALrwzcKSMxMknPs2D/OraDINR6jF52h38R/jgfH1Az/SvQqaxPn8M3GqjkZE+y2tn8zsXt1Y7z0IYjg+ldhbWUN5otjezFyqxEeWDgFweOa4y2tbiWyiuJt3lbSsZPUhQP05rq9Lm3aVHGGJSNmABPvmuNysme443sR3GkKdLvrgvtZIi5UDhu/HtVn4TwC48QXJJIWGMPn35UfzrWvQdU8Iyl7bZcJbsqEdWC9DjvnFXvhRpCQeE9S1edSryylB/uxjp/wB9E/lWVST5LGtCC5zA1acza9fSZ5adsfgcf0rrvCEqRiVJSdrgKSPr/wDWrgml865eT+8xb8zmuitLiS1s4JVU+WZdpIHfFa20sZt+9c9ktLhXj++SQOvrVktgDLHn3ritG1MuiksQPUHmultroHIZvoe1Q9CrnDfFYYbSOOom/wDZa89U4wa9B+KL+YdKGenm/wDstcAACMdq66T9xHj4tXrO39aGL4lZUudLnYfLllZh1ABB/wAapeH38nWrSXkRhwM47HIrZ1K1Gq/Z7ZJApRyzH0XGD/SsmVBZagsMfCxSbevYHI/Q1jL4ro9ChrTSZ2LxLqeoxWqMI0LEqW/vYyTj1NVfhbpD3XjLUHdiPssLqcf3mbb/AENdd4U8GtqEkOo6iGS3DB4oskNJ6E+g/nXbW2gaboxmk06yht5JfmleNcM/1Pfqa5ak7pndSpWaZ4rrZx4m1Ag5xMy5PfHH9KUxG6tFgUEl5FG0HGeDxVO9mMurXUhPLTuT/wB9GtbS1kaSMIwX5vmJ/u4Oa1+xY56rvdnZeHtU8i3itmPMaKpB7YFdtbXySRKGI46jvXkeyXTtSb5g0Ehyjeox0+tdrpl7+5XccqRwTQ1oOLOv37s4xtxxXi6yfzr1WC8BiAPPy8EV5KDyfrW+HW55uZP4fn+hg+O4I5Y9MnlJEYkMbEdgcEn9KoAJatLbwkNGlyrptPylSvBH4Gtnxckc3h9Gc48udcH6gisG/Kw3jLEEVfLi4XkAhQCKU1Z2OnDPmppj9a0MMkUts/7+ZPmTd97/AD/Sr3hm08q1ELsFkUHvnPWt22S3/se1uiiG6khChiN2zBIJx61bsNJtYZM3e+CUYxlgCQRx160oyUZ6jqRlOFkcNoJ265uxn5XH6V2CqFJI6k81xmlOsWuJ2A3/AMjXZZPfrUmx13gmQQav5mxmUIc7e2cDOO4r1iM7lycD3FeQeDpES9kM2SrJjjjuK9RtblZIuGJPrmpkVE0CMDivLPi5crHcaHGVcs5mAIHA+51r0vdggbic+9edfFKHMukMckDzef8AvmnT+NGOJt7J3OCDdTVTXAsnh653Lu2FHA+jAf1q6AAPrUN4FbT54eMyIVAPcnp+tdc/hPKw6aqpo423ISaNoWyiEHI+g4r0bV3ieBxFjfJFtZh6YzjP41xFxp8mkRJA8m6VlDkjoM5BA/IV1mnW1xqsUEMKFiyKGbsox1Ncjk0rI9mybucv4XOUuBuyAwO36/8A6q384IrnfDw8nUb2H+6cfkSK6HPzU0MXUpmMFpbo7KZnwdvccZFdd4Yun0mFLSUBWV3+XOcDPH6CuSeCVr/S5IjhvNKBj0BPP9K17+3ltLqK6icNC3DNn7rEn9KxS99kRdpM9WsNQWRPvAZ6Zq/5ocfJ+Oa4PRL4tGCpyB1B6V0kF4MHHK8ZHpVNGqZ5HkA89KrzyzyEJDCzRuMFiODn0p0KzNGJJyFcYOzHBPv/AIVYW7Z0WKNVZs8uRx+Fdc53R5tGgou7KXiGERWkCIiqI32gY7FTU/gfTBqyurjMEZywzgk4p2sr9p00scCQMpO3n+If411Xw20K+0p76O6VVj+QAdckjcP0Iz9a55NJXZ6EE5OyO10jQ4ox50kYVyAFQDhRj+dVPFTLpXha/wDs6LGpRiFUYyW6n68108KEIM1heMtPOp+Hrm1XIdgApBxznj8M4rmvd3Z2R91cqPC4Gy4HpXUQ3j2ejHEQkV8jaRxmuXSKSC7eGZCkiMUdT1BHaulgjlms1gXbiRCU3ED5h9fwrplscEjT8O35JCMCGbHDDmu0tZscEkA1wNlAYkWVy0crKGAYdCeoz7cU2wv76+8V3GmNrFzaJ+88oRKGyypuC+w460m7lmp8R7iJf7K3sQT5gXAJyfl6ntXDK4fBLFEPRv73+fWp5NWu9UtwmoTyXIXDJ5h+56/0qHzPN+SNmGBwe1awk1Gxzzpp1OYsW9na21ydrguyngtkgmr/AIR8MQ614ynlvUDWtmqzMnaRjwoPtwSfpWekBhA4y55O7nFd/wDDiPemo3BXBkdFzjrgH/GsakrLQ6qMby1O9gjG3OB7UTDCEnpU0QwgFV75wsJrmOxPU+c9Rga1129t26x3Dr/48a2dMmEG1mRmQ5VmH8AI6n2qt4tQJ4wvcf8ALRlk/MCtjw3afa4LuLGQ0e3Ppmulv3LnDUWrRkXqyi/XM5CoMoCOMfSup0O7LRhHO1h0BrKhsBNHDcSxNG8UhU7uQ428gj0z0981V1a7ls7BmtpDHLC6oHTgnk+vrRF6CirI9GgmITn8K85A6+uat6hfTw6JDqFjr2pTA3H2bNxGqLOQmWeMddqnCnd6j3Aphyv8JY+g6mt6Dtc4cdBycUvMpeIYTN4duIlUs2UYKBknDCsE6S9hbwtcHMjozlCfu4I49+DXUpb3cl/F5m1Yi+QM5yKpeJNxSE7uVLr9QV/+tSm7u50YeDhDlCxkVtMjA4A3AD05rqJ4bnVfD8cd2ix3QjB3AZIx/kVn+AtLTULR7mVFeOJvlVhkZ65NdWrTX0jSWyrHHvIaU8suOOB68d+lZtb3N99DxPTSV12NWP8AGwz+Brs26iuPRPL8TlR/DcOvP1Irrt2ePyqkJmlp9w9sVdVYjcASO3FegaPqRdF3NxjqDXnsV09nYTskYcuNuMVt+Hr5ivlsCHOMg9al6gmelW10MbWbBzwTXE/Ey/hjOmpMzBXWXbhSwz8vPHpWNbarcXHjOfS7nV7y0tnm2xtFLGixcAkkuMYxnjqTWVf6rd/2pPaalJdT/Z5XjjW4270wehxxk4GccVKTvoE7cruZwnR9vltkHnPYD1NP+w28gjuJZyTkDk4B+lNVoYF2ICuTggc1JHbtjzZCWA4A7fgK3lK+5zUqahsZfiyPa8UqjIIO0j2IP9a7XwosEXhHz45E88A5z/CR0z+QqhpWmJq2p28VwiNbwZaRTnBU8bf8+lR6vpdlpfmWBuZElP7tlQH5hnIbjtg4/Ks0dJxdmjW/ie+icYcO4I991bgPz1j3CPH4wuNxG5mJOO+VzWpG5aXBGPrQhs1oJzBLakQyS/PuIQZ4HU1DrW9pItk58l24APBJ6fWtzwzAbiSTjKrHk57fNj+tVn0vzUvbV4ihgBKyA8ghvlKj6HkdxWO02RyvmuSaDdNE4jdsr/e7HFdnbynAI5GK871+d9P04i3cJIZFIaMYx2PX1xmp9TXxJoOh6XdXOo3iSXZkLwlcCDAUqCcfeIbOO31zVt3NNjLeaRdmG/ixV9IlW3dgMNwM0UVtIwQ+0ijk1a2gdA0RblSODXrungYXgUUVhU+A6qPxGwh+TNUb7lMHpkfzoorA6FueHeJwF8caoAOBPnH4Cum0y2il0W0ndA0kUrbSfcUUVvL4UckviZTvmKNb7T06Z57AVy09/Ppnie4vrfb50UzBdwyOV2nj6E0UU1sN7lAj5EXJxkCtSxVWZAQODiiitF8Ji/iH3ufNByea774ZsW0+8BPCzgD/AL5BoorGrsdFD4j0QfdFZ+qnFsaKKwOpbnh3jD/kaj7xJ/Wtzwi5S01DAB/dA8j0bNFFdD/hnLL+IzT1NVW8vVVQAMMMDodvP8v1NcPrpH2S5wo/1q8UUUobCkR6l4jfW4YI5dNsLcwoqRvbo6lUGcKAWIA5zwOTzV6JSLNJwzeY2cn29KKK2p9Tnq7onnupkkjRWwqqGwB1NVvEEay2kGRjMi9PcGiihjgXvh/fzwW81qhHlMm8gjuCBXXaFdPc6WjuFUkBjtGOT1ooqZ7Gsdzxe7+TxVcY7Xb/AMzXUjoKKKpCZoJzZMvrzV3Tl2I8qk71fGfXNFFT1ZMeplXurtp+sagGsrK8SaYMyXUO8BlGQRggjqcjOD3Bqk13NqN9PeXT755mMjtjGSaKKIfEKp8I+yUbRnneu4k+tal0NtquOMDNFFVIUS/4TJGpTLk48nOPfI/xql8Sv3GqaRcR5EjRlWP94BxjP50UUlsaHKax/wAjcjZJLCJiT6lRWkqgSAjr0oooiDOu8Iysl9JEANr2jA5Hv/8AWrTvMHUrRtq/vbXDjHBxgg/qaKKwf8QpfCcR4uOLX33jn6MayJde1K/sLfT7q7lmggkaRfMkZiS2M5JPOMcemT60UVp0B7n/2Q==", 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", "info": {"video_id": "117679", "label": "poking a lighting pole so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "117679", "label": "poking a lighting pole so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2f3be44114f5204045e83e5ec15ad23aa71a43174d544cd1c092b5fdb0498edb"} +{"episode": 21824, "episode_seed": 3815857565, "split": "train", "timestamp": "2025-10-13T03:02:50.202398", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3815857565, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fidget spinner so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "42058", "label": "spinning fidget spinner so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "42058", "label": "spinning fidget spinner so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b385a7de1eba139f04fdefbf8031ec4935bfe5339baeec8b916f9af276ef2deb"} +{"episode": 21825, "episode_seed": 106103646, "split": "train", "timestamp": "2025-10-13T03:02:51.924765", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 106103646, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing cup onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "101896", "label": "throwing cup onto 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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IIGD1rynxN8KIbu7N1o1wlqHfMkEoJRfdccj6U+a5J44RWr4bieXxFYhFJ2yhz7Ack12bfCswHM+qbh3EcOD+ZNaVhoFloxc2sZDNgMzNuJxUsTZ1PxDtPtELQz4ljdd9vOOSCPf+dYPhTWtF8Pxx3UGiXV3fKMNNPOvyepQAf0z71uanOkM1zo9zIJbGbD202chM8qwPp2rjLVDb3U8EgOUY5x2qqmrub01pY9J0jxdY67d+Qsckcr5K78ENSPJJb3TyQuUYMcEfWsnwVp2nLdTXW5zdICVUn5Qvcj3rXYiRskds1wVbntYZxu0tjWtPECzAR3eEfs/Y/X0qxcYIyDkGuVmTB4qOHU7izO0HfH3Vv6UQrtaSJr5bGa56Wj7GzOcHFSII/IzHIocL9xmxk/j3z3qhFfRXYyhw3dT1qKUkV0qV9UePKMqcuWS1LV1csBLkYMzZb5wdvAGBj6Vzr2sYmZwoGSce1X3YnvVZxzVXM5SudD4KsIDJqchU7pVhVsHGQpYj+ddNeaXZXkFw5tVMsiEbwMN07Gud8GllmuW83auUUptzuJz+XSuuhKCByhHlZJUr6d/1zVrYRy3hdLmxjijm3usjOqyZ6FSQQw7fWulZQMkADPPFQQ2yRXQiXOIlZsn1c/8A1jT5rlEk8sHLUSshxg5OyGyICtUJo8KcHipp7socYFU3uRIre3WsudbGroyiuZkLyMikRuytkHg8H6+orEvNSmivJ3jhlt3hAYkqfLcHup/Qj8avzzYJwcGql1d+ZaSQMSVYc1UZuLJ0asypquq29zBG4m3TjGVTOee1bEUkX2CIXkUayLjO/kg1k6RpdujeZOm9z9wM2do/DvV2draBGuJIxMAhYMxyAewAPWtpTvqKMLIxfH+pafp/huaVws0l2fs8UaNwCR1J9B1xXpwHyL9B/KvnbUbbxH4ql2amkdvbwztJFlQCAeNoC8Ee5r6JJwoHsKVzKRXkHNQk4NTOeagY81LEiwlwyrimWNnDBK0wjAds8Adu9Vi5zVhb35NjICMY61F7GsXc0nmSONnY4VeteR3mkaZF4iu9Xlti13cStJl/mCnPBHoelei3EiyQH5QO55JrlLyONycHI96xq1XF6HoYTCwqp3Z4l4x0V7HVp7yAF7Ody4YD7hJ5U/j0rmsj1Fe7XVnE4IKAgjBGOoqpFoWmpbjZYWwA/wCmS/4U6Vfn0ZGMwMsOua90eO2On3GoXCRQxthzguVO1R3Oa+j/AIWqsVjdwKSREsSAn2DCuKuIUiBCKAB2HFdp8MGyupj0Mf8A7NW1zzz0GiiimMSkJwKU1GzUMQFjioJTxTy4qJ2rMopTDrVCbIWtGVvas+5IKmqTJZz9+4Oa5+5xzWxqeQGKmubec7yh70EM0ZNcsdWRLa5hWGaOI27AdOuVYfnXGTySwapBdbvnjYxyZ/iHv/nvXdeIvCf262OqaLB5axr+8gUYZCPbuPpXnU0rSeYJQQ7DnPrV1G1udkFrodhp8pi1BJIHKptLDn+HHT+ldLbTl1yT7VwWi3nk6UJ7htu4nbn+7/8Ar/lTZPGpEogtIwoHV3/wriqe9LQ9WlKNOCcj0F2BqjOARVHTNTa+sIp24Zhzj1FWXl3CsJI7qc76opSlo23IxBHcVe0+/kuVdJTll6H1qjOc0mn/AC3Z9NtXSbUrHPj4RnRbe6NknNQv1oMlRu/y12Hzh0/hSVobXUpkG5owjY9QN2f0rrfu6eoDFvkAyeprlfA7KyagG6fID/49XS7/ACdNTec+XhW/4Ccf0rWGyAkhXMtxJ/efaPoBj+eaxruTy9Rce9bkQKW6BvvYy31PJrmdYbbqJPqKyru0bnZgY81RryCe45NUEnG+TB4ps81UIpQWkHtXNF3kj0a1NRoSJLmfk81nyXHPPSluH4qgzEt1rpPEZtLfxEBkcxyZ7rkVDLdjyhEpXywMBVXA96zl6UuaLjc2SfKGGBXqb8D8K8qXqPrXqbtx+FXAykQOaqyNUsrYzVOR+tUwQjSc00yioHk5qFpuaiRUS+sgYbSeoxVNtLjYY8zAoWbuKRrk4PPFYzgpbnZQxEqSdivPo9sqltzk/WsS6AgQqOlbM1zlTzWDfygqTnj1pwgo7E4jEzqq0mYdzKCSK7T4XHJ1X/tl/wCzV5vqV/bwEl7iNT6bsn9K7r4P6hDfNrPksWCeTkkY6761Ry2PUqKRnVFLMwVR1JOBWPeeKdEs9yy6lAWHVY23n8lzVAasjALVR5feuN1P4m6Pa5CJNJ2BcrGD+Zz+lcpcfFS4vJ1gsreFGf7p2s+PzwP0qXJDUJNnrBm96rXF7BboXuJo4lHOXYL/ADrxzVfFWtyqifbpfMlcKiofLXJ/3ccAZPWud1G+nVhvkYszBATyT+JrH2i6G/sWtz2a/wDGWiWmd1+khHaJS369K5DU/ifpseRbwu7cgb3A/QZry28T7UrO7MSDhSxrOaB0ICgvVRlcmVOz2O41Dx3eXaFo/KhXP8K5P5mucn1K/wBSnAMshJ7Bjz+ArPdXUBWGMdq6iwtbXSbRbq4YeYy5A7/QVE58qNI0k2eg6D8Srm3tRHqOntc4GDPbEK5Hup4z9K4jxHexarrMl1awGIO3II27vcjsfXHFWYLYpCcVmOfLuDkd61lUclZglyu5bjj/ANGxIchRwOwrl7iNo9TcKDgEnj+73NdHJdCOLk8VkXDrGssx+8y7BURRcpX1Z0lh4n0yCCOBHKKi4G5a0k8Q6fKMrcp+Jry4t2FSW1u1zcBeiryx9BUyox3ub08wmtLI9TF7DIMpIrA9waxbzXZ4bt47NwPLUGRioIGegrFa4jtLfzEy3AAUHqewH4063jENtIZDukdt7k+tYxjy6mtfFOpHksXj4t1BCFLxE4zzH/8AXqCXxzexD5o4iD38v/69YiBp2knA4k+WMf7I71DpGmx614nfSrnUJbZdkjR+XHvLOqFgvoBweT6e9bxbbsebKMUrntnwg159cTWhKqJ5fkgbQRnO/wB/au2laeHU3s5VJiuLpZIz227SW/Vf1rx74AavaWQ10390kXmC3Kb+/D5/mK9uXXtHlYbL+2dxwAHBP4V0RdlYxaLVxKsaFmIArlteYC8Rgeq1d8TzBLZdk2yRRu2k9QeBWBfXBeG3DyrJIqDcVOayxC9y56GXQftblaeXrzVOCTM0g9qZcynnmqlvL/pTDPUVyw+JHo4lfupLyLFy3UVSB+brVmcnPINU84NdZ8+ywGpc+9QBqyvEl5PaaO0tvK0cgkUBl60EnQI3Ir06R+3tXgOpXMltosGo2GuajKrXP2fNxGqLOQu5njA52qflO71HuB6hf/EDRLVDh5ZWAHRQg/NiKqOm4mrnRyuMGs+abHGa8+1D4rRgkW1rEPQu5c/oAP1rmL74kapcfck8sZ/5ZoqfryabkUoM9ZlmK5OeKzJ9c0+3OJr2BCDyu8E/kK8eGvX+p3DG4nkkQf3nLZ/M1LcYZoIEABdgz44O0df8KzlPoaRp6Xuek3HjbSoAdrTS4/uJgfmcVjXvxFCI32ayHTq75P5D/GuM1RclIkPzTPg49Byaq3Q2Qlscu21R7d/0rPnbNFTXU1rz4iatODsIiU/3VA/xNYlzrV7efNPcSP7M5NVGi86RU55OKmj0y4d5ERciP7zHoKu6EotEUUc13IEUFiewrtNC1e+8HWVwLSR1e727ypAA25x2J/iNc54UezuvEEWm32oXFpHcNtWWKWKMR+pYycYxnjqTgd6RHuY9Y1a0vHuSbeYxKl0AHQAsPmC8A9M44oSk5LsJyiotdTZv/FuqXzEy3BbP94l/5k1jXOoXU3D3EhH93dgfkKikYbgBUMnHJNbJIx5mNZunvWroULEyXGQvG0E+nesuGNpnCr1PArdylnbgniOJPzrKs7KyNKMbu7LgkFxqKMQxW3H5sw/w/nVW+Q3Gok4+S3jLH/ePA/SrOmyLBZqZeHOZZD7nk/4U2wQ3NpLcyDm5kMmPRew/IVzvQ6b3Il0oTGPccKpzj1NW49MiiGcAe9O0+8R4Hc8/OcA+gOM1Is63MhAPAODSd0ddNwtczNUt7aKxnmwGlLCNT6c84rJQ3OoXKoN0srfKo9B/QVa8WblMMULlSihmPpk1Hr2i6x4T0DS7557mK41ESrOhjI8gAIUUnHDMGzjt9QcaQi2tDjq1IqR26ccDpXPawTHkrx81FFMctjCu7iRyuW4B6VBdTu0aKTxiiito7HPLdlVOorasY1W2JA5bkmiiorfCOl8RJFiTVreNgNqIZAP9rpmrOrny9NfbxudUP0J5oorDqjZ7MjZFSbYowqRfKK5G21W50nWP7TtihuI2cguuR8ylTx9GNFFaUt2Z1Ohb8Nu8S3IjdlwFHBI6Zr23TbKPTvDWm38LytcyEyM8j7ue34DFFFdUFqYX1LmtXMt3Z6dczOWka0TcfXNZukklZsknB7miissXsetl3xoddE5rnNckZLCZ1PIXIoorijud1X4WcENZvEbaspA9mb/GtyKaeW3Vzczglc8SmiiuqbPn4JMhi1C9MJf7ZOCHK/6w9Aapavqd9Jp8iPdSugdThmzRRST1HJKxBrXjK61uG3ik07TrUwqqRyWqOpVFzhAC5UDnJwOTzRIeSTyfU0UVujErsfmpj0UUAaemAJGpXgsCTVuyHmXty7clSqD2GM/zoormfxM6vsoklUNqj5/ggyvtk1Svv9dCvZYtw+pIFFFStxvYjskVrxSR0zXQXn7nRbjYAM5/lRRSnujSHU4a211tHnuYzp2nX0Mzq5jvYPMCsmdpBBBHU5GcHuDWjY3txqdxfajdyGW6upPMlcgDLHPYdPpRRXUuhxy6j81DIxIxx9aKK0RkXdL5uM9wpIq3esX+zofuvINw9e9FFc9T4zoh8BNqJK6a+DjdgH8SBWnOfI0x/L+XZGdvtgUUVj2NFuznpMrBCikhcKCM9elbWm8xk9yaKKctiqe5keJGJuL45+4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", "info": {"video_id": "101896", "label": "throwing cup onto 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": "85c12b2fab12389ef864e7721cafe6bd29449cc59836d34f25bee38e970bce7d"} +{"episode": 21826, "episode_seed": 642402532, "split": "train", "timestamp": "2025-10-13T03:02:53.401917", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 642402532, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering bangle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "19349", "label": "uncovering bangle", "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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K0vOsJNZiWH+17azM2HUShyF80nj8MfjT1upNOikj0++1FIXVmcNGBltjDpzn5T+prG7ORyS1Z1mnRxWukWSscKIUVQO52jpVmZQbeQ4IwOhrP8zfpOkXIyVCrnIxzgf4Gtu9ZCZSQNske5cfSvBu/aan1kLOCaOGuvvGsLxM23SfwrauWAZs+tc14im8ywKE9K9Cj8aIZ5q/D575pZpzNjjGBTX++31plfQJGLFHUV6FrOq3c9r9lN7clPN3tFPLkAhAM49cZFeer1FdmIvtc8aIkkkiPi4BGCQW4Hrmsqq2Zw4u14t+ZqafHaHSImhW5a8YbTGkX7tjvG0ZHPIz+VaF0mnw6Uradc3bamwjeSNoAqA7TvA6k44wfrTIksoYrRYbfUbe4RVEpjfq+98kfRcAe4NWni06Cx+0W0mox3bYU7kBBUp83I9T29K5mzyZzXMzZ8EWZh02+eXKymfDggjAC5HX2NbySJMMpu2noSOtZ+gX1xqllqouLiae44O6ZcNjbgD36fyrQ051bQ4wAMwv830rya7ftpM+jwbUqEWjyb4jJjUoW/2WH61wprv/AIkjN9Aw6Etj9K4HHavcwv8ACRUtxIzh+at2MwinLEA4BwD9KpninoO4610NXRJrxXj6ncRxXLRIuT+92Yx9cU65jWJUaK4Vy2cqqHI6ev8AnimaKha43bnXYPvKm7FS368xYZnUA/w7COB1rJ72OOaUZ8qNDw5bie5MbSQpkDabk7VJ3AcH/PFXZiEvTEqQPtG3fFyvBIPPv1/KqWjTyRjEf3xgIu3cSd2fwqzYi5mvJjbYMmCXH8Tc5IA/p7VjL4m2cVX4my1LG7bd0BWHn5owfc/0P5Gq7vHbyxGzlDZyWZ16c5GM9a6a50LXLiRntLe8+z3EjtiRVBYruySAewDUkGiWssVrDHp1814wbiMqQ2W446j5SfzFZqasc6kktTlJrW4eVDPGu5kAXJK8YOB+o/Om6hF5UiFDtkcAsADwPx610Gtpcxatb/aftilbeFlE/LBdpwR7YHHtWJrjFLhBvYhUXqwbsDgMPr07VpFt2Oum3yJr+v6/QobUc/MRx1+TvSNEGCFiQFGARGelReaSw+8ScAAmrUmcLG6SHAIx5nGeTVlzvdMfqLQx3LwWtx58KsRuNtsPfHHaqr200crQPHIrKAVUrzgjP8jSFS0gIBDue7jk+9bt1odxp93dRXSxzzxsil47tSoyvr36jH0ovYFoX7CzWWcjzNOZmMmfMcJ0QccdB6epre1WBLcKxttEMc7yMhicNt+ZeM5/zk1nLfwyX98sradIdz4l+zkKSzIMrg+gPH1rYGp2aarJcvJorLvBjAhfbgSgnAz3C988E1xu7epySs9ye1iFmtlK1lotw0qiQqDkrhm4YZ49PpiopNVGn+II7iSxs1WOBQWt5SMKQoLYzy2OSP8ACrVnrFvJqdlJ5OkQusTuGa3Ij53Hp364/L0rO1mOG7S4uzdaYhChQkFsQPur3xgE8/iCahpNcr6iptwkpRex1l2zWF9HqEPMMvJI5Gf/AK45qhqE4uEEqjCsTtFZPhTxOkcH9k3bp5a/LBIzZBH91s/p+VXdTui8mOABwAK832Lp1LM+nhVjUhzIpQt+/YL1FVtQlUbVJy5ppWcszRDIJ656VC/l2n764fdIeFA5JPoPU1pZtl6JXKGv3pstMCKzrNJgLsHI6ZrldPuZZLiCETSFfOU7RAHIPAyB3OO1O1KbUNY1ZoYoZnk3hPs4OcAkbQAOpNV9OuIbO7keRLoXUQAt2hl2mOUMOffvwMc169GlyQs9zyq8lUlc6K+S2NzjTLmecfZyJnuIhCQ5Zs7QDnGOx9ea39G0B5o5wmkSSYLImy5ACtvQY9fUe+a5/TpbRor50jWWT7KPtLXzjcsnmcmPHt1/Gui0r7Ebd5EstPDsqsmbplwWl4IGPQYx6c+1RNvY4Kr11J9P0o3etJbQaLOHaQhoxdkEYZj1P0x+FaSx2EWm3IOi3rSojZcXROCEA3Y+vP0NRadNpVqsTSabaPKwRmdb5t3Ry3Qd+OParEYtZPDxEVhbyeZ5gSV74hhyo6Dt9eOvpWTZzW7Mm0CeLUtEewjE6zQjzFE+MkMxIxjt2q5HqSvYeTKP3sZ2r649K4r7TP4a1iK5iWF9gKvHBPvDqScgnPGMZH4V117e2V7Y/wBo2qqxlH3xwc9wR6+tediKDU+ZbM+iwNZSpKL3RyepXQV2UHvXL6yWNoWJ69q29QiaeCVlzvxxXNar532FtwOB3NdlFK6Oh7HGv98/Wm0ppK9wwYo6ivVvD+jpPfWfmaXdTkhXlMUgUvlzyCTx0xn1rylfvD61694XSynuYHbTXuCJUTZ9s8tWwGZgc8jt09K58Q7JHn47aJNd6TLa7UbSdQhuCqMrPMSCDuI/MfyNa9zo8Fo/k3Gl6osht96p5/TKDB6c8849OKbpgs4zJc3elXEgUYRGvsL/AKtiPfOSCPx9a1U+zXzXU0Ol3tyqRCN4k1HhAoUEjnJ5PXpzjtXJ6HkuN9n+v6FHQri3tNYnhe31KK5bMcqz4KId3y5PB6Ac+9TJN/ZeoXFtIcQyDKk+h6Vha/pd7Da3Wp/YrmGLeWEkl4JCMMQOhyx4I/WuPvfGeoXHMpVmA4YjkVjVw0qkuaJ7uW1LUnF9B/j+6jmmgjUgsjMcg9q4cnBqzfXcl1OZZG3MetUia9OhT9nBRZ1t31FJp0bYqOgHFbEHaeA42n1wwxG+854ZPLFkAXJCNngkcYqPxFHc2dymnXgdZbfJMcygldyqeo65GKxdHuhbXscjKWUBgQHKHkEdR061r61YzabqL2kzq86BS7QSLKjAqCMMPrWMladzkqxtO47R1ysghYrdOyrblDt2tu6n2+ldtoHhwyaJc308dsGDECR74REHZuPHUk/zrH0OKxm0K4lb7NDcW4Qf6Qzbpyz/AMIHAwo5rpNMjgXw2FY6TmSTYGaNy4JQc5Hp/OuarLVo8+q7t3G2OmCaSRftVnBsJBMt2x67+4HI7fiPWm3Gl2lvq0MBvtMPzqHfz3CgHHXjPHPT0Nb8SWVlbS2qapp+9yu8/YGIBDPgBuvTB/H2rM1qyuZdUc2C3M0kRY4On7CuQB75JJrBb2OXkszkdXO7UXjS4hmCouZInIHTG3n0Nc9qMhbYAeQccHrWxb7Led3eRlZG3Koh3EtnIB9utYlz++kdpNy53NnZ1Y84rqhpodtFuOhSBwQeT/kVZt5VQsxWNmUqQHGaiSOMbTvY4HzAL0NXNNWYaqPsQld1+ZR5YYn8Dx3rRvQ3k7ksXkwqcTW7H+60R5rqZGi1hLiWUafAkRj8yaGxc/KdqjpwMfhnmuSWa8vpHlUSzWtmoeR1Qfu1YgZP44HNdHpOowQ2VtHs1La8v+miKcKs6B1KqBjjHvms5K5HL3NzSnB0RvO1zTxGMxoksW6Qb5QWOAPRck+lQXeu3F1HCrX1p5cK7EaKEA/6xmz045OR7U+ciTTLSSfULGOWJYk8qODb8uGYFmA5YEYP4VnpPci2+ybozEVjbesOfnVCQucejEn6CudJNmD10R0B8Uyt5MofTma2iSFTJb/MAEOOBx/FyfXFad5fhLK7+0XuhSqYnC4jGGI8pcLjHPufQ1xN5ePPMT9phLY27VhC/wAKqOMf5NNunLWyk3dqSeSNnT95/wDWB+lNwuSm7/1/kY2pamizXJWC2PmSFsxrwOvA9Bz+lQWvibULSPyxMZIxwFlG4DnsetVru42OMGKXIz8qcDk8VUkuhjAjUHP938K3VOLVmrnbRlKKvE3P+E1vQoCxQD1IU5rLTUp7/URJdF7g7XwhbGDg4x6AcH8KotJvG8IoAHPy4zWho2k3OragttAkYfy3k+Zgg2qpJ5PHamqUIapWN5VJyVmyo0csRRw2yZCSziTnPbGORVi1sLia5hhWIPLK4RBvAJYkY5/GmafYPPdrbHyvOLKNskgTJJAAyeO9avh/wy+qeIGsLy9e2TEnlvABJukVCyrkHA6E59vetN9CEnJ2LOkW01veBJBBDIZUIWcAq+G7npjI59a7hpF0u6s7iRPD800axs8O4NlnLvz244B9BiuM8EpcQXP2i4htJDuBUXwJTAV89x3x+OK176GO3upFjutPuEVWwygAMBH2B5/i/MVy1PisctVcsi/pWqxWV21w9tpj4gZfLaPjcUxn681r2EkVy8tpBomlscgHdPlvmdVGMnnv09TXNSXwuJJ5misEMyCMq0WNhG0cc8HAz+dV4GaW5UL9kYlhyTgZ3EgdenAqeU59jU8ZmB0hk+xW0c0kKMXiud7febr25/pXGP4gnsrhjYsYoieYydyn6g/zq1qEW5W+WDftXBRs/wANclcTMJCCcVrTppqz1PTw1F8qnc6qPxipUedaAn1R8fzrJ1nxI99D5aQrEp4+9kmsNpgagdyxrSGGgndI7OafcYaKKK6hBXtq+Hrm10uKa58PRxM+Cm65Me5UiyxweTnIOfbFee634e0a08N22raXf3k4a6+y5uYBGtyQm53iGd21ThTuH8Q9wO91nS769lee30WeK2KtshFwZdgBVCCe3zY49xXNiOiODHLRDtQe1S/Ev/CPw28LRKRDLKwyDGBuHPQ/eFS2Fks920sGi3TQXchigVLkDcQ6jGeN2Oent6VWv4BK8dkNEVLi1neOTMzF2yyhVIPYYIGPWiTzA1hb22iyQfvGlREmZt8hkIBXPoBt4rB6nnO1za8RaRb2OgXE0+h3sMfygS/ah8uZHzx3JAx+Ga8a1K0uLVik8LRk4I3e4yP0INeheLHMOgpBJpl1b3ASFPNe6JXcFZmyuepBGB2rzq73MxwpA443ZxW1LQ7sNLk22MpzTKmkX86hrpR6Kd0FFFFMZJDJsb8K1lmEmMKOCCTnB6VN4N0zSdZ8Qw6dq9xNbQznas6TRxrGepLGTjGM8dScDvUN1ZHT9cv7Fo5ozbztEEuQBIuGIw2CRnjnBIqZLqZVV7tzpNH+a2S0ZpBBckGfylDsoU8Yz3r0ryW0vTxFLd6p9jKZh2W/lq0pjTnLDpzj8K5HwpaRoLSe4TUNqREILQBSSQ54J7cflWxLdXQuY/7Uj1SWFGLNGZyFIzGCPpjjj1FefUacrHlVLNkunG0uBdy6g+pi5M/mI6bX+UKxORxzn8OtbFtP/adzFOdM1q5jnUq7Nc581mfrnGBjGBXKyyxwtNPaWssdwJjLCxuchEwx2kd+35H1qggnZJJI1IjiwP8AXkAZLY/XNTy3MVoZGtTLZ6k8f+kxDYpKu4ZuRzyPXtXPTTltw3tgtnBNXb8BGWRhEQ2BtEm44Az+FZ006suBEqHPauuC0OynHRaCQyqsmX3FMdAcc4q3p1yU+1OzSFvLABWTb/EM59elUFywBwPyrW03SHurXUZDPbxfZ7Uy4kfBb5gMKO7c9KqVrG0kRx20vl+ZE0QWY7PLWTPTB5H49+9bWm2L3VnqBSO1xbwK5Es+0qC68pzyfX61my2NsulRvHf2vmNgsDuDIe46c/hWnr/gzUfDmi6Ze3VwyzXol8yMqVWELtKAsf4mDZx+HrU25kCg5anYXXijUr7S4rZzBHGrRL+6hVSQsTYBP5/nVq11XUUsGiF45jKv8pRCB/o6j09Dj6UUVydLnO90zkH1+/eK9ld42acFXzEvIJUenHCisdr1/LkjMcTK6916YBPH54oordJLYlK2xjsDu+8wyOx+lNvJC8qMAFwqrhe+B1+poorbqdUN0VWJyRk8f4VNFI6yDDetFFNltaD4og0FzIWbMYUj3ycc0abq11o2qrqFqU8+Itt3rlfmUqePoxoopx3LhudR4A1ifSJb6SGK3lYRFR58e/GVYcZ+tdLca/dz30935VrG7N5YRIQFVdqLgD6AUUVy1dZM5a/Ui17xLe3iSmWG0zIzlisAB5cMf1FYOoag9z5KmGCMRwhR5abc9Tk+/P6CiippmC3MzWCA8ciKIyygkKTjt61gSRiSKZ2+8qBgffIH9aKK6qOyO3DN2Rn9/wAaSiitztEpQcEHGaKKBHRa74tk8RQ2sM+kaZam3VI4pLVJFKRrnCAFyoHJJwMk8+te2+JvDul6drljDa25jSS4kB/eNkYZCO9FFcuL0ijz8xdqaaJNW0DSjoem3S2UaXEyu0kik7mPnDkkmvPI7dRp1/dB5BLBMqxsHPyglxx+VFFYxev3focF/wB4/l+SMK9iD6M90WbzPtGzrxjArn/MYOQOhA/rRRXRA7qOxBcKEuZEAyAT1+lRTIoUkDH/AOuiitUdcd0V6KKKs2NbRtebRkmjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4NOXUrvVdZuL68lMlzdTeZK+AMknnA6D6UUVMtjOr8DPozQ/CGjJ4T0W7Nu7S3UamXdK2GJil7Z45x+VcrZRWsXidoWs4ZYlmgUJLuYYbaT1NFFedPdf12PMrJKUbf1sYPiCSHehjs7aL96OEUgY+bjGelc5qNyZNTuH8qJFMhxGi4VfYD0ooq6RjDcxZslycnJY/1qG4OVhGANq4yO/PeiiulHdDoRYx3NWInZBIAT8yEc/Wiim9imLLIUsgBjO4Hd3qze+JdW1PSoNNvL2aa3tpHlQSSMxLPjOSTzjbx6ZPrRRTWxpDY//9k=", 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", "info": {"video_id": "19349", "label": "uncovering bangle", "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": "a763380a14b9c7bb66f821919778bdcdbf4b6c0a2b8a5a89348cf62c26374110"} +{"episode": 21827, "episode_seed": 2800002490, "split": "train", "timestamp": "2025-10-13T03:02:56.198162", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2800002490, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ruler with clothespin 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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", "info": {"video_id": "214207", "label": "lifting ruler with clothespin 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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", "info": {"video_id": "214207", "label": "lifting ruler with clothespin 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": "de11ddfc3ac673ad480f10776470babbc101584a82ab18a1d2e7339f5e8912c8"} +{"episode": 21828, "episode_seed": 424817230, "split": "train", "timestamp": "2025-10-13T03:02:58.483093", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 424817230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scoop coffee up with measuring 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', [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": "7032", "label": "pretending to scoop coffee up with measuring spoon", "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": "7032", "label": "pretending to scoop coffee up with measuring spoon", "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": "d4daec744b70e54f8082990f83703ec4d21d2316222ec0fe50405c255963082c"} +{"episode": 21829, "episode_seed": 779126451, "split": "train", "timestamp": "2025-10-13T03:03:00.042749", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 779126451, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 brush in front of a container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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": "41709", "label": "holding a brush in front of a container", "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": "41709", "label": "holding a brush in front of a container", "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": "3118348dc7a9eb055f5295076d5b42d26060e71b16f1b51238367c5b9384b6f3"} +{"episode": 21830, "episode_seed": 823527030, "split": "train", "timestamp": "2025-10-13T03:03:02.246717", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 823527030, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "104834", "label": "opening vessel", "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": "104834", "label": "opening vessel", "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": "fd4ecc93dbfc16ad02ffcf583f289aec83b5ee79e59435e40ba624a8dbae2e21"} +{"episode": 21831, "episode_seed": 2337966965, "split": "train", "timestamp": "2025-10-13T03:03:03.907445", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2337966965, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting comb and inhaler on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "25466", "label": "putting comb and inhaler on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "25466", "label": "putting comb and inhaler on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "38457cefcfdb7922ed100e38fc6d670e43941be4b1785b020901fa97bf48e61a"} +{"episode": 21832, "episode_seed": 3690831261, "split": "train", "timestamp": "2025-10-13T03:03:06.680137", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3690831261, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting the table with stack of plastic cups on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "125974", "label": "tilting the table with stack of plastic cups on it until it falls off", "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": "125974", "label": "tilting the table with stack of plastic cups on it until it falls off", "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": "18a83603f1ca330ef31c71b2b7002c205460ab7516b2a967f51be1796a085968"} +{"episode": 21833, "episode_seed": 1482322122, "split": "train", "timestamp": "2025-10-13T03:03:08.186733", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1482322122, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fillter 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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"info": {"video_id": "211010", "label": "moving fillter 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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"info": {"video_id": "211010", "label": "moving fillter 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": "8136cae6bbf63655d034cac26c85f3d5b4e9a4d4602d81974a0bde4952050325"} +{"episode": 21834, "episode_seed": 2798261159, "split": "train", "timestamp": "2025-10-13T03:03:10.054810", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2798261159, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mouse next to keyboard'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "80249", "label": "pretending to put mouse next to keyboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "80249", "label": "pretending to put mouse next to keyboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a25779df91f73e31bf4b66e7cc51ea03b4abc6a91be1f2f1d8ceaea4382cc1a5"} +{"episode": 21835, "episode_seed": 3440911893, "split": "train", "timestamp": "2025-10-13T03:03:12.469947", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3440911893, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "52679", "label": "poking box so that it falls over", "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": "52679", "label": "poking box so that it falls over", "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": "03c04d79afce8ce631d61ad30dc07a7d6c0dcb81fefe03e9b7b4dfc2acfcd7b5"} +{"episode": 21836, "episode_seed": 1974383709, "split": "train", "timestamp": "2025-10-13T03:03:16.737898", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1974383709, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 4 sweets'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "158006", "label": "stacking 4 sweets", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "158006", "label": "stacking 4 sweets", "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": "e6abaefbd1bf5b9fea42b36156b576c5be1c117076fd9652a68b83a72c3db3a9"} +{"episode": 21837, "episode_seed": 3527786217, "split": "train", "timestamp": "2025-10-13T03:03:18.873641", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3527786217, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping cookie up with salad picker'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "24407", "label": "scooping cookie up with salad picker", "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": "24407", "label": "scooping cookie up with salad picker", "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": "9d45449a7c8273acf3d812c1c74bfe521e27477cbdc85a7532a3199b28eb65fd"} +{"episode": 21838, "episode_seed": 320848823, "split": "train", "timestamp": "2025-10-13T03:03:21.173638", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 320848823, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deodorant 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', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "24762", "label": "putting a deodorant on a surface", "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": "24762", "label": "putting a deodorant on a surface", "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": "89c21d05879a40b4b221a8f1d6ef36a0aca95587311691c3e1b7e6bb3c23a2a8"} +{"episode": 21839, "episode_seed": 2776448671, "split": "train", "timestamp": "2025-10-13T03:03:23.008712", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2776448671, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toothpaste 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', [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": "139333", "label": "taking toothpaste out of tray", "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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dMiuk8ooHTdGdyg5zgd+eBntg1lX+pGyvI7Rpi6xYJYLhuR0NbFjZJeaKbuEzJcTxrl3OCdpz0HbArO1SwivU+2J8kg2ksDjcvU5x6DpW05UnVu/R+pxQhVUXDp0MqG4I0ueKDeNqGMyRKT5q7lJDevGT+VT2nlLoq3chkhe5ZoI5GIXcVG4sD2Xt9RWh4Sv7f+0YnVnVWaYbXP7sIVf24H3SfrWX4l1a0XRdL07TrdxGqNIxkT5QW5KKTztDf05r2uVOKbMFUesI/MgnguodNispWWOZ1kLnk7wrHuPUMeTUen6ommXz3CxFmZChG7HXHP6frUdpqNxqRc3O1TGwjBQYABGGH6A1WniTc2M4zwa5sRaXudD2stw0HSdSau2y9rOrwasLcKHhMf3lY5DHI5/LNRwXT295E1rIDBG+FG0dNwOcdicVnfZUf5ixBpfsrxjcGyDWUIqEFBbHTLBwk77HqmnpbXF8k7QDnLJLgZPPrWveQLA4kB+RjjgZxXjdpqt3auvk3DgA/d3cV6LoXiFdRRLa6cfaAPlz/FWn1eniafJPdbM8fFUp4SfPB3TKks8s2qtqccDeRDbHf8oyxUnjnpjJHfvVHVdXiSKyeORsb2Mg6t1zz9Qc1fW+OjJPbXolkBlLI7sPnVm5C/7uf1qr4g0mC5JltVKTpjewOA3I4PuBz+VcNSymo1Y2t16W2RmqMtZQlo/zMO2uCLO5ht/M3qsiiWJSWkBOdrY6jC8/WpdOaIaS97OsqL5otkkJADM3OR6BQOf96r/hW9tl1y2eOSUL9s+UdV2nCk9OCd5NVfEOr2dv4chstOgYNNcPNKVUmNSchlQnsRg8djXrxinBNmKqSV4R7lL7JcW+nJA0i/6RK2yWMb9ylVYdx3X+dV7S/bTruKaKNGeIYBbPPGKgsdSurt2guChWBFKbQBg9M8exNWbiKHzXCglRwCa58Rr7vQ9rKsNGcJVJq7b/ACH6rri6rZpBPAEZWLB0Oeox398VSkmWRkEErxhRgAvjqMMfx/lR9nibPFMNkoBZWI9qwppU48sdjvng6ctbHTvbJq32e8t5YRPHs8xWYc7QMnFdNJq1vF5O9gHk4AY7R+fSvKfMMcuFYhgeors9N1GG/trWzuYvNnmbC87drgdc++On1rkrULyi56xRx4igox5oM15befUdT84uiLaNIAM9SV+UnHPTHX3qi+rXkUlpBJbyCcy7nRF4ZCCD7cHk0yVr3w9c3hYqy3L4jk2/M8mAQeuMdRj3rSmvWuLKO8jUbIsGQBepPDAfT+fFDvKKjZSj0+7/ADPN9lGE3UvbucnqWmxaWjy5PkMg8tTgkPu4Hqcda6O0uNOk0fy7yR3hGoxP5hBEqttYFlx1OYxnjoTVLXNPfUoWRDxCpYL/AH2wcD86k0+6j0nTUk+zq63EETbIMlncMpwd38RD8np6V6GX1eem7vU5sTT5ZJROY1vxDcTeI72+tohANzALIgDKDgHPvnmnlzcWInl5lKqSB0LHqadq8UMjmeRt14S1xe45AfAyvHuP50rKFjVQcjj+VbVnoehk8b1Zcvb9Ub3hzRfDupaZHNeXLC8WR/OgWTGE6KcdQeR+ddDN8K7O4tPtFpetbMSQIpxuHBx94cjJHGa88VWim86FgsnQ5GQw9CO4r1rRPH9hqelCz1eRbG7QgeZn93IOmQex5PB9eta0HSmuVrUvHwxlBucG2r+tl6HmXiHwvqnh4B7m1byScCZPnQ/iOn44qHw9eyW87tGjSZQtsUZyRXrms2j3Ngv2efzrdUGSjZVsA88cd682tjbWPihhIAkWCrYHA3DrWWNw6hTbWosDj5YrmhNapPY0zYHUdPttXtJlgl+aR1iHCDByAD/Fkc/Wk0XVJtU82CR8CVvMOG/1ad1B68n9DS2Gu2mnXY00qv2QoW8wdmYjaMe4NS6rYR6ZBLNZNHbOoyN3TA7Anp1rx5N/DUW/wtmcZLUyNWguZnhLNsuLRiAzcZXjn8cUkOoW2qA2eck53DpuXoT7UxtTl1WOOKV2URjDnncRgcA+nBP41iw/aNKka88rczfu8nAVBuH55FaypXbi9GtrE05JwTX4m5YSx6RdTFJynl3aTRxgcbRt4HuOR9M1Q1G6j1O2L3IC3RjEVpCr7yqHbyfQlgT68mmu638spjRi/lhox5205BIBK9z8wwKuatbaTo9rBqaCaS5vCZEIYfu9y5yB04zxXq0XJ0lzHn1Vao0t2Y9ukcNtmNsgswz644z+NULzLEFThlwQfeq1hdlTJHIThhkEn3qR3JJzWTi1K572HnD6qqfa/wCZsafqt3cWipHO4uoid5J5KkknHryagubV51a+VNpjI87b0Oen41lwSvBOs0Zwyn866u71/Srrwe1rCjRag8iGVdudxB659K7ISU42Z49eEqUuaOzIbFozKJEUAkdPcd66HRme41M2l4WmheHeiH7m4Eg5H0PFcfp04DKueTxXQXeoTabpn2uBlSbeY0dhkLnnn24rjxFJ1KbS36BTnyu4t2H0LUI7KKVzGNs5Y5JY5Ix7DHFXZEinsTa27bd2U4528f0rTSWz1/TRd+UDhihYjnIxnB9DXFaXcLY6hJd3BYQqhjQd3bcM4Ht1ryrOotdJx382dyacTV0WyTS7qeQRw/6LdRsrN98x/KSc9MYDZH+FV9Znh1W2aa4DxJAjpao4AaRmHzsB3G7vU1zGt7cS+VI3MZIKQ78sMjr2ADDOM9qnutC02x09NfvLmVo52R4YI14XcM4OeuCWPXFe1Qm50otnmVY8lRr7jm7S3WGJ9pBcSFHx3YAE/qf0prruWqNrcyJqEpcs8bsxLbcZ75xWgNvYgisKkbM+ky2UFQVPqr/jqVs7TTzJkEVDK2GNRh8A1CR0SqW0IYQfPz2rppdPli02xvoCVZo9xI45Fc3CQZBXYTWk8XhaGaOdmiMQJjb+FiQePbjp70Tqck462uedioKWGfr+hKL06/YxrK6Jd24O092z2981cE6vYfYY3Bmh+RjzySOv55/KuRklaIrMnyn2q5pl/v1QXU8rLDHGzSEnrxwPc9cCrx9HnhzLoeThqjT5GXNO0s6fc3qrHHI9uiSRSMxDE4JJUdOqHPsOKua1d22rzTCYNHZW0zyIzKAJJSWGF9QF2/kKbd+Xc3i7Z1QOhJbYXOAQRgDuQT17ZpU8N2k2kf25fXbrapGMwxD+NTtfJPqVHT1rbDVJVKKb3Mq0VCbX3HNWFusQcZzIFQtx/e6Z/AD86mPLH61nz3THXJJ4d0kLuNvy7eMYAx6jp+FX9ylsg9eQDx/nvWNWOuh9FlVSEaXs3vcQChs5xS5G7rQRzmsep6+60MyVP9Jz/tV1+kW0U2iQSlwGgui5AbBA4Nck7Bp8gdWrsdOsLf8A4Rg3Mp8qQbm35OGU8AEfifpmoxD0SvY8ms4qjNvubch0/wAVabHKrsPLkJ28bgQSvI9DWabxtD8uzeMNbsp+duQTg5GPc4GKreC43try7NzIwUIIR5mfvFuB71D4hjkl1FUklYRH5AhyVBzzwPbn8DWEKSjX9itY7nkucnTfcTRb1bfT/Iu5SLl2d9rn7ijHB9PUCnW2npczQxl5Fjlla1y0GFjzkISe5yUOOOMVHf2qXGqp5UkIVYt7bVySc4BOOvb8qgU39sXQzKCGEwJk4fgcDIyTuRfauzBqPM5r7XQzxXw26oPFGn6f4fik0q2M8l3JErPMWHP+yR2B5PHtWZpkF5JZANbSlQ5CuFJB4JI/DBrZ8Wu99rQvhJGInRCkYGCyBA+Se/LYFXrLXLnQvD2m3kSRzRPcSiS1yNxBXIxxwucmuySUpcrM8PiZ4ZRnDd/d/WhzYlTpuGfTNSCRWXrxVq8s7CaD7fGkQgEgfYu7cysDwD/s4ZR/ujjmpJ7BNOt4ZvNYyeafJkRBh48ZyQPr/SueqlTaXc9ijmspaSiZEt3c2kimwuZ7du5hcrn8q3PCUdxc6hLfXRMuxSGZ/wCInj+VbOhwCTw7BJPHG0oBJLKM4ySKzbrVpjo0txBC8M+8whUXafwrjnXnWUqUVs7bmVTFU43qWs5IranYRTeIgIFWNY5hEQWAIx82R7egroNZkg1qw3QFW/ebNpI4YNkZ9M4/I1MumQ6loVvJcANcFUkklj4LNt65/wA9K5u0haG7KyTfJHvcmIcFCp2kgduhz29qzUlVWj1gcUnyNN9Sle22oae0Mf2VkDNtYMcgnPQH6EDIqpPcJqASMQs0aTgM2elbeu31xqWn6fMiKUCMokk7nCk4Hp0rnNFvgj/ZJUWMlmZducc849OK6fii5SXvLsYtzjVWujJLi0aCYSq7Rq52nPzbc8jAHPVe/rTtYuJbrRbCITKq24aMAjlm3FR9Btq9en/RDNG3MZEilT/dOf8AGq2npLcT7b0uiSMBJIRhlVxtDnPuBnP96urC1XUg77mdeKhNMz7CXy9KvZjCskSPGrg+mcZ/z7VUntZHEk1m0jxEb1G3OFzgkj611drplpCDZNbo8krSNIjSdI1XcrLjjJ4OeelZOnWcmbhIdwjcZizxwSBnOMAAhea3VtmZRqyTvtczIbS4aOVjET5eGbA42nuKmGnXEsM88EBaOA4lYHpxnp1rbnBstLeyUq1wsqxF4j/rI8EjB9O3PpWl4altkFxaz/K9zl8ScBx0xz9CK4a1WdOLnbZnpwqOceTucdC7J8+4jB4wOa24tQTUNJaznYJIhLKz/wAQ544/CsfUI47e+aKDd5QzsDdRz0PuKgDEc12J80dOpxXcJWfQ9I0CeCHR000SIZnjabIbgknoAfbn8DWXqiQtY+THLHHI0w7AnJPP0+tc1Zai8LAM20AHDgfMp9c+3+PrW1oLWl3Jch3WWYzEk4IG0YIIHQDI+tebUw/JJ1b+ZrHENSUEtGBhvLKZDbyZXBjTa20qSBjOeB8wHNXdWnmuvCNtahYS1rPIzuxyAF+ZQvrneAPWtHUU36XMAMsq71HqVOf6Vl2l7b3lzMGgiS185GdUQFQA20tjpwDGT9K6sFX9tB6WsZ4iHLOLepB4ZLW8epPHaLNJb2bM8bchiOfw9D7Zo1ePTvEDf2hpaypvjKtGihf3qqMnr93b+q1uQ6RbaPdXkM0ZmnlljtxHI5SOdX4LgdSByOO/WuYmj+y61dC0V0tyzJ5ZAOZF6LkDHIJGe2a6IOytI51Vblzu6vt+H9I5uX7XC6qW3hlJBYcgjqD7g8VEly80vllAvANWrhhb288IkEgdd6MvYnGRk9eCOe5zVK1JiYlk3DO0n0qHHe6PRp4ieiua1hZC5uBGZVU9SOckegrtYJItc/4l9qfLktXSU7h8pGCvH+e1cVoi+frSSojt5efnXoB712GmpF4evWdWE32kAue6tuPB9Ac/pXBiE3L3dZW0X9eRVStOXxfCjn9VtZbeL7PJF5bKW28YDDPUVX0hBLpmpFljLp5ZTzOxyRx711Wtv/aglMUI2xxCWNyQSxJwce2KwNBsIZZ7uOY8HaoG4DrnnHU/0/KtlVlKg1LRrf5anO0o1lJbMtIl5prwlWxGj5do2yckFSccHIDflWs015c+Er7Tp4U+1PcIzeYwwgfktkccMjfTmrstsstlNAABvQoD35FYUN9DK7xx2qpvtvniQn95gbumev8ArRWmCxCqxataxOJg1KMmReEEc+ILNPJHnOWbGBggjp7Hqat3l3p/iO2gT7IYL+2Pl3ESEIrZbAAJ54bGT6Fq1V0iz0rUW1EszRi1N1bsh8uOUdVjB9cYJxz6Vja3ZR2+txtbQm2CojXKRHcoRwN238zwfzroi+VNM5nU5pc7TtsjMh0WdJvL3Fis/lyIz5K7vukYyMe/Yin2tl5mrQ2EkgdGkdGkjPYDg+1a8YksLxtRMjOWcx3KKpKqD0Yt7t83oAwxWdpMF8tw0kChrmGNZSjD5trevHcc+uRXJXjNOT6W0/ryPToYmaikpf1/wS1eeHtN0+4hWa5lVZW2qDjn8a0I7tbnVf8AhHzEPIMJV3XOVxgj2x0qC5up9Z1GBUtseUw8yOU5VWGTkEc9P5VPdy2VheG4t2VL/l3BPVSpyCe3QEVwxUpKMZays/k+jNa86st37v8AVyLWrC50xpXikle2aRSFV/mU8AHP+e1WtNvGlnaS+VGhldoWLcbgFByfQ9c0S6j/AGokckkwW1QFZjjGdw2qfcZ59RVZrayU2EMsitLFPtkw+NwI4J55wMU3eMVCstfIw96cueOzQujxWr20U8LeYwUAyZySSATnjrn8qfrNwbIxXqpExVXiPmqCvIyOvuuPxrJsLK4sZrq2t5WX9wNjnoG9cVXutYvbx0EJUbdp8odd6n73T1HtWkISeJ9pF6b/ACZKSVDkfob2kwQX0H2e8zFEY2jRmwuHj+ZY23dMoy9fT2q3uhtbCbT0t4I2gszJcwPHuzNvAO0+mCCMcc5qtpcttqM1/pKO4W8iVkM3zHcnzKw78oSM9crVB0guvFAl0uW8aGHYjNuYuBwrE55x1G329K9ea6o4KdJVZST7EWnafHGk0MyM8alZpUV+RG235c9sMVyeDgn3pupWN1CTZPGW+wI7okbhmKkjCgjOSCGH/Aa6DwzoMNxqcl42pQSW7ROJod2fMjYMrN7DI71SmsLiz1C4kDSzXlq4DoilhLFgfvCfVlwQOmVNROnLkulqtjSE1GfLf1/ryGXFnfaTYt5cgktJ1AeN1zsyOSPTnmrMjnw3pKzXZMx3ZVGPG7PY+nfNTw6jJdXtzarGt3BIiOpVlVVBGME+v+NYE6tqGkXOlxmeW5SUSRLgthFyOvTgV40Yym7Tta6b+f5WPUT921iez1B5pI4oVfy5lIVS236hcc8Z7+wq491FpayubWTFr/ozMBjdHyAf0xVXTJXg0KW/uY2W8tbkzhGHzMjY6D0JB/Kn2moSeJPEc2ny6jc2VtcxyPFGED7iELBfQDg5J9Mda6asXWnyRjotL7f1ocqapK8uv4Fe5vo7zS7GFeGgLhlPocEfpWW9nuvIJFz8uScfSsixv5IIRJcyPIQnyAnjnoM1uWF3HeRs8f8ACxU1lOnKi247FqSmlcwLhttw1mJCBG5EYzwM9j+Zrf0SaP8AtCK0dFQzwtbyNnIJYbckf76g/jWFJbpLq86lHkjEpDKqZxnk/j1x9K3I5YhNdhJHtSrRuiPGMlv4c9+Co9fvV6VKS0j3VzkrRbi5El9GlpqVrFZ3cztaxbJ94LYIJ3AKeigE9fWtey0jUJfEccbW3nWZ3QS+WMrErblJH88+9YNhPI3jC3f7Y6RXV2m+4b+IEq20579jXRHWV8Ja/cRu0kvMn+jo+I4y53jGeoA2j8+1bqKvdim1ZRiru35la/3vqaC6to826fZ7lkQAIfuZbAGMnkdThzzV59Ks5tMXTo3DXFvCNrNgvjsT+NMhu31fTRqd5BI63Ja3mjhYqJZkX5Tx1LJuXt8wFV9K87UJ1uFujGIE8pzE2GkHUMeMdM/jmvPzCm/4ilZfr0/yNcJLXl6r+mU7vT9Nk8NzyAA3cC75B0ZGHH5Z/nXHBq7STzW1DULbYrRXJ8l5ZGxtP8JOOK47WdMvdFby7iNkLEmM5+8B6GnhZauMnq9TXFRfxiA4Irpn01bK+tZYN3zSKCM4wKzNY0nTbXw7barpmp3s6tdfZc3MAjW4ITc7xDOdqnCnd6jvkDq0ZJFUgq2MEHr261GOqSpOPZ3MsPFTu+xk3msX1u0lqHTzBJuDNxuQ8hasaHqFvbPpzXLNhWMcsTINnlt8rDp6Mre/NYGvRyPrcm/cF+XawIGF9B75zV4QQmdYmnhuGNvud3fAUgYZhj+LBX8jW2F5IKNvtCxKlJN9EaWv282n29tbR6iGuoriRxCCG8kcYOeuTheKo30Wpz/ZpraNXJCzhIxgMSM7sevy4x7cVna7qV2dRhvHmj+0rEqKygEKVyhz75BIPuDWnrs7aLfw3P2gkOkTiONsLLsUAscdMk9OQRmuvlVzO6jCCtd62/yM/W4LmK5FpGuVVjPEnYKck/TB3L+IqpEYFCBVIE7FunQ981YTUZdbluJJIwxgPnRx55KZ+ZPfjn6r71Fa26XV4qTAC3eXCbQNhkx0/EEHHqTWdeKa5uwsPJp8rNjw9GtnfNZeUH+0AukoI44PH51S0mGTULqa2aV2uJhKdhH8SgFSfXOT+Vax0yb+0oY7Q/Z3Ee5WjIXJH065yB+NaMGlW9qw16yV/tMeN0DHjnhhnr3P0rzliIU25dWtPXoehODlG1yxb6Z9q0O1lin8qSNyzAcjdwCD+ArkBDNbajcTQysDFIoBQZJDE1taQDJ44udK1DVbmytrlyY5IZokjj7tuMgxgDPTknHrVPS4HXXNbsrkXGbe5CbbjAkXazY3beM8DOOKdp04Sqzaaf6nO5KUlTXQ0LzWLm0kuIBEhl4a39x3z75/nVTTr1Y0NyNkM8d15qRCIZkYfN1znnay9x+dUvFJke+gQA48rK4H3jnn+QqxbWsnkWHnMs7TNsWPcE8zq0e78c5+ta4NQpxjLrL+v0DE3kmuiOg160WHTr6S3vUjtJ3iksrX5W3KeQRnlQMnp9KzFttS1PS4tjLJM58osFwzlSuFb8GBz/snPSs/XLmVtPsYZPK8qzLRoVIZiG+dMnuu3A/4Ca2JUkk8J6brFxdBXcSxu8J2kl2IVCB2Cg89RkAV3uKbZhFqNKKervf+vU1NT0/VLXRrNJ0ZJL1Ftp4gwwZVyq5wcAMhIz22jvVW0vfsFncyOkctzbBUlkUj5kHIbPpg5/OoIPE83iXVbfTpytvY3EIgdS+dpGSkmT/EDg+5HPFR373L3r+fbhUtE8u8ih+TaAcFRjGckb1x2J9axxVGNaGmtv6t8wozcJ2npf8AAuXeoRWt4l3p00TJcYSVSOMdQew4571zt+Et/GUokUOJLiPYSx27SRkfkR+VdJqcMeoWVmsLB7ZnXocgKRiprXSrFmNjcwxM8Q/0eXGDtPTp36/iK8ijWhRXNbXVef8ASPSnHmW4WFnZWovNJvWV3D7k8xsblzkY/GsTxLb2sN9bS2ysWY/Z3UN7YBz2OBS+JIZLO2g1OS63X8ZWC5BAJ2HgHH5VR17SNb8O6PpF7fXFyJbzzRLAU/498BCgLY+8VYnHYcdiK3o0Z1H7VTv37HLOoqdoJaG/gLvkAG/Z1xzxnFcNpyF71ZPMdXUxvuU9SzKDn/vo0UUst1jO/wDW5eI6G5BcvY6lHFbBY/LvPlcD5h8+3r/u8VF4TZ5fGOmhpH5naRvmPzsoYgn1/wDrmiivWg9IHL9ip/Xct317Posxg09hCtwnlSsBywIUnnty56Y6D0q/Yh5fCumTGVxJK9zaswPOyMGRPxDAkH/aaiitEZVfhv6/qL4VuHktpYSqBAqyjC4wWAJH0yaswW8cdncXCArLFdnawP8AtAY/Wiivn6+laaXdHq0f4aNmSCKe/s55Y0d3iKNuGRg4ry271Cfw/r8tzY7A9rPNHEHG4BSCvT6MaKKvLW+e3l/mc+K+Ay0JFoyZyEKIM+h//UK3tCiWK3lC5/1zdaKK7cV/DYqPQtw2sceumZd254QxGeM5xn8qs3VpHcahaxPuCzs6ybTgkBQ2M/VRRRWFJv28PT/Mc1+7kbWlOBYWEJiieNdW8pQ6Btqld3GemCeD7CuRvp5b3Wbu9uHLzCYKCRkAFiuMemKKK9Wr8JwUkuWb8v1Op8KW8c/hnU7V8+W1v5mQeQy5IIPqCBVCC7l+1abcrtRndLYoqgL5ZTOPXgjj8fWiisJ64eV/P9RYVv2r9X+ZuCFCLwFciVdzZ9QvGPyrA8cqJvCVrcyDMkU6qp9mByP0FFFeJhm/bQ9f0PWr/wANnKa74rk8Q29tDNpGmWpt0WOKS1SRSka5wgBcqF5ycDk81reGJZHe73OSBswCenGKKK9jHr9yzjwnxEeqKo8VwKVDCZVDBu3PUe/FXdXhigdHjiRdqqmAMDDbgRx7UUVywb5qPoavaYabFCNB1ZpYIp2S1hlBlXJJOeOO3ArL8VsZtaS1b5YLeJVijXgKNmf6CiivWl8J59P+I/T/ACGeHsrqqSg/OzHJ/wCA5rTltYVj1JNhKRTCONdxATcjSZGO4YcUUVNPqZxerNWK/mXT9Pn+UySqoYkeoqpda5fabq6eRINkznejDI5Jz/KiivEpQi5STXc937JgQ+KLiwu3E1jp+oJcT73W+g8wBlOAQQQRwTxnB7g1oaJqF1feJ9VuLmYyy3J86VyBy2fboOelFFd+LSVBpdv1OCj/ABUWNeXztY06B2by5VZWAOKmvbOC30yCeJNsqr5wcHncF3D9aKK5abap0rd2dL+OaLXhe3guPFEttPCk0QadAsg3YxjB+vzN+dJr8wi8J6Va28UdvbzNJNJHEMBmDADrk0UV7D+E82lrWiv62ZS0aBf7YjTJAido0PdRvH+JrtPE8Maa3ZzhQXnimD5GQWjTKNjpuGSOe1FFY4feXyOa79q/67nF2up3MWlXQiKoA0cihV4QyElgPbPSq2r31xJpizmQiVGRQ68EZXP86KK4+WPt27df8j26bfsUzB1C/ubixLSysxndTISfvFVOKn1DxLq2paBYWV3ezTRWzyOm+RmJZsctk8428emT60UV2LRHJP4mf//Z", 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", "info": {"video_id": "139333", "label": "taking toothpaste out of tray", "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": "0430eef408592484982ab1075b78dd54ca18cf669b8a34823498b9fea6446a7c"} +{"episode": 21840, "episode_seed": 438149175, "split": "train", "timestamp": "2025-10-13T03:03:25.458609", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 438149175, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a drawer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "71399", "label": "closing a drawer", "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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", 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"info": {"video_id": "71399", "label": "closing a drawer", "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": "574c15723bebad35606fb3fbc8b6abdeba148feca9391d2dcd640740085d93cd"} +{"episode": 21841, "episode_seed": 3750834301, "split": "train", "timestamp": "2025-10-13T03:03:26.998052", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3750834301, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 empty bag onto trash can'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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fgKozLhOVJHpXz1d3hC4B6E19BTtsgkf+6pP6V8q2mrrqcDyIcN0ZD/CfSri7ESVzVZ2uJSW4VQST2rIv4r+5D/Y4iYAAVkxlm/3R71HPcPKTCJMRlwshJxn1H0A/Wul0qJLthjLIAGIU8DP3V/KuLEVnB2R3YWgp7nm2qE6bdfZrq0nMgUE/aHPIPQgDtWNc3McibRBCpB+8mQa9j8eaNa3PhC9u5IkFxbKrRSY+YYYZGfTBNeIEcZNXQmpxuLEU3TlYle4ldArsWUdA1RHnkdKVFZzgDOOa1vD2gXmvamlrAhCsQHcjhR/jW5huemfs/wDh573xTJq8ifubSM7CR1Y8f1r6arhPhrokOi6fNbQKAkQVMjueSa7uglsrx/Peyt2RQg/ma8j+PE5txoMgOCDMR/45Xrlp80TSH/lo5b8Ogrxz9oIbodDAPI8/P/jlJhHc0dJ1mK/0O0vI2H7yIbsHo3Qj86p3M7yHYDnJxivMfBniE2sP2SVyIGkyM/wt/wDXH8q66/1COHnzSpbndnoPb39KbloZ8lpF7UZwiMls6hoyPMlf7q+3ufauJvryFDJuWS4kz9532rj6DtU2p6htjXeSqjlYhzjP9a467vmd5G3dfwrJK50RehpXOqWuxt1taYYfdIPH41mR6hcRo6wSMIyCSjHcv59RWS0m9iS2BUltIxkWOLJDfLiqsUyfekqMFUrKOSvb8K1fD1jPqutWtnEpaSVwvFZYtZxeRxRROZCw24XnNe//AAu8Ef2RcQ6leQgXU+GVTz5Y64ppmctD1zTrRbDTba0X7sMSoPwGKsP900tIeoFUQfGmk6be20bC4kEVvKyq8YOWPpxXtfh7TI7KBBkYZQd3qK5LR/D9rBsmvbqRLdVPmTeUHaIYOCo+uK6KXXYba3vIrYStJbRhkSc/NgqNoY9j3weea4Kn7xKSO+m3TfIzI+J3iC3t9JXTonBkldWKDrtU/wBT/KsTwH4w0+DwtqWjXNysF2WaSEScCTOOAf73XjvmuH1CPUdVvpJ5mZ5ixDBgfyqpb6HeDUEkuEHlK4MmGGQKqphoTpcsumvzOWvJ1L2KGqo0esXqyKVZZ3BB6jk1WijaV1wOCcZ9K6S40G81jUri8mmgiE0rOdpzjPaul0Hw7ptkS7o1zMDlS4+QfhXTF2iiYx5Ul2MXw74EvNevoiQyWmRlyMFh7f419G+C9LtdNvILW1jCJBDyPfGK5DQD5a7iMZ4H+Fd94RzJd3MpHIQD9atJ9TOU7uyOuqJObiRvQBf61LUcPKs395iaYHmPxi+0u+hwWyu5kaYMqnAIwvX2rltKsP7BsTc3kgQW6eYZRxs2ivSvHMKSvYlh9wSH/wBB/wAK8T8Z64+reFdTW1VhBBOkTPjAYBuce2cCuOqnKpY9SjK1FPtcs+DfGdzrfie6W8mby7xmmgiLcIQcYA+gH5V2/iS2to2sdTy6/OIJtpzmPk5+or540XUpNMvbe8iwZLaYOAehHof1r1i48dHWbG0s4tKcTTXCqvly5wcE+ntXBi8LP28asdjyqzlZ2V7nn/jiSSHxJeQu2dr8MvRhgYP5VyjuXbANe5634RsfEOpS3O6Pedq7WXPCqF4/KuO1Dwjp+lXjxTRROBnG125/DNepRb9mtDWEYwSiuh52DzhAcjvXTaT4N1XWHj2xeUj9Xk/oO9dXpNlYWkqy21lAvbc6ZP612ejZ88yuc89Sa1V2EpJGp4P8JWmgR2trEu65dwJJDyW6V7DXBaB/pGuW+RnZk/lXe1VrGSd9SC85tyg6v8tfDlpdTW155tvJt3ZyOxFfcc3zSKP7qs39K+KbHSWLbpT3OB6c1FSagrs3o05VJWRteH9YZ08rUB5KKCfOEG/PrnHNdzolnYWdlaz6ZM8sVyu+T5cAN04/lj2rmtP0lfLVUbBPUV0VqI7VorffL94OqK/yZzhsj1PHPtXA6qqJxsd6pezakmO+IE0jeGRYwz20ck5AYTSBMjrgE9+K8YfSr4XBh+zuXH935h+Yr1jxharMY7ueZlYA4jAHA/x4rmYLoF9oASM8DjBzXTQpyhHU5MRUVSpdPRFfSvBzhFm1BxGDgiJDlm+vpXq/huws9Ns/3NukfGOBzXIacA77AuADnntXaabh7ZmzhF7V0qPc5pz6Hpfg6LbpDyE5Lyk/lW7cPst5GHUKcVm+Go/K0C1HqCf1q/c/N5cf99x+Q5/pQLoSRJ5cKJ/dAFeMfHdWlj0xsZH75B/45/jXtDsERmPQDNeQ/GmEm00RT1xOT9TspS2KjueAaa5SWWFvZhz6V2LW815p0c287YiDkckY6ZHpz2rirj/RdVRjkKz7T9Old14amaRREWzgndSsOTsY13FdtJ5iqZlx/CM8/wA65t9Pvp7yRBbyZOWxtxn86960vT9NSJvPtVY854z+VSat4d0m303z4w8eTldrmpje9hqaWp8+Jpt5ceXHFbTNuySQhrtfD/gq9mijlmjW2iXP7yTr9MVurchHAXKoPvF+p963LFgWCcsWGP8A9VVZvQbmtzX8KeFtMtpVneMzSL/G/r/hXpOkJuviV+5GmFrk9HUjEaH5gOT6V2GgR4SZjzyFBquVIxcnJmzR3oooKPGI7ZGs2tyvyupVvfIry6W7ECJbxyNvmmd5WLZLtnqT+Ar03U76PStHub2U4WGMt+nA/PFeDR37XNwkr8bWx64561xYVbvoduKey6nqWjpHHL5pRWJA5x05rojd2cmnzSNFF5uCu3Gf1rg9G1JJoY0d+cdq0L6+KW5gjJOACoA7fSuxxs7nn3voYt5cZuT02FuFUYxWppzvKUyCCOuKxCfOkZsn5fUV0GlsITj7xPQ461cUmDbO00dT5oY42KOmeleh+EY2Edy7DBLCvO9LJMbKcH8a9Q8OR+XZSE5BLDOfpSYlubDtsjZvQZpIhtiUdwKzptQmuZPItLKWVN+2SZiEUAHnGetea6pqerX3jbUNLk168srYPIIo4D1ITcFzjgcGpuaHVeN3BtklD4AWQAj2ArwvxasOmeGLTS7R93nxLJNx0w38yRmugg8SXN5pM9vJdyXCqAI1c5C5znFchrO+5DvJjhdoHYD0FYOPvtnXGolRUVucBbttldT3rvvCN4sMlu7f6yBvMjJ9cED69TXAuuy9K9OcVs6bdtaSjDEe2enNbWT0Zyu9j1y0vpLebzd2zA+XA69a5XWbr7XcvKGySeD1IpYdTN1YIwfbtIySapKrSytgnYvGDTtZ2RK7l7TUd2Cg5zgn2ruNJibzIxwAvOK47TcxbSEAyO1dnpJ4bnORz61diWzvPCse7VJJNuAqYFdnXNeFISqSOf7gUCo/iBqF3pnhd7myuHgmE0YDoecE8ipY47HR8M0zZ7bf0r5NtLIeYC+TyeK9Qvte1SDR472z8R6lIGnMOZkVBKQuWaPjO0Hg59R9K4y3t+ckVx4vZHoYL7RYsolj2npVGaR5NReY7lijygI7+pz2yePwq/dSiw0+e5bpHGWritN1lpg0Tt8xJ+bNRhKXM22VjKjUeVGxrmom6YoWYlRnPU1g2yZmJKnLe2fxp07CYqoO9uhYHpV2CERygByFxjjvXoLzPPt2Ok0yJI0U55Ndrpqh1jjwCpBLY7muM0qF2cDcBx/Eeld3oUXymRx9xcAerHpTbRJ6npsZh0y2QjBEY4pjXdu18R50f7hPm+YfKT2P4CmahHbfYBFd3PkW4ADnfs3Y7Z/wrnX8SaHpYMek2Kyv/eVdq5/3jyago3Xn1C8nEcNosdqH+aWZ8F1H91R/WvPfjEPM/stfMVmAlyg/h+7WEfFerat42uNNvddvdPs5Ztkf2aaOJYuhO5nHTGeM5J4rn5WvZ9SvbW8muZGtpigFzjevJHzY4zwM44pS2CO5554jtdv7wDmtTw/f7DHJuwzKPxqxr9oZIyhHO7Fc/pbFLeROd8TY+gPSpiy2rnsdpd/aYfkkx6gNiotV1HdbrCoAUg8A9OfeuL0rWTDIoL4U4ByO9alzMkhYJ85JJBI/rVyWl0ZRWtmQhd04YjI6A9c11OjwKI1djjAFYMEIj8sqxGMHP610WlxuzIF5BPANUmDvY7HS1VIwwGSxC8enrXbaREIrPA7sTmuQ0a3Z5UiIAYNz9BXb2uBars5HOKQktSc8Cms6ou5mCgdycVx/ju61XTPDjXkGotBIJkAEKADBODyck1wmt3/iPStL0+8v9WvDLcF90boMRY2lQeMbiDnH/wBegs5z4izOvh0RA4SSQBh64BP868ftB88i9sj+dFFc+H+A6sR8ZqWU8iMNrkYk/rXTSysbeFmwS4IJPWiiuv7Jwy+JDrZR9mOck9c981s6cA5JI/j20UVPYp9TvNHiQ3EI2gAkAgd69K0E77GQtyWlbP6UUUhLczvFGtXelmOG1KJvH3iuSPp2rwnVtUu7PxneaisnmXCTMQZBuHzLtPH0JoooH1K2jIAkw7AKP51BqKL5OcfxGiis3uaRPO9SULdEjvn+dTTcJHIOrruP1ooqkBoaTcSb2BbI4ODXW2ESm2yRk4UZz9aKK0nsRHc0rNQr4A9K7TSAJDFkYyQpxxxmiiktiZ7np2gdLodArKoHoAK4r4l3lzcaXe2rTMsMVxEAqgDPfk4zRRUscdjg9T1j+2baGGaws4REqojQK6lUHRQCxAHfp1pIEUBeKKK48X0PQwX2vkZPjZ2j8MzhTjcyKfpmvK45XSVSD0PFFFa4P4TLGfGdJp7lnBODhOPzrfRi5XIA3HnAoorpluc8TdsVC7CCclsV6Bpw8vTCyEhlAIPvjNFFUZyKtu0l/L5t3LJO5/ikYk1eMEYAAGBRRWRR5xq2q/2X4i1SP7DY3cUk4Ypdw7wGUcEHII6nIzg9wado93NqWoXl3dP5k87iSRsYyTk0UUnsNGfriL5h461xdg5TXCABtfCMCOCOlFFSjToS3I8m9eNCQFcgV0dhMxWMthunX6UUVu/hMXudPDKzxjOOw6VtWA2qCD0oorOO5U9ju9Bz9n3Z5KnmrM2t3kc32WJkjRAACq8/rRRVdSInKePWkn8KvJLNI7faIx8zZ715xc6xf3unw2NzcyywQu0ih5GYktjrk84xx6ZPrRRSKP/Z", 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fgKozLhOVJHpXz1d3hC4B6E19BTtsgkf+6pP6V8q2mrrqcDyIcN0ZD/CfSri7ESVzVZ2uJSW4VQST2rIv4r+5D/Y4iYAAVkxlm/3R71HPcPKTCJMRlwshJxn1H0A/Wul0qJLthjLIAGIU8DP3V/KuLEVnB2R3YWgp7nm2qE6bdfZrq0nMgUE/aHPIPQgDtWNc3McibRBCpB+8mQa9j8eaNa3PhC9u5IkFxbKrRSY+YYYZGfTBNeIEcZNXQmpxuLEU3TlYle4ldArsWUdA1RHnkdKVFZzgDOOa1vD2gXmvamlrAhCsQHcjhR/jW5huemfs/wDh573xTJq8ifubSM7CR1Y8f1r6arhPhrokOi6fNbQKAkQVMjueSa7uglsrx/Peyt2RQg/ma8j+PE5txoMgOCDMR/45Xrlp80TSH/lo5b8Ogrxz9oIbodDAPI8/P/jlJhHc0dJ1mK/0O0vI2H7yIbsHo3Qj86p3M7yHYDnJxivMfBniE2sP2SVyIGkyM/wt/wDXH8q66/1COHnzSpbndnoPb39KbloZ8lpF7UZwiMls6hoyPMlf7q+3ufauJvryFDJuWS4kz9532rj6DtU2p6htjXeSqjlYhzjP9a467vmd5G3dfwrJK50RehpXOqWuxt1taYYfdIPH41mR6hcRo6wSMIyCSjHcv59RWS0m9iS2BUltIxkWOLJDfLiqsUyfekqMFUrKOSvb8K1fD1jPqutWtnEpaSVwvFZYtZxeRxRROZCw24XnNe//AAu8Ef2RcQ6leQgXU+GVTz5Y64ppmctD1zTrRbDTba0X7sMSoPwGKsP900tIeoFUQfGmk6be20bC4kEVvKyq8YOWPpxXtfh7TI7KBBkYZQd3qK5LR/D9rBsmvbqRLdVPmTeUHaIYOCo+uK6KXXYba3vIrYStJbRhkSc/NgqNoY9j3weea4Kn7xKSO+m3TfIzI+J3iC3t9JXTonBkldWKDrtU/wBT/KsTwH4w0+DwtqWjXNysF2WaSEScCTOOAf73XjvmuH1CPUdVvpJ5mZ5ixDBgfyqpb6HeDUEkuEHlK4MmGGQKqphoTpcsumvzOWvJ1L2KGqo0esXqyKVZZ3BB6jk1WijaV1wOCcZ9K6S40G81jUri8mmgiE0rOdpzjPaul0Hw7ptkS7o1zMDlS4+QfhXTF2iiYx5Ul2MXw74EvNevoiQyWmRlyMFh7f419G+C9LtdNvILW1jCJBDyPfGK5DQD5a7iMZ4H+Fd94RzJd3MpHIQD9atJ9TOU7uyOuqJObiRvQBf61LUcPKs395iaYHmPxi+0u+hwWyu5kaYMqnAIwvX2rltKsP7BsTc3kgQW6eYZRxs2ivSvHMKSvYlh9wSH/wBB/wAK8T8Z64+reFdTW1VhBBOkTPjAYBuce2cCuOqnKpY9SjK1FPtcs+DfGdzrfie6W8mby7xmmgiLcIQcYA+gH5V2/iS2to2sdTy6/OIJtpzmPk5+or540XUpNMvbe8iwZLaYOAehHof1r1i48dHWbG0s4tKcTTXCqvly5wcE+ntXBi8LP28asdjyqzlZ2V7nn/jiSSHxJeQu2dr8MvRhgYP5VyjuXbANe5634RsfEOpS3O6Pedq7WXPCqF4/KuO1Dwjp+lXjxTRROBnG125/DNepRb9mtDWEYwSiuh52DzhAcjvXTaT4N1XWHj2xeUj9Xk/oO9dXpNlYWkqy21lAvbc6ZP612ejZ88yuc89Sa1V2EpJGp4P8JWmgR2trEu65dwJJDyW6V7DXBaB/pGuW+RnZk/lXe1VrGSd9SC85tyg6v8tfDlpdTW155tvJt3ZyOxFfcc3zSKP7qs39K+KbHSWLbpT3OB6c1FSagrs3o05VJWRteH9YZ08rUB5KKCfOEG/PrnHNdzolnYWdlaz6ZM8sVyu+T5cAN04/lj2rmtP0lfLVUbBPUV0VqI7VorffL94OqK/yZzhsj1PHPtXA6qqJxsd6pezakmO+IE0jeGRYwz20ck5AYTSBMjrgE9+K8YfSr4XBh+zuXH935h+Yr1jxharMY7ueZlYA4jAHA/x4rmYLoF9oASM8DjBzXTQpyhHU5MRUVSpdPRFfSvBzhFm1BxGDgiJDlm+vpXq/huws9Ns/3NukfGOBzXIacA77AuADnntXaabh7ZmzhF7V0qPc5pz6Hpfg6LbpDyE5Lyk/lW7cPst5GHUKcVm+Go/K0C1HqCf1q/c/N5cf99x+Q5/pQLoSRJ5cKJ/dAFeMfHdWlj0xsZH75B/45/jXtDsERmPQDNeQ/GmEm00RT1xOT9TspS2KjueAaa5SWWFvZhz6V2LW815p0c287YiDkckY6ZHpz2rirj/RdVRjkKz7T9Old14amaRREWzgndSsOTsY13FdtJ5iqZlx/CM8/wA65t9Pvp7yRBbyZOWxtxn86960vT9NSJvPtVY854z+VSat4d0m303z4w8eTldrmpje9hqaWp8+Jpt5ceXHFbTNuySQhrtfD/gq9mijlmjW2iXP7yTr9MVurchHAXKoPvF+p963LFgWCcsWGP8A9VVZvQbmtzX8KeFtMtpVneMzSL/G/r/hXpOkJuviV+5GmFrk9HUjEaH5gOT6V2GgR4SZjzyFBquVIxcnJmzR3oooKPGI7ZGs2tyvyupVvfIry6W7ECJbxyNvmmd5WLZLtnqT+Ar03U76PStHub2U4WGMt+nA/PFeDR37XNwkr8bWx64561xYVbvoduKey6nqWjpHHL5pRWJA5x05rojd2cmnzSNFF5uCu3Gf1rg9G1JJoY0d+cdq0L6+KW5gjJOACoA7fSuxxs7nn3voYt5cZuT02FuFUYxWppzvKUyCCOuKxCfOkZsn5fUV0GlsITj7xPQ461cUmDbO00dT5oY42KOmeleh+EY2Edy7DBLCvO9LJMbKcH8a9Q8OR+XZSE5BLDOfpSYlubDtsjZvQZpIhtiUdwKzptQmuZPItLKWVN+2SZiEUAHnGetea6pqerX3jbUNLk168srYPIIo4D1ITcFzjgcGpuaHVeN3BtklD4AWQAj2ArwvxasOmeGLTS7R93nxLJNx0w38yRmugg8SXN5pM9vJdyXCqAI1c5C5znFchrO+5DvJjhdoHYD0FYOPvtnXGolRUVucBbttldT3rvvCN4sMlu7f6yBvMjJ9cED69TXAuuy9K9OcVs6bdtaSjDEe2enNbWT0Zyu9j1y0vpLebzd2zA+XA69a5XWbr7XcvKGySeD1IpYdTN1YIwfbtIySapKrSytgnYvGDTtZ2RK7l7TUd2Cg5zgn2ruNJibzIxwAvOK47TcxbSEAyO1dnpJ4bnORz61diWzvPCse7VJJNuAqYFdnXNeFISqSOf7gUCo/iBqF3pnhd7myuHgmE0YDoecE8ipY47HR8M0zZ7bf0r5NtLIeYC+TyeK9Qvte1SDR472z8R6lIGnMOZkVBKQuWaPjO0Hg59R9K4y3t+ckVx4vZHoYL7RYsolj2npVGaR5NReY7lijygI7+pz2yePwq/dSiw0+e5bpHGWritN1lpg0Tt8xJ+bNRhKXM22VjKjUeVGxrmom6YoWYlRnPU1g2yZmJKnLe2fxp07CYqoO9uhYHpV2CERygByFxjjvXoLzPPt2Ok0yJI0U55Ndrpqh1jjwCpBLY7muM0qF2cDcBx/Eeld3oUXymRx9xcAerHpTbRJ6npsZh0y2QjBEY4pjXdu18R50f7hPm+YfKT2P4CmahHbfYBFd3PkW4ADnfs3Y7Z/wrnX8SaHpYMek2Kyv/eVdq5/3jyago3Xn1C8nEcNosdqH+aWZ8F1H91R/WvPfjEPM/stfMVmAlyg/h+7WEfFerat42uNNvddvdPs5Ztkf2aaOJYuhO5nHTGeM5J4rn5WvZ9SvbW8muZGtpigFzjevJHzY4zwM44pS2CO5554jtdv7wDmtTw/f7DHJuwzKPxqxr9oZIyhHO7Fc/pbFLeROd8TY+gPSpiy2rnsdpd/aYfkkx6gNiotV1HdbrCoAUg8A9OfeuL0rWTDIoL4U4ByO9alzMkhYJ85JJBI/rVyWl0ZRWtmQhd04YjI6A9c11OjwKI1djjAFYMEIj8sqxGMHP610WlxuzIF5BPANUmDvY7HS1VIwwGSxC8enrXbaREIrPA7sTmuQ0a3Z5UiIAYNz9BXb2uBars5HOKQktSc8Cms6ou5mCgdycVx/ju61XTPDjXkGotBIJkAEKADBODyck1wmt3/iPStL0+8v9WvDLcF90boMRY2lQeMbiDnH/wBegs5z4izOvh0RA4SSQBh64BP868ftB88i9sj+dFFc+H+A6sR8ZqWU8iMNrkYk/rXTSysbeFmwS4IJPWiiuv7Jwy+JDrZR9mOck9c981s6cA5JI/j20UVPYp9TvNHiQ3EI2gAkAgd69K0E77GQtyWlbP6UUUhLczvFGtXelmOG1KJvH3iuSPp2rwnVtUu7PxneaisnmXCTMQZBuHzLtPH0JoooH1K2jIAkw7AKP51BqKL5OcfxGiis3uaRPO9SULdEjvn+dTTcJHIOrruP1ooqkBoaTcSb2BbI4ODXW2ESm2yRk4UZz9aKK0nsRHc0rNQr4A9K7TSAJDFkYyQpxxxmiiktiZ7np2gdLodArKoHoAK4r4l3lzcaXe2rTMsMVxEAqgDPfk4zRRUscdjg9T1j+2baGGaws4REqojQK6lUHRQCxAHfp1pIEUBeKKK48X0PQwX2vkZPjZ2j8MzhTjcyKfpmvK45XSVSD0PFFFa4P4TLGfGdJp7lnBODhOPzrfRi5XIA3HnAoorpluc8TdsVC7CCclsV6Bpw8vTCyEhlAIPvjNFFUZyKtu0l/L5t3LJO5/ikYk1eMEYAAGBRRWRR5xq2q/2X4i1SP7DY3cUk4Ypdw7wGUcEHII6nIzg9wado93NqWoXl3dP5k87iSRsYyTk0UUnsNGfriL5h461xdg5TXCABtfCMCOCOlFFSjToS3I8m9eNCQFcgV0dhMxWMthunX6UUVu/hMXudPDKzxjOOw6V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", "info": {"video_id": "83154", "label": "pretending to put empty bag onto trash can", "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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Cj8P+C7SzUDeSWdv7zV1pOFJ9KESRRszCUscjcQvsBXz/AHd4QuAehNfQEQK2gPcqT+fNfK9pq66nA8kZw2cFCfun0q4siSvZmqztcSktwqgkntWRfxX9yH+xxEwAArJjLN/uj3qOe4eUmESYjLhZCTjPqPoB+tdLpUSXbDGWQAMQp4Gfur+VcWIrODsjuwtBT3PNtUJ026+zXVpOZAoJ+0OeQehAHasa5uY5E2iCFSD95Mg17H480a1ufCF7dyRILi2VWikx8wwwyM+mCa8QI4yauhNTjcWIpunKxK9xK6BXYso6BqiPPI6UqKznAGcc1reHtAvNe1NLWBCFYgO5HCj/ABrcw3PTP2f/AA8974pk1eRP3NpGdhI6seP619NVwnw10SHRdPmtoFASIKmR3PJNd3QS2V4/nvZW7IoQfzNeR/Hic240GQHBBmI/8cr1y0+aJpD/AMtHLfh0FeOftBDdDoYB5Hn5/wDHKTCO5o6TrMV/odpeRsP3kQ3YPRuhH51TuZ3kOwHOTjFeY+DPEJtYfskrkQNJkZ/hb/64/lXXX+oRw8+aVLc7s9B7e/pTctDPktIvajOERktnUNGR5kr/AHV9vc+1cTfXkKGTcslxJn7zvtXH0HaptT1DbGu8lVHKxDnGf61x13fM7yNu6/hWSVzoi9DSudUtdjbra0ww+6QePxrMj1C4jR1gkYRkElGO5fz6islpN7ElsCpLaRjIscWSG+XFVYpk+9JUYKpWUcle34Vq+HrGfVdatbOJS0krheKyxazi8jiiicyFhtwvOa9/+F3gj+yLiHUryEC6nwyqefLHXFNMzloeuadaLYabbWi/dhiVB+AxVh/umlpD1AqiD5p0nS77U7kXUoYIhYAyHLMM8fQcVL408Tz6Ha2ujafO8NxK4uH2Ngx7eRj0yR+QrodW1OLQIIFVC01y4iRFGTk9/oBzXjXjOaYeNL6SbqJVwDz8u0Y/SuKnHmldnqYidoep794bu7bX9Cilk+aO7iw+DzyMMPrXDeKk+zeGL6JJGaS0uPLZWHJTdhTn9PyrD8C+Nn0K3fTpLQXEYkLId+0rnt/WuqtLqLxNYawZ7aS2hup/LQsc5Kvlsf8AfIrzqeGqUa7bWja/r7jx5RcnGLWi/wCH/NHiM05Ytk8k1XJ43NXrWo/DmzhtnuV8h1ByOq5B+hrDg0bSUcL9jjkbHckivbudKaOO06wu9Rm8q3heTvgDpXpXgr4bObpL7VsGNcEQqcj8fWtKwAWBIIo4olHBWNcZ+vrXb2EnlWoTp2NNJsznO2x2/hC3WHT5WQAIX2r9AK6Ksnw3F5WiQcY3ZatVjtUn0GaolbHhnx+sbm/utAa3UfK1wCxbAXHl/wD165rwhpbXd5O9zL5tzEQr46HHp/nrXo3xT0r+0H0INK8e0Tk7cc7tlc7Z/wBnaBZGUzTC5RVM0aRhIkTfwc/xFuMd85rmqvnvC+x1UrwSnbRnUPPb2FgZZXVAFJyegA614Ve+K4x45TWiHaFLwSnb1KDjA98V03xE1e8ufIsrZmW1Zcuw6sT/AAn0Fecy6NfyQkqoKk/eJxUUqScXzdSq8+b3Udv8VdYtNetba9065S5ttyZdD90lTww7Hjoa8v7hR1NdJFpd2uitpwWNZZrhZJCz9lBC4x9TVmw8HosiveXO4bhlIhzj6mrw9NUoci2Rywg0nfqYWn6XPffuoUZpWOAoGa9i8AeBI9DhbUdQUPcsuF9EFRaTZWtoYorO3EUZ6nqzfU13UMmYEjA46H61uk2Kc7aI9G0aPy9HtV/2M/nzVq4OIGA6kY/OktV2WkK+iAfpSy8tGvq2fyqhdBWGISB2XH6V8MWl1NbXnmwSbd2cjsa+55TiJz6Ka+JbDSWZt0p7kgenNRUmoK7NqNN1HZG14f1hnTytQHkooJ84Qb8+ucc13OiWdhZ2VrPpkzyxXK75PlwA3Tj+WPaua0/SV8tVRsE9RXRWojtWit98v3g6or/JnOGyPU8c+1cDqqonGx3ql7NqSY74gTSN4ZFjDPbRyTkBhNIEyOuAT34rxh9KvhcGH7O5cf3fmH5ivWPGFqsxju55mVgDiMAcD/HiuZgugX2gBIzwOMHNdNCnKEdTkxFRVKl09EV9K8HOEWbUHEYOCIkOWb6+ler+G7Cz02z/AHNukfGOBzXIacA77AuADnntXaabh7ZmzhF7V0qPc5pz6Hpfg6LbpDyE5Lyk/lW7cPst5GHUKcVm+Go/K0C1HqCf1q/c/N5cf99x+Q5/pQLoSRJ5cKJ/dAFeMfHdWlj0xsZH75B/45/jXtDsERmPQDNeQ/GmEm00RT1xOT9TspS2KjueAaa5SWWFvZhz6V2LW815p0c287YiDkckY6ZHpz2rirj/AEXVUY5Cs+0/TpXdeGpmkURFs4J3UrDk7GNdxXbSeYqmZcfwjPP865t9Pvp7yRBbyZOWxtxn86960vT9NSJvPtVY854z+VSat4d0m303z4w8eTldrmpje9hqaWp8+Jpt5ceXHFbTNuySQhrtfD/gq9mijlmjW2iXP7yTr9MVurchHAXKoPvF+p963LFgWCcsWGP/ANVVZvQbmtzX8KeFtMtpVneMzSL/ABv6/wCFek6Qm6+JX7kaYWuT0dSMRofmA5PpXYaBHhJmPPIUGq5UjFycmbNHeiigo8M1i1tZtainuZtq2ttJIDjOD/jxivEPFFzJfavPdyDDSNnHoAMAflXp/iC+kubiUx4CsNm4dSPT6V5p4hg2ncB04rnpRtudmIqKWiItKnK3cUntzXqWnXf/ABLY4YACoLSdM/M5ya8gsyQoYNjB612Gh6yY3RGJww9elb8qe5xyvudtq+qE6alsZSV7Z4rkYyTOcHAHPHHNWL6cszfOd2442+9JBARIoIVjjqaEugulzpNJicEOQOfbpXZ2KFbMLjczelcfprlgoY4A/Wu40pDJKvrtAyOgq9jN6no+mJ5em26YxhBU85/dFc8tgfnSxLshRf7qgV5Tf6xq1x48vtLXXLu0hV5PKWNQ3KpkL04HXk1Jp0Oj8exq02mMRnb5mP8Ax2vKvGMcUd3p1xJkjcTtzwSgypI74JNbel6xqOsbzqF5LceWAU8wj5c9cfkK4L4m64F1W10+I5aOMs59C3T9B+tcTTdfQ7k0qGpHpk39oM7yP5gY/wAXOQO1dxY3NvDHHFJFGEOAfy7CvKdCvxbShd2BzkH+ddxBeJ5P2hJPmAPPt9a7HDS6OBvUseLbiESItusaYGN4WuZsp2MvAPJ+Y98/SpNTvGmlZju2t9046+2aZZRhZPvdMHGOTVKzC7SOs0kMFz0bsT2rt7CNitvGFGdy7q4zTZN+3bwo7etd7oURmu1JHG5dxH1pvQh6noyDaij0GKjJzcAf3Vz+f/6qju7xLONSySSMxwsca7mY1yXjLVNWsvC897Ar2FwZ41UiQFgufb1qTQ7C5YeUUzy/yivk20sh5gL5PJ4r0TU9YubLT4dWh8R6nPKZzbq84CiUhcs0YHRQTg59R9K5i3t+c461xYvod+C+18ixZRLHtPSqM0jyai8x3LFHlAR39Tntk8fhV+6lFhp89y3SOMtXFabrLTBonb5iT82anCUuZtsrGVGo8qNjXNRN0xQsxKjOeprBtkzMSVOW9s/jTp2ExVQd7dCwPSrsEIjlADkLjHHevQXmefbsdJpkSRopzya7XTVDrHHgFSCWx3NcZpULs4G4Dj+I9K7vQovlMjj7i4A9WPSm2iT1PTYzDplshGCIxxTGu7dr4jzo/wBwnzfMPlJ7H8BTNQjtvsAiu7nyLcABzv2bsds/4Vzr+JND0sGPSbFZX/vKu1c/7x5NQUbrz6heTiOG0WO1D/NLM+C6j+6o/rXnvxiHmf2WvmKzAS5Qfw/drCPivVtW8bXGm3uu3un2cs2yP7NNHEsXQnczjpjPGck8Vz8rXs+pXtreTXMjW0xQC5xvXkj5scZ4GccUpbBHc888R2u394BzWp4fv9hjk3YZlH41Y1+0MkZQjndiuf0tilvInO+JsfQHpUxZbVz2O0u/tMPySY9QGxUWq6jut1hUAKQeAenPvXF6VrJhkUF8KcA5HetS5mSQsE+ckkgkf1q5LS6MorWzIQu6cMRkdAeua6nR4FEauxxgCsGCER+WVYjGDn9a6LS43ZkC8gngGqTB3sdjpaqkYYDJYhePT1rttIiEVngd2JzXIaNbs8qREAMG5+grt7XAtV2cjnFISWpOeBTWdUXczBQO5OK4/wAd3Wq6Z4ca8g1FoJBMgAhQAYJweTkmuE1u/wDEelaXp95f6teGW4L7o3QYixtKg8Y3EHOP/r0FnJ3Sj5eO9cX4hjUqRjuaKKyW5oc3p43tIh6Fc/iKljldHG0470UVrHch7HV2DGYqX67Tz69K32iQOcDpx1ooonuKOxvaU2JAMDkY6V3+iKFt2YdTIsefbIoopvYye52muXc1lpck8DBZAVAJGcZOK8L1a9ubHxrf3yTF5xM2DIARyuDxj0JooqTUl8NxrF9qK53EICSeT1ryPxhK8/iG7mc5cynn6HA/lRRWEf40jpl/BRWRihRl4O4fyro9FnkZmjZiUyRg0UV1wOSpsWEYyXCE9j0HQ44q/F8soUdGIBooqejBdDrNIjQlgVHoPavQvD6hTagfxTjP4dKKKTIO4uH8q3klUAsqkjIrxvx9rt/qWgzJNLtiWZMRxjaOp/H9aKKC2cNquvtrMUEcmm2FuYVVI3t0dSqDooBYgDnPTk81rwINq8UUVxYvoehgvtfIyfGztH4ZnCnG5kU/TNeVxyukqkHoeKKK1wfwmWM+M6TT3LOCcHCcfnW+jFyuQBuPOBRRXTLc54m7YqF2EE5LYr0DTh5emFkJDKAQffGaKKozkVbdpL+XzbuWSdz/ABSMSavGCMAADAoorIo841bVf7L8RapH9hsbuKScMUu4d4DKOCDkEdTkZwe4NO0e7m1LULy7un8yedxJI2MZJyaKKT2GjP1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Cj8P+C7SzUDeSWdv7zV1pOFJ9KESRRszCUscjcQvsBXz/AHd4QuAehNfQEQK2gPcqT+fNfK9pq66nA8kZw2cFCfun0q4siSvZmqztcSktwqgkntWRfxX9yH+xxEwAArJjLN/uj3qOe4eUmESYjLhZCTjPqPoB+tdLpUSXbDGWQAMQp4Gfur+VcWIrODsjuwtBT3PNtUJ026+zXVpOZAoJ+0OeQehAHasa5uY5E2iCFSD95Mg17H480a1ufCF7dyRILi2VWikx8wwwyM+mCa8QI4yauhNTjcWIpunKxK9xK6BXYso6BqiPPI6UqKznAGcc1reHtAvNe1NLWBCFYgO5HCj/ABrcw3PTP2f/AA8974pk1eRP3NpGdhI6seP619NVwnw10SHRdPmtoFASIKmR3PJNd3QS2V4/nvZW7IoQfzNeR/Hic240GQHBBmI/8cr1y0+aJpD/AMtHLfh0FeOftBDdDoYB5Hn5/wDHKTCO5o6TrMV/odpeRsP3kQ3YPRuhH51TuZ3kOwHOTjFeY+DPEJtYfskrkQNJkZ/hb/64/lXXX+oRw8+aVLc7s9B7e/pTctDPktIvajOERktnUNGR5kr/AHV9vc+1cTfXkKGTcslxJn7zvtXH0HaptT1DbGu8lVHKxDnGf61x13fM7yNu6/hWSVzoi9DSudUtdjbra0ww+6QePxrMj1C4jR1gkYRkElGO5fz6islpN7ElsCpLaRjIscWSG+XFVYpk+9JUYKpWUcle34Vq+HrGfVdatbOJS0krheKyxazi8jiiicyFhtwvOa9/+F3gj+yLiHUryEC6nwyqefLHXFNMzloeuadaLYabbWi/dhiVB+AxVh/umlpD1AqiD5p0nS77U7kXUoYIhYAyHLMM8fQcVL408Tz6Ha2ujafO8NxK4uH2Ngx7eRj0yR+QrodW1OLQIIFVC01y4iRFGTk9/oBzXjXjOaYeNL6SbqJVwDz8u0Y/SuKnHmldnqYidoep794bu7bX9Cilk+aO7iw+DzyMMPrXDeKk+zeGL6JJGaS0uPLZWHJTdhTn9PyrD8C+Nn0K3fTpLQXEYkLId+0rnt/WuqtLqLxNYawZ7aS2hup/LQsc5Kvlsf8AfIrzqeGqUa7bWja/r7jx5RcnGLWi/wCH/NHiM05Ytk8k1XJ43NXrWo/DmzhtnuV8h1ByOq5B+hrDg0bSUcL9jjkbHckivbudKaOO06wu9Rm8q3heTvgDpXpXgr4bObpL7VsGNcEQqcj8fWtKwAWBIIo4olHBWNcZ+vrXb2EnlWoTp2NNJsznO2x2/hC3WHT5WQAIX2r9AK6Ksnw3F5WiQcY3ZatVjtUn0GaolbHhnx+sbm/utAa3UfK1wCxbAXHl/wD165rwhpbXd5O9zL5tzEQr46HHp/nrXo3xT0r+0H0INK8e0Tk7cc7tlc7Z/wBnaBZGUzTC5RVM0aRhIkTfwc/xFuMd85rmqvnvC+x1UrwSnbRnUPPb2FgZZXVAFJyegA614Ve+K4x45TWiHaFLwSnb1KDjA98V03xE1e8ufIsrZmW1Zcuw6sT/AAn0Fecy6NfyQkqoKk/eJxUUqScXzdSq8+b3Udv8VdYtNetba9065S5ttyZdD90lTww7Hjoa8v7hR1NdJFpd2uitpwWNZZrhZJCz9lBC4x9TVmw8HosiveXO4bhlIhzj6mrw9NUoci2Rywg0nfqYWn6XPffuoUZpWOAoGa9i8AeBI9DhbUdQUPcsuF9EFRaTZWtoYorO3EUZ6nqzfU13UMmYEjA46H61uk2Kc7aI9G0aPy9HtV/2M/nzVq4OIGA6kY/OktV2WkK+iAfpSy8tGvq2fyqhdBWGISB2XH6V8MWl1NbXnmwSbd2cjsa+55TiJz6Ka+JbDSWZt0p7kgenNRUmoK7NqNN1HZG14f1hnTytQHkooJ84Qb8+ucc13OiWdhZ2VrPpkzyxXK75PlwA3Tj+WPaua0/SV8tVRsE9RXRWojtWit98v3g6or/JnOGyPU8c+1cDqqonGx3ql7NqSY74gTSN4ZFjDPbRyTkBhNIEyOuAT34rxh9KvhcGH7O5cf3fmH5ivWPGFqsxju55mVgDiMAcD/HiuZgugX2gBIzwOMHNdNCnKEdTkxFRVKl09EV9K8HOEWbUHEYOCIkOWb6+ler+G7Cz02z/AHNukfGOBzXIacA77AuADnntXaabh7ZmzhF7V0qPc5pz6Hpfg6LbpDyE5Lyk/lW7cPst5GHUKcVm+Go/K0C1HqCf1q/c/N5cf99x+Q5/pQLoSRJ5cKJ/dAFeMfHdWlj0xsZH75B/45/jXtDsERmPQDNeQ/GmEm00RT1xOT9TspS2KjueAaa5SWWFvZhz6V2LW815p0c287YiDkckY6ZHpz2rirj/AEXVUY5Cs+0/TpXdeGpmkURFs4J3UrDk7GNdxXbSeYqmZcfwjPP865t9Pvp7yRBbyZOWxtxn86960vT9NSJvPtVY854z+VSat4d0m303z4w8eTldrmpje9hqaWp8+Jpt5ceXHFbTNuySQhrtfD/gq9mijlmjW2iXP7yTr9MVurchHAXKoPvF+p963LFgWCcsWGP/ANVVZvQbmtzX8KeFtMtpVneMzSL/ABv6/wCFek6Qm6+JX7kaYWuT0dSMRofmA5PpXYaBHhJmPPIUGq5UjFycmbNHeiigo8M1i1tZtainuZtq2ttJIDjOD/jxivEPFFzJfavPdyDDSNnHoAMAflXp/iC+kubiUx4CsNm4dSPT6V5p4hg2ncB04rnpRtudmIqKWiItKnK3cUntzXqWnXf/ABLY4YACoLSdM/M5ya8gsyQoYNjB612Gh6yY3RGJww9elb8qe5xyvudtq+qE6alsZSV7Z4rkYyTOcHAHPHHNWL6cszfOd2442+9JBARIoIVjjqaEugulzpNJicEOQOfbpXZ2KFbMLjczelcfprlgoY4A/Wu40pDJKvrtAyOgq9jN6no+mJ5em26YxhBU85/dFc8tgfnSxLshRf7qgV5Tf6xq1x48vtLXXLu0hV5PKWNQ3KpkL04HXk1Jp0Oj8exq02mMRnb5mP8Ax2vKvGMcUd3p1xJkjcTtzwSgypI74JNbel6xqOsbzqF5LceWAU8wj5c9cfkK4L4m64F1W10+I5aOMs59C3T9B+tcTTdfQ7k0qGpHpk39oM7yP5gY/wAXOQO1dxY3NvDHHFJFGEOAfy7CvKdCvxbShd2BzkH+ddxBeJ5P2hJPmAPPt9a7HDS6OBvUseLbiESItusaYGN4WuZsp2MvAPJ+Y98/SpNTvGmlZju2t9046+2aZZRhZPvdMHGOTVKzC7SOs0kMFz0bsT2rt7CNitvGFGdy7q4zTZN+3bwo7etd7oURmu1JHG5dxH1pvQh6noyDaij0GKjJzcAf3Vz+f/6qju7xLONSySSMxwsca7mY1yXjLVNWsvC897Ar2FwZ41UiQFgufb1qTQ7C5YeUUzy/yivk20sh5gL5PJ4r0TU9YubLT4dWh8R6nPKZzbq84CiUhcs0YHRQTg59R9K5i3t+c461xYvod+C+18ixZRLHtPSqM0jyai8x3LFHlAR39Tntk8fhV+6lFhp89y3SOMtXFabrLTBonb5iT82anCUuZtsrGVGo8qNjXNRN0xQsxKjOeprBtkzMSVOW9s/jTp2ExVQd7dCwPSrsEIjlADkLjHHevQXmefbsdJpkSRopzya7XTVDrHHgFSCWx3NcZpULs4G4Dj+I9K7vQovlMjj7i4A9WPSm2iT1PTYzDplshGCIxxTGu7dr4jzo/wBwnzfMPlJ7H8BTNQjtvsAiu7nyLcABzv2bsds/4Vzr+JND0sGPSbFZX/vKu1c/7x5NQUbrz6heTiOG0WO1D/NLM+C6j+6o/rXnvxiHmf2WvmKzAS5Qfw/drCPivVtW8bXGm3uu3un2cs2yP7NNHEsXQnczjpjPGck8Vz8rXs+pXtreTXMjW0xQC5xvXkj5scZ4GccUpbBHc888R2u394BzWp4fv9hjk3YZlH41Y1+0MkZQjndiuf0tilvInO+JsfQHpUxZbVz2O0u/tMPySY9QGxUWq6jut1hUAKQeAenPvXF6VrJhkUF8KcA5HetS5mSQsE+ckkgkf1q5LS6MorWzIQu6cMRkdAeua6nR4FEauxxgCsGCER+WVYjGDn9a6LS43ZkC8gngGqTB3sdjpaqkYYDJYhePT1rttIiEVngd2JzXIaNbs8qREAMG5+grt7XAtV2cjnFISWpOeBTWdUXczBQO5OK4/wAd3Wq6Z4ca8g1FoJBMgAhQAYJweTkmuE1u/wDEelaXp95f6teGW4L7o3QYixtKg8Y3EHOP/r0FnJ3Sj5eO9cX4hjUqRjuaKKyW5oc3p43tIh6Fc/iKljldHG0470UVrHch7HV2DGYqX67Tz69K32iQOcDpx1ooonuKOxvaU2JAMDkY6V3+iKFt2YdTIsefbIoopvYye52muXc1lpck8DBZAVAJGcZOK8L1a9ubHxrf3yTF5xM2DIARyuDxj0JooqTUl8NxrF9qK53EICSeT1ryPxhK8/iG7mc5cynn6HA/lRRWEf40jpl/BRWRihRl4O4fyro9FnkZmjZiUyRg0UV1wOSpsWEYyXCE9j0HQ44q/F8soUdGIBooqejBdDrNIjQlgVHoPavQvD6hTagfxTjP4dKKKTIO4uH8q3klUAsqkjIrxvx9rt/qWgzJNLtiWZMRxjaOp/H9aKKC2cNquvtrMUEcmm2FuYVVI3t0dSqDooBYgDnPTk81rwINq8UUVxYvoehgvtfIyfGztH4ZnCnG5kU/TNeVxyukqkHoeKKK1wfwmWM+M6TT3LOCcHCcfnW+jFyuQBuPOBRRXTLc54m7YqF2EE5LYr0DTh5emFkJDKAQffGaKKozkVbdpL+XzbuWSdz/ABSMSavGCMAADAoorIo841bVf7L8RapH9hsbuKScMUu4d4DKOCDkEdTkZwe4NO0e7m1LULy7un8yedxJI2MZJyaKKT2GjP1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"info": {"video_id": "83154", "label": "pretending to put empty bag onto trash can", "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": "bd4f42cbe6a021dd80d1fcab57a827b47c1485aa9c410afe38f25a385286d4b8"} +{"episode": 21842, "episode_seed": 3995364458, "split": "train", "timestamp": "2025-10-13T03:03:29.072519", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3995364458, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stone on it until it starts sliding down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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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PI9aytU1C10yzku7uVY4kGck9fYU4xV7hKbSaXU8L1nQ77Q7zybxB8+fLkU5VwPT/AArVsYjDbpGcZA5o1XXH8Ta2knlBbO3BMYPU59fyFTIa8/MK3NaCPqOG8JyqWIl10X6/15FgdK6rw1rzWjCJ2JXjcnp23L/UVySNUgypV0Yo6nKsOxrz6NV0p3PoMwwUcZR5Hutj261uI7mFZI3BUjPFWd2RyuRXm3h3xA0TYYnj76Dt/tD2r0K1uUuYhJEwORng9a96lUVRXR+eYrDTw83GSJiBj5SR9agkXnPQ9xUxOTwPwqJwM5H4itrHLchY4H9K5rxTqT2WnyQ2rhbqVSEJ/h963b+7hsbSSec4RBnnvXlWoatLf3sly5+8eB6CsK1TkjZbs0o0+eV+iPPb2OaC5kjnDCTOSW7+9WNLiL3BfHCDv610mqR2l9bsLgbWUfK46j6VmafD5FsoIAYjJrGtXtSt1Z6mVYX2uLUntHX/ACNBDirVrcta3CyKzJj+Jeo96pg1IMGvITcXdH286catNwlsz1LQNejvY1jlZRJjPHQ+49vaujGeMHNeKWN69jMCHKpnII6ofX6V6XoOupdRiKUgOBkgenqPb2r2cPXVRWe58LmOXyw021sdFnswprYA449jS546gg01uRg11o8lkJ46VmarfrYWTzNw3RB6mtJ+O/T1rzjxRrYvtQMUTZhh+Ue57ms6tT2cblU4e0lY4TxFZXJnkvGdpldyzE9Vz/SufBya71rhShDDI+lc9cWFsmpK8AGzBZ07A9q5qVXlj7x2OjKvWjCPXQsWURigROMgc1dB4461XU1KpzXmTbk7s+9oRjTgoR2R0fhrxA1hKIJ3PlZ4J/g/xHqK9LtrhLiIOhB46A5/yK8SZcgFThhyDXS+GvET2ciwTMRGDweuz/FTXZhsRb3WfN5rljTdSmj0/PrQTUFtcpcxhlIz3AOf8ipia9FO5829BjHn2qrd3C2ttJM/RBn61Zck5yetcf4v1QRrHYo3zfef+lTUnyRbHCHPJROK120bUrmS6DlZnOTnoa4e5ikt53ikUqwPQ13pm9TWZqcFreRN5vDL0fuK4aFRxbud2IXNBR7Gip4qVWqsrVKDxXktH6bCRaU981Ip5qsG4p4OKyaOhSN7RdaOnOLe4f8A0Rj8rH/lif8A4n+VejWF+sqiKVuT91vWvH92eDjFbGia2bB0s7p/9GJxFIT/AKs/3T7enpXqYLFtfu5nyeeZOpXr0V6r9V+p6jJlTjH5VXZgeB+VU7TVonSSO4lAMIyXPYYzz+Fec+I/iY9xI1noaEk/L57Dr9BXrOSSPi+SV7HXeJPFdh4fgJlcSXBHyQqeT9a8b1vWdQ8Q3nm3rkrnMcCn5UFVnM93cNJJIZp2PzyscgH29T+laPhnSIdX8QNps99LbBo5GRkTeXdULBfboeT6VhOrd8sTtpYS0VVqp8pS0uJ4bm5VznhMccY56VrBsVj6ZK7tIzsWOF6/jWorZrzK93N3Pr8t5I0IqG2v5ssqalBwOtVVPNSAmuZo9WMtCyjvG6yRttdeh/ofUV13h/xCYyOSAD+8jB5U+o9v51xavxTkkkhlWaJtsi9PQj0PtW2HrOlLyPOzLL44qF0vePcYLpLqFXjZTuGeOhof5VJLjAHNeeaB4kEShskRlgHjJ5Rvb/PNSeOPGSWlnFYWkim4uVyzL/Cvr/8AWr3I1oyjzHwFbCzp1OQy/GPiI6lc/ZLaQ/ZoTgkfxNXJSXaxIS7jI61Qe6NuC6sQG/HJ9qzrl5pk8xyQAeFz0rll70uaR006b5eWPTcdf3k14rbSRGO3rW0p4FP1rRNLtPDdvqmmajeTK1ybXNzCI1uCE3O8QznapIU7v7w9wIFPFY4hOyR7eT8i5nHy/Usq1Sqe+aqg8VKpyOK4mj6OEiwDzVuw1B7KVQXKoDlWH8B/w/lWeDjrTicjFEJODuiMRRjXhyyPV9C1xbmPypCA4GSv9R/hW4TuAIbg9D614tp+pSWMyKXKqD+7kzyh9PpXoOn+J4PsM0ty6J5ClpATgcdx/hXs0K6mtT4TH4CWHnog8X62umWX2aJx9pnBA9hXl7SEEsxPvmm6rrb67fS3kmeWIjX0FY9xfSyfu42yRwW7D6etZ1G5yv0M6VNxXKt2Wr3UvLBjjO5zVTTS5nnaRiSdvX8aveEtM0zVvEcWnatdT20U7bVnSaOMIepZjJxjGeOpOBUcto2nazqNkyTx/Z52iCXAAkUBiMNjIz64OKiorQdj0MvUViY33V/yZZDVp2+nSyJvkPlqV3DP+eKzrQK9woOD3APQ07VtX+0J9nhkK24A3cdSK5Y077nrY3H1KUlTpb9yUcDrQcqdynDDoaq20jSQqx61OG4NYtOLPYTjVhrszqvDniNrZlhmcrGOAevl/wCKmvQ4blJ4wVxnGSM5/H6V4gSyN5iHDj9fauq8OeJvJ2QTuRGDhWPWI+nuvtXdh69tGfK5nlzi+eB6Be3cdlaS3MnCRqTzXkd/fPf3kl07ElzkfSt7xz4kUtb6XGw3ON8u05GO34GuGmvBAp2ng/jn6VpXk5yUUeZQjyLmZdmu1iUszYxWDf3ct0rbSVQdvWo7iSWYb3J68KK6DxD4Ov8Aw54d0jULwzLPfGTzYTGQLcAIUVj/AHmVs47dOoOCELamkkr2n1LqdamXrRRXjSP0mmSqcc0F2z1oorM6Og7cc04gOpVhkEcg0UUhs0tPvrh/DerRPIWFuhRGP3tpXoT3xXARqFjgVePOUlz3IBxj6UUV7cW/Zp+R+d14r644205jSRFRAqgAAVSttTuNG1z7fa7POiLBd65HzKVPH0Y0UVz0PiZ6+ZpexS8/0I9M4838K1EooqK3xM6cu/gx+f5ky8U/cQOKKK5nuerHYRWJBNODHAoooYxpla2mimjOGLqjA9GBPeqmvfvfELB+QsII/AGiiu7C/CfKZ2kquhkwjzz5shyxH4Aegp13hbfoOoooq5fGFKKWFduxe1/xVJ4gtreGbSdMtjboscUlqkilI1zhAC5UDnJwOTz60idaKKeI6Cyj7Xy/UlFSqSOaKK4mfQwBnbPWnEnP4UUUi7gwDKQwyD2NMeeQ6Lfxk5CfKCepHHX1oorbD/EeTmyXs0zCclI4Y1OBIuWPc+30qWONVXgUUV1VDxsAlZsm0/XW0eS4jOnadfRSurGO9g8wKy5wQQQR1ORnB7g0n9oXOq6jeX95KZLm4k82R8YyxyTwOn0ooqp/wwwv+9/f+o+X/VHBIPqKzrMGaULIxYDnBoorOn8DOzFq+Ipo3FO1cDgU5WJBNFFcjPeXQXPFQOxiljdepYA+9FFOG5z4vWkypekvq8pbnCA/kKpxnzj5j8sf0oort+yfMU0nXdx1wMQ8ccirN/4l1bU9JttMvb2ae2t5HlQSSMxLNjqSecbePTJ9aKKqnsPFpe0R/9k=", "info": {"video_id": "53975", "label": "lifting a surface with stone on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "53975", "label": "lifting a surface with stone on it until it starts sliding 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": "7a169e0b9f6267945f757a03398c400fc3690b45abbcc21516449e4cd9a9cf6b"} +{"episode": 21843, "episode_seed": 1258009203, "split": "train", "timestamp": "2025-10-13T03:03:30.684177", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1258009203, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 adapter up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "212005", "label": "moving adapter up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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OOQykfzNeYRaWUVmaRsYIx6iuiSgqaqSerOKm6s6zoRjoramlb6nF5QJ2bs/x56Go75AUQsNpYAqynOCBVdrGMw45LFcDPrVHTrqVxNZXDET2+AEP9z1FcsZKS0OurScZNvYfORIsZxI2Dljn68V47b5udReQ84Oa9nmjaObZ0RwJMAHqM815Fo0OZpCR1PFTN6BR3Ow0OEHYT3Fder7YAPQYrm9Jj2Ba6FiPKFYI6mT2KB5XducgYplxHJJO77QyIdpU+h6kfSltZguAPvGtSLZBbu7svzZbBHXpxWkI33JqT5VoW9ODmwgkYD5VHzAnqP8AOahlt0t9Q8/YNlwMHdx8/Y/jgj8qtabIyWKOflwTheD0NF44lKN16nkdPpW0pqKuzCEOadkVppAJITiNTJndtbtmsDxldCHRHt1jKvMwhXDZzkiteVt8wBAyFI4HWuV8SuLzxFodlEcMjNNITyOAAKiNRSbKqUJRijStoltYUgWQiMLyvU5A5FYuq4MkTszthm+8MccV0NxAzeYB95eVI9Rzn6VzniKb93FMcAtuYgHp0pvYygveKtoga7jY8qTuzjPTn+lbjf8AHvKqPnKnYGX9KytLwtomGkDAZBI6ZBz+Vb0bCOIjOVGWJ4yBjpTgrIdSbk0uw/RSU02AMwBVAgGzJOM1rT2aXFt+6b95j5S3HzCs7Q0YWULcgmPrjpk5roIMADBdgMjp0561drqxN3GVzP0i6PmtCXGwqW2kZ2sOo/Wr97bOI/tFsdtxHk5A4Zf7uKigijh1NHBy0gIII68da1yIyCcHf6Z6DpnrSWisU3eXMZyOs0IYyMWdcrhOOma5bRCjeONakeQJ5ttAB3JIro1cwo+1mGdxXHbPb8657TdKuYvF1xfsUS2ltwgfdkkjb2pQlGWnkOrTlBXfc1r7dIQysjMMHGOWGOf8+1Z90c+Wd0Sl25GOxzWhcSGaMZXhON4/iNZ7rsk8nGckMpI6DnIpXTM2mtzlfPVf3ALKGwzc5P04q/bsvlhYxtz3Pb3NQWarDE0jINxPzHHOT0qaaFYLAM0jgn7wUdfUZrGUHJ3Z1wqRirI1NPlA1Z0H+pMKHcPUE8D+ddFNeQW8VxPJMkcUYLksOAOOK4TT737JK120gEajfIeuBzkfgMU57291i8t4JJWW2kfz2hwMBQflB/nW6kkjFwcmmjp4dYsrzWYzJIIURAyrP8u45/8Ar5rpiVljEquH3YyUYMP0rzmHbqOqSyuo8iIbU9x3P41e0nUodMvM/aPKs5WKsuePY4+oqW1Jao0jFxaaZ2sinYwHYVlOSZQB2X+tXoL2G8tRLbSbkbIBx371UYjzx0zt/rXNJaHZGW4jLuBA5zwPqaZcEIqkDHlsRin7zFJ5nXb82O1E+2a3LSMNxG7jr7VrSVk7HJiXdrscl4hYkQDau5mYHJ6nIrkvEF4tvpxjRR5suN/+zxjArpvE5CS2q5DLyy15/wCIDm8hh3FnxubsAT2rR3MYJdTpvDLfZ7OML95lNeg6LZJJaLI/LZrz3w6Q97axdtjL+OK9C025ENuE75rK50WsjqvDFvFPq+XI2REYz616T9pgRB86gCvFbLVJLe1llgcCSSQqCT6f/rqzPrN6lsEadjI3YV1rk5EnucThVlUclax1/jK4t7t7UIyu0e7I9M4/wriLsBN/GBtq3FI7nzZGySMc96rX2GDlh0XrXLWs2+U9HD3jFKW5WzlfQjisTXI2sgurRZLQtiVQPvRHAb8uv4VuNwBt/Oo7gRXVjLBJGAixMrk+4OamirO5OKd4WKNxJ56rtblUzG2OCf8AP6V5no0B3jjvXb6PJJJ4bs5GzIfK8tvwyD/Kua0+IRKDVVWYUOpu2rCNRViS83FUU8ngVled8hC5zS20q/aovMBAVt3+fwqYxNWzrNNtmXbI7EEDdjFXb2QvPbW6MMyHcP0GT+tOs8uw2SMQgGMjrnNWFgf+1UcKOYiqllH94f8A163cVscyk27suGJUhWOMZhUYX3PqajkUCI9u+KmMm6IglHGBtxwc561G7fu2yM5B6VjUguY66FRuGxmMwEoz/dFcza2lxceNb25kH7uFRFFkepGa6YqBKeSQVGR+dJCY4ZzI6jGSSR3PvUU7qVjWq0437CTyhZPMOCChHHfrXI66mbiyRvmhO5uO2cZH9a626hbykKZGOgbrzwP1rltaKieHdvXaSnT3610Xb3POWmqG2eI/lBkZVG3Hr8tXZJhIskaEFO7D27fnWOs6OwjZztTg+rn3rTt3QSIT8sa8nI6n0rOU7vlidFOlyrnkdFpUiGwtguMpGpz3rUhlBjH31x1yOOv9awPD85GnYlDblDIpXsM8Gtlmb7NLIu/dsIIK8Z7Vv5nM97DdOZp7xrpiSkQxk/oPrjmtAs3mZyP92q2kokFhEpdmDKHb5cgkjNW2Kh8Arg4xj3rGopW0Z00ZQcrNGfcggMP9k1CoGwenQ1ZvlOCV5+Q5qsuEQehxnvXM009DuUk0CAeXOpXg8g9s4qld/MsbRoC0akkeoz0rR2qY42DjcSSR7dKyZ/3TEuNpU4BP6V1xuoqJ5VW0puSPPJL+8W4eFtu0EMAvtzXUtcRTaSUd1zKp2r1Oe/Paubisvt00UkjBEyBjPJ96vWMKrcoiBQN+X47A5IzU81jaMFLXtqOvkENnEm8BbmTYf9xeWqe0uPNklZOGm+VPUIB/h/Oud1XUftV+QeI7fKcd/mJP6/yrc0GM+T9ok+/L/wCOj0pyCLOit7ZFtjGXEUe1pJZP7iAZJ/z61hWFiZZlkKkmRhtUDgZ6AD1q9LNPdmSziP8Ao7FfOP8AeCnIX6Z5P0Fdl8P9GS+8QLNIuYLMCX239FH8z+FXG2iRE5ON5PboXP8AhHrjw7ptulyyb5CWIU9DxxVC44wR2PFdT8RfOkn0e2iuXt1lklDukQduEyMA15JbeJ9V897Q2QvnjYqZIvlzzjntTrYWbj7SOxOEx8L+ym/eXkdgkiGZd4BRSM59KdNkIxMKgnpn0zXMjWpraaNtV0yW0t3baZhIGC/72OgpYJZtX8XXOmtqtxawESeR5Q3glULKo7AcE5P9aypRklqaYiUZSXKUvFBEL2spQBNjED6YrzPzzfam05zgtwDW9q+r3MtorXE8khCnZvPQnFYWmx/df1aqkRBanXaCfKv4XPQP/SuvabZJweOa5OwTCgjqOa15JmZR6msjoNnSQWjLMTsDs+K1bFPt9zLIzFVXhG96xrKUR2RXvg1vaPtttNAZ/LkdSwbpnnn/AArSN29TOo+WOhO06RoUY4I4qCU7lwecdqtzh5IzIGRlIxnHGc9KzX3JkHkj0PFZVIuJvQqKe5Er7VKkk4OKoeILmOz8P3Ey79/lHc27vnFTyEvg4wK5zx3cmLw1bwxmTN1OM5PBxRRd2LFJcpd0y28nQbWJo3LLGpYbvr/jXKm4WJMZrodT2WPh2HUNN1rUpENwbUefGsazkICzxY+bapwp3eo9wOKDNOhbk84AHetJRuzmg7HUaMguVYs5XPAI5wc020RhdASEiPexOR26Zqjp8l1aRFciNZFDHaCWH0rf00R7Zd7qGZFJVhnggkirVrWKacfeZ01k6RmKAyiRlHDjtWqgV5kOGIzwuOSP8/zrkLCWWJg+4uR3bnP+RXYA+XEnBCjj3Oeg/L+dKMua5NSHJbzHzgo6tuHlkcY/hPoarvIN3ykY7+lW5Pn+QCN0Kgg++DmsyaNozlYtg2gnHp71NWLWqNKFVP3WQTHZIGyQehpU2zS7HZgpzkAdcCo5pB0IJ9OKggBeZELldxz0z0rnjJ81jsqJcjZNOytE2ZJPmwOnQY61zGusRcxbS5JJPP4Yx+dXbS7j1PxjJpt7qt1a2ssmyN45Io1j9SxfjGM8DknArn9Snu4tZubO4kuGe1leNVuAodcHGG28Z4GcHHpXWzy0X4Ykjt1iVcM+OfUjrS6iEg2KHY7h1xgAHv78VgWupXJuk84LiNyDjjAPBroL64huFhQSBzHhsqOnHAz3pKxp7zdjR0GRthjLsI3B2kLnBB/wrr0PmRsHQc9QOnPArkLOVtOiEQIYSDggZw3fJ7V0mlyieFE37sfeBPSqvbQUoNrm6bGjCGjsx1VUzwByRj+n+NIZCwZ88n1qSFwqls5ABLORkH8O9VJxtY+XOgQ5IGOlTUTtoVRnFSdxlwwdTjgnIqoJMryOQcZz3qQyBlx2xzVKZsN8pyW5rlcj0FFWLieZGpmXYN4+Xcc496pX7P8AvAXjxkDnnBHH8qpa3cTwaC88R8thIoRgRnnr9e1ZuvaZrmh6Lpt9eXNwJb3zPNhZMCAAKUDHH3mDZx2+ua64/CrHmVF77MCzf90/yL8oBHFWLNism8HlVOPyoorOe6NqHwyOSjdpXUucl5FLe+STXcwEx2DheMNge1FFORMTQsoliQlc5I5Jr1/4d28cfhZJ1XEs8rs7euCVH4YFFFa0tzmxn8Mj8f6da6lY2q3Ue8JKSvzEYyMHp7VxH2O3ske2tYlhhU8Kv0oop4hu1isvStf1KF0on00PIATvKnjgg1wFrfzaF4jupbLaPsrnylcbgAylSPphjiiisaZ0VTmtZdjJHHn5Vzj9Kn0sDyB9TRRVS2JjudVYfdWtA/eAoorM1RfsjmZQeRjpXTRzsF24UhCwGR9KKKuBhW3LSvvKKVXaXHGOPWqUqgGVvRlAHYZoorSpsKh8RQPNyYz91lJP61wXiqaQ3NlblsxLJuC++D/hRRWFPc6KxL4j8VS6xawRPpenWxgURxyW6OpRFBwgBcqBzk4HJ5rK0qQq3AGQvBxyKKK0e5h0NR5Wcgt1VQK2Ld9l3cnAO6Ide2B2/OiikviZvL4ImhpqiWeGNs7WdQa62RjD5W3u2Dn06UUVNDcWL6DraJCgkC4ZeRj2zUWoLttzPkl3IJJPqBRRW7+E5IfEjNuflTI68HP1FULuV4Ht5oyQ45/WiiuRfEelU2OWuNek03Vr1GsLC9jmlEhju4N4Vl6EEEEdTkZwe4NZcuoXOparLfXUm+4uGaWR8Yyx5/D6UUV0dDhHpbxy6hOXBO0NgdqvWrFEk24AWJsADgdOaKKj7SOhfAzoWma4WIuB34A9yP6V0GhJl5uSPlH86KKl/wAUP+Yf+u5pl2iklKnjLJgjjAFOjIls5JGVcoQo9MHGaKK6EcLKE6KrcAD/APXVDaMnjvRRXDP4j1qT/dmLrMhl8NSZABW5XBHvmucvtd1LUNNi067u5pre2kaVBJIzElwM5JPONvHpk+tFFdcdjgn8R//Z", "info": {"video_id": "212005", "label": "moving adapter up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "605b3bec3277322986a96154051c7706a06c4be75b75fe1ce33b43c90bf06a65"} +{"episode": 21844, "episode_seed": 200038776, "split": "train", "timestamp": "2025-10-13T03:03:33.434145", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 200038776, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting lunch box with snacks box on it slightly so it doesn't fall down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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nF4eWjwSASD16dq9KsX3WUB9Y1P6CtLWSJT3NyxvxZX9vLyVD/MB3B4NdkPDljfgT2821JPm+XBX8K80mcGQLnjGK0dC8QXFvEYJxKXjO0vFKULehI5BPvXDjXS5V7ZXRjVstWegR+EYVGDdSEegFWU8M2MQy7OwHqcVyyeKR5ZX/AE457mZcj8cVXn18SDHkSv8A9drhmH5DFed7XAR1UV+L/wAyPaQNXxXrNrpWizw2YQgDadvQn+7nuT39BXmUWsPe3xNzBHEfKGNhzkZq54jubjUIXQOoZUyqKMBR7Cub+ezaNpzukVgrEDGVIGBXVTxDqwulZdDrw6uuYs6tE9hcpqNryB1HqD1BrxrOSeO9e4z/ALyzaNuw4zXhwHLV10JNqxpVWwqjnI5rufhq+3VrsesH/swrhR1r0DwNpt3Y6kZ51CxzW+UOc5zg10JGR6xZWxudOvFQEyACQ+4GBgfQA/nVaO0idysy5R+/oaueHb9bPUkaVv3LqUfPb3/x+tdlL4Wtbs+bbyeXu5wBlfwrysdh605qpQfvL5eljmnG711OQg0Vos+VdzxrjgI2KguNHPMl3cvKB0BJNdgfCt7CMQ3KEehqpP4a1InLKJD/ALwrGeNzVKzWvdJX+9GH1LDr7L9Lu35nHNaRvHKjDajrj5R0rHubc6PJHqFsrlVOydD1Yf4969KtPC8qyiS72qi87Ac5rjNcv4Z9Zu4E5jkORkcHtx+Wa0wca0Ic1Q9ChJtcrQ4XEdxAk0TbkdQyn1FeafFA5fS/+2v/ALLXUaXcGyvZdNkJ2MS8Oe3qP61ynxMO46cfTzP/AGWvUi01dFNWdjguhqaFh5qnHOR0qIqTz0rsfB9nC+n3s08SOAy8suSoAPI/E1cVfQlux6tbNujX/dH8q6SHT21TSI5YMyTQMyOD1YZzXJ2cmLeMn+4v8q2fDviA2GqGDj98MhGOA2OOD2b+dYYmnCpTcZ7GVRK2pYjsnh+SSBivoV5FWwMIoWFjjoCOBXYR67Z7R58U0R/24j/OrDavpiAFpFGRkfJXkLApRcVX0/rzISW+hwiWFxcSYSJ3c+gqbXbL+zNAEIAe7kfzMD/ZHT+n41102uWuw/ZoZZWx2TaPxJ4FeV+K/El5NqwW1khYqp3MRlR7L7D171thcLQoSvzczZUFeWm5h6k7uItTtciZPmB/vD0NasF7He2aXER+Vx09D3FZ2mzx3Vgscv3myCffNZtvcHRtTe2lOLaY8HsrV30Z68p2TjdXPJcYZcdfelKEGrMVrJcTxR8cn7w9K1F0owSW87yK0QuY0Ix1ya6UmQ46XO68MlE0rS1jdZFB2kqc7W5z+deh6BfCy1OJzyCCpUdWHU49xjP4GvPLXSLaz1GO9i3JIZizbWwrbj0I6cZrfnuGRraSNyrxyq4IPI7VNd2g32Rzv4WeytpWn6nGtwvVxnzIz1qu3hkKSYbpl+orn9K1iIoGaSW0lP3miGUY+pXt+FdHa6nK+MXtrOvv8jfka8aLwmJd5QTfdf0n+BMZRZSm8N3Z6SpJjpljUUfhidpMzsqJ3wcmtr+0Lwf8uauPVJRVLUdauYbdmdI7RMcu7Bm/BR1NP6lg4vms/wAf1/zG+Xc5PxZewWN9bwR8CJdh9AOv59Pzrhr+X+y9VjvUyIJPklA9PX8Kk1rXTfyPH9ldYxNkTO2ScHr9TWWEfX/E1zpc2qz28BEhiCIGywQsF9hweT/Wu5fGnE6oaQ1Mb4l7JjpuTnIkwR/wGsGxNhJGN6oFVCo3LnBxjr7dajae51W2RLqd3NsvyBucA/8A6qrfbE+xx6fEhabzd6tjHGDkV2K6VwTsrHW+Hr+2i8PWnnuF2oVY+m09D+ddRptyr2Vuc8GNT+leaaUY3lkhuGWMbd2H4BxXaaVcbtPtznrGv8qXO2S4qOxvTOPN3eozQpBYOrFH6ZH9arb/ADIwe4oST1qakIzXLJXRDSejL4muMf60Y/3RThLMw+aUgewAqsj5wPWnM2G6/lXL9Rw6d+REeyh2JZbW2nRWls97hSvmI3zH6g1l3QtVvbWGFi6h97K/UYGMfnWxFJmJfpXP+L1P9mC5hdo7mKQbJFODz2PqK1dBWtHQ6I1LaF2+dVwcg5U9K8QI/ekdK9O1dEtvD0WoWWs6hODcm3zcxLGtwQm53iHXapIU7vUe4HntrbLNcgSNlcHvjNOjBxbTKk+dqxWjgaSVY1VizHACjJP0Fen6FqFrcyWq20qsBEQ8efmRgPSuQs7KOy1LTZwWO+Zhg9uOP611ttDa211byRIgYAxhgOSMEmulKyZhJe9Y6G4upbeS1lhbDRyhs/mOfbmu80jW0WFfKu5LM942XfH+HcV5u8glGCeCMVsadfxiMJKwVx+RrxsylVptVIK6+f6anPWUk+ZHq1rrVyy/6+yn44KPtP5HFTHWb0DnT1Pusy4rzlJI2AIZTTyxA6/rXnRziSVmn96/VGaqs6HxJ4imgsZTMY4RtP7qN90j+xI+6K8tbWEvtUtHNu0G0EZY/eBrS16VzayLEu5sZI9veudkYqiSyoI5oSPlznjHWvQw2JnVg5SW524aLkuZl7XrZmiS9tm+eM7gR2IrjfG94moWemzoOSJNwH8LfLkV0ukzxan4mbSr7Urq1tJn2o8cscax9yWMnGMZ46k4FcRr1tPZa1d2jicCCd02TgCRcHHzAcZwOccV6FG6WptOzKC6bdGLOwHCFzg9ABk11GlaRKunQXVldNbtJbruA+ZZGOc7gfasqK6mgsVmkVGEwZBzz+NXNN1qW20qK3jj3PCmwj+96GulOKM5xv8ACeh2c/8AosXPIjX+VQyfMUkAyyHOPUd6z7Cc/ZIST/Av8qurJWVSKqRcZbMzlG6szprDVblIl8i8lUeiuf5VfGt6lj/j+l/OuQV16kDPrUiHnIY/ma8aWW4hP3KunzOf2ElszobzUriWI/aLqR19GfiuLvYWu7o3MFyMBM7VIPGehFa8UhimEgILDpuGRT5xbsd1zaqBz+8i9+5Fa0MFUpNznLmZ04emoO8nqY9lKRfTRKpXB8zHpmjWIBdQEnriqt9evFp17d20pjeS4XDL129MVB4h0vW9C0LTL27u7oTXpk8yEpgQAbSgY4+8Q2cdvqDXRCDeqOpySPPI5GjQMp+Yd61bu4m+zrD5hK70b3zwaKK7kQ9jol1O6kv7KMvhJpFZlHTOAeK6bcWTBPaiip3WpnNHT6XI0lnE7dSozWmtFFfAVfjZ5aH7mA4JH0NZ2pO3kOc9u9FFOnJtpXKRxzqJrBg46Bm49a5s6lPpniOW+t9nnRsdu4ZHK7Tx9CaKK+xo7nsS+FGPbqI7hwvsKpXiqNUtQABlsnFFFd8fhRmy/NaxNEzEEn3PSug0wlbGAA8BBRRSW4S2Nu1ck9a0FjQjO0UUVZmOKLwMVXf5WIHaiipYFiFiYVrG8Uk/2M2f+eifzoopgcx4g8StraWsUul6dbNCgijktkdSka9EALlQOcnA5PNcpDGDdJHkhS4H60UVPUtbFq6Zo7vajMBFJlOemOlaulzyS6tCzuTlS2O2SDk0UUPcfQ61CeKnUnFFFBmydHYEYJH0NWPPm24818fWiisJ0actXFfcQ4rsWrixgltIJsMsjR/MysRnjvWDqK+Zp8hclmLxqWPXBAoorBpLRHclZGNdar/YmrX1uun2F5BJKD5d5D5gBQfKQQQR1ORnB7g1iajez6jPe392wluZyZZGI6seeg6fhRRXVS6GEupim4klcW7HESkuFA74rV0BRJLOrjI8on8qKK1l8Ql8LOs01ibG3/65r/KtFDRRQSyZCeeasxcqfpRRSEICdw+tXNxIJJoooGcT4vX7E6iAsq3B3uueNwPUelZt/wCINT1DTLfTru8mmt7d3lUSSMxLNjOcnnG3j0yfWiis3uX2P//Z", 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", 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", "info": {"video_id": "193101", "label": "tilting lunch box with snacks box on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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qWLpdnI4kRXU+vA/rTItKhugJEJilH3tvrXV6MlprukxW9wQZ4VAJB59mHsast4PdTugugD2yuDXi1KWMo13Wwr39Pmmmck6MKitNXRy0mk3JjCrfzkY5DMf6VnTadDbsUT53P3mNdrL4b1QLgSow9jiqR8L35bBjVR6lqzrYnMqq9nKNk97K1/uIjhqNN80E7+bbOKvNLt7pw0gb5lCnj5QegNQ6RevG8mmXRPnwfcY/xoP6iuz8Q2sGh+H2Rm3TSMGyB3Xn8u34151qrtMkWo2/E0R3Ajv6ivRoc9OKVTc9KDc467m7cN8rfQ188f3vrXvKXiXlklxGfldc49D3FeEY+ZgPWuwkFb2zXovwyfH9oAekZ/nXn9rB5t1FGeQzgH6Z5r2LSoobe/mSKNI2MYLhBgHng1aWlyb62O00h0GoQrITskOwjscgjn86tXeiXFpN/q2Kg/JIBkEVzz3RiQEAkjn8ua9A8P8AidLzT4pXjeZSo/eRLu/76XqDXn47DU6ySk7PuYzSuYUMYjbd5DK/qFp0kTyDasTKvoB1ruI9Y06TPJBAyQ0ZH86Q65pYHysWPosZP9K4JYFTSUq91/XmJJLayOV0zQ5ZplmmQpAhydwxu9q5PXLhZdVuY9n7m4JdDjg84P8AQ/jXa+JvEfkadLsRoUZSBv4eT2A7D1JryddXvJ7y1+1mIpztCLjtiuuhSo0oOEHfzNsOtdCfSbtrK7fTJj8hJaAnt6rXJfFI7jpf/bX/ANlrqdZtRcW63VudsqHIx1BFcR44vxqVnpsnAlQSLIvoflrupz5kbTjZ3OMYc1u+HtA/thZ3M/l+SVwNud/UkVjqgKZB7V1/h2W50vT2zZvNb3UXnF4eWjwSASD16dq2gk3qZyuj1OykzbxH1Rf5Vp2N+LK/t5eSof5gO4PBrDsX3WUB9Y1P6CnzODIFzxjFD2E9T0seHLG/Ant5tqSfN8uCv4VNH4RhUYN1IR6AV5/oXiC4t4jBOJS8Z2l4pShb0JHIJ966BPFI8sr/AKcc9zMuR+OK8OcsEpvnik/mcynFPU6lPDNjEMuzsB6nFYfivWbXStFnhswhAG07ehP93Pcnv6CsqfXxIMeRK/8A12uGYfkMVyfiO5uNQhdA6hlTKoowFHsKdPE0FLkoRSb7f8N/mVGSlJKKKcWsPe3xNzBHEfKGNhzkZqhqsb6fdx6ja846j1HcGq3z2bRtOd0isFYgYypAwK1Zv3lqY27DjNdftGp8x6SirWPFMYZcdfelKEGrMVrJcTxR8cn7w9K1F0owSW87yK0QuY0Ix1ya70mYOOlzuvDJRNK0tY3WRQdpKnO1uc/nXoegXwstTic8ggqVHVh1OPcYz+Brzy10i2s9RjvYtySGYs21sK249COnGa357hka2kjcq8cquCDyO1TXdoN9kc7+FnsraVp+pxrcL1cZ8yM9art4ZCkmG6ZfqK5/StYiKBmkltJT95ohlGPqV7fhXR2upyvjF7azr7/I35GvGi8JiXeUE33X9J/gTGUWUpvDd2ekqSY6ZY1FH4YnaTM7Kid8HJra/tC8H/Lmrj1SUVS1HWrmG3ZnSO0THLuwZvwUdTT+pYOL5rP8f1/zG+Xc5PxZewWN9bwR8CJdh9AOv59Pzrhr+X+y9VjvUyIJPklA9PX8Kk1rXTfyPH9ldYxNkTO2ScHr9TWWEfX/ABNc6XNqs9vARIYgiBssELBfYcHk/wBa7l8acTqhpDUwfikwf+zCMEYlwR/wGvPVQsoPWtfUr+7v4LaK4nd/JBChj0BxTrHS4ZlhDOwJ++Qe3eutK+wlG5b8Jz29lPI9y5hEy7Y5WGF3A+v416Tpk2dPhfI5XPHTqa4vw7DBJpKRyorNHJKmGAIOTz/Kuk0+VIrJIowAiZVQOgAJq3okZLc6fwzqpt5ZYZzJtWVmjkjOHjyc8eo9q9As9dlIAi1S3kH924QofzryW0nEFx5nVSMNj+ddHb3UMqjbIpr5vGV62GrN20fXVf18zlm5Qkem/wBsXeAVt4JhjkpMv+NQXGtXgjJ+xRx/7UkwAFcEGHYj8KhuJdsZLHp6mslnEn0f3r/5EPatlTxR4oB1BozG94dh3MnCj2Ge386xtLMdxpSwkjPKjNUbx5zfys0P7kgAsTggHvis29u3sbKZLWUo6Sgqy+hNepCcpQjzbno0Y8sLst2k503UJbGY4ily0eezen415jb2stxO/lqBgZO44r0DxPaQNoEOq2erX1wTc/Zw1zEqLOQm5nixztU4U7vUe4HG6f5zXSRJtBkOCWPFd9PazDS9yfStIM+peRcR4L2zyR89+gP513Wiw3Fjduk921wnlAIXHzLgjIz3FcZFqhi1a3uGjG2JGiIXrz/ga6LTNTmu78rIoASLAYfxHIrXmVrIzcXe51ssudvpT9KnNlMUWRo+cowOOPSs5ZcgCplkB4OCK5MVQVeHLez7mVSnzqx18es6iqgLfTY93zTm1nUWGGvZvwbFcmGU8DI+hqQk7fvHH1NeU8uxW3tfzMfYS7kutXInVoXuAJHU/Mzc/n61zjxSWVqTI7SbNrq/HHXiumikJhWMwwyxochWGD+dZWpG1WKK3jjMbu671bvjn8q6qWGdCFnr5ndQhGEbX1J43L2wBGA4zivPvF9okd1D23hv6V11nNHqPjBtNvtTubW3kl2RyRSxRrF3JYvxjGeByTgVyuuW1w+q3ttcvcZtJXjVLhR5i4PRgvGcDnB+ldVGEk0zSUlsVrE2EkY3qgVUKjcucHGOvt1roPD1/bReHrTz3C7UKsfTaeh/OuS+2J9jj0+JC03m71bGOMHIq1pRjeWSG4ZYxt3YfgHFdbm4uxnJKerPS9NuVeytzngxqf0qeZx5u71GawdKuN2n25z1jX+Vau/zIwe4ouZssqQWDqxR+mR/WphNcY/1ox/uiqCSetWEfOB61y1MLRqPmnFNkOnFu7RZEszD5pSB7ACmy2ttOitLZ73ClfMRvmP1BqJmw3X8qsxSZiX6UQwtGHwRsXBKDvFGPdC1W9tYYWLqH3sr9RgYx+dS3rqpU5ByO1UvFyn+zBcxSNFcRSLskXrz1B9RWXrmla7oGgaXeX93ci4vDIZIShAgwFKAnH3mDZx26dQamVBp3RuqiPP45GjQMp+Yd61bu4m+zrD5hK70b3zwaKK6kJ7HRLqd1Jf2UZfCTSKzKOmcA8V024smCe1FFTutTOaOn0uRpLOJ26lRmtNaKK+Aq/Gzy0P3MBwSPoaztSdvIc57d6KKdOTbSuUjjnUTWDBx0DNx61zZ1KfTPEct9b7POjY7dwyOV2nj6E0UV9jR3PYl8KOU1GJVdSOo4pbZdunNOGbf5gXOe1FFdsNjNi2lxLHFLGrkLkyf8C9a6/RWP9mw8k8Hk/U0UUwlsjWQmplJzRRSautTJliKaRRxIw+hq7YqLu5aK4zIhQ8MaKK550aa15Vf0HCK51oUrq3W3cIjPscfMrHIPzD1rn9Xgj8jUpMcpPGgGeMdaKKyXxI65bFDXPEj65bwRS6Xp1sYEWOJ7ZHUoi5wgBcqBzk4HJ5rmr6dra53xBVdQGDY5zRRXfT3ZzPYpqxYLISSz5Y/XNdnYgLc2zKAN9sWOPXIoopLcp7I3UJqZSQBRRQZlhScjmppOMY9KKKAJIGIBGepqLUraO7tHWTPyAupU4KkDqKKKBnA2XiGayuLsTWNhfpM4dkvIN4DLnBBBBHXkZwe4NNN/c6lqNzfXchkuLhzJI+MZY89B0+lFFTDdF9TNvFUapagADLZOKvzWsTRMxBJ9z0ooq5DR0GmErYwAHgIK27VyT1oopohmgsaEZ2inFF4GKKKZJXf5WIHarELEwrRRUoDG8Usf7Gbn/lon865DU9f1O/sbXTbq8mmt4HeRRJIzElsdcnnG3j0yfWiiiWw0f/Z", 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", "info": {"video_id": "193101", "label": "tilting lunch box with snacks box on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ace3514010c211cde76f222a1e296c3d8c24093e246eda30ff09ccb311f22bbb"} +{"episode": 21845, "episode_seed": 693338634, "split": "train", "timestamp": "2025-10-13T03:03:35.560207", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 693338634, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sim card from behind of mouse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "168892", "label": "pulling sim card from behind of mouse", "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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"info": {"video_id": "168892", "label": "pulling sim card from behind of mouse", "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": "ef6412e49cee61fc14a583c0d3d77caf5842e16a26b20328706bdb569ec13d24"} +{"episode": 21846, "episode_seed": 4077170294, "split": "train", "timestamp": "2025-10-13T03:03:37.124048", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 4077170294, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying a lipstick 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', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "109546", "label": "laying a lipstick on the table on its side, not upright", "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": "109546", "label": "laying a lipstick on the table on its side, not upright", "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": "8d0e8f757de572bdb8035ec7f448ac70705bf2941d308f29a6d5262eb0a1a59a"} +{"episode": 21847, "episode_seed": 554824367, "split": "train", "timestamp": "2025-10-13T03:03:39.191541", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 554824367, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gsm modem, gas lighter and eyeglasses on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "92540", "label": "putting gsm modem, gas lighter and eyeglasses on 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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"info": {"video_id": "92540", "label": "putting gsm modem, gas lighter and eyeglasses on 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": "d3438bfc2546e469f98f73a003283da79ca814012fda4f4d12517593ffb7ada1"} +{"episode": 21848, "episode_seed": 3473019641, "split": "train", "timestamp": "2025-10-13T03:03:41.221883", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3473019641, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping card up with card'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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", 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", "info": {"video_id": "17245", "label": "scooping card up with card", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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Dt5f1+AuhXu4S2jnnmSPP6j+tc95/m2l3bOepMqfUHkflVlQ8N3GUYq6vjI7djWbKhEuzuTgVcsNBVZNPez+7qWqknBeWg+xXeUxySdn68fzr6XtIysaKB0AFfN2hxeZqsEXZp4x/49X1BbQ4OK4JK1afyOqo/wB1D5j3Gy1lf+7Gx/IGvKWWYWliJTkeQCgPYE169dx40y6I6+S//oJrzzWIESGEnAEQVc45C4ArpwtRRqxTW7/Rr9TkrUnOjOS6L9TpfDVl/Z/hZ7pwQ0xaX/gI4H9fzquZ5NTt7QSIA5Y5I7jIH+Nbt08d34XjOlDzoPLVRt4IUdePXisry/s5djjbbQfTkD/EmipLmm5MmnHkppHFXeoBtX1bc3yjc0eT/dGMfpXMaFP9lv2ilICzDqT0YciteC2F7e/vDjKlm+p//XWHLbf8TCOJhkq/P4V1TwtFe1h3Sb+X9XM6dWo+SXm0Z+n332bWGd2xFO5V/bJ4P51lzXPlapdMcmOQurD1Bq3dQgXbRgYXzMDPpms+/QrOxGAGJ6dBzScKLqJr7Ufyt/XyN0qii7/Zf5mftzER3R1b8Dwf6V9VGeCDamIy+BlS4XHHvXy4EH2togOHyg/p+or6iuXAto1kMHzYx5vIz9KjSTdvX7zKs3FJMZKumzKZ5tLEhYYd/LB6dMnvWR4P0gHxJdz7f3VqW2D3PA/TNa9nE0ttIBGjMH4O3qD6Z6U201eDRNbu7R4R9llCS+ch3EHGMH1HFNz5KcjGEPa1IpakmolpNfDq2EtoyxwccgZ/mRXP+ID5WgLGfvzzYOe4X/69dRc2kccU11DcfaIrnnIwcAHLc/XFcp4uIWa2tgf9RECw92/z+tZYdx9rG/c3rxl7OVlsclfGW5sLVZF+SHcit6/56VmyPO2jy2+B5McqvnuMgiuulszJoYjAAdR5g478msCO3V9KlJOC7EnHoMV0PEU40W0vhl+t7/mKnhqkqsYt/FH9Dm1aVbW6gU/u3CsV9SDxisd0LK46YGTXS+Q8QulbG5GCn8MmseeEI9xjhSmR/wB9CiWMhCrUguyfrov+AbU8JOVKnU7u3p/WpkTIGtom7qWjP8x/M1o+GL57KG5iihead3UIi+2ep6AfWqgG+GdMchRIPwPP6Gug8A+Ul1qJlxj92eR/vZrmxkF7KXk7/J/8Oa4Vv2i8y3qF3PO9hY3bQmSFJJG8vJALt0BPXAA5rsPATlbPUISf3cbK3POAQc/yqhb6VFrF6168Yw2FX2UdK6bwzoK6cdTeJ3klcqhiIyu3qD9eTXDhJ81dGmMilQf9dSOfymu0eNVKM+DtUjP58UC2MPmryu8nYP8AaUZ/lu/KtR7dZ2AaJkYAYCgqKh1PT5rdRewA+bERIRuyCV5/pj8a9lq6PCu07jtSUXukxXQB8xR82Oo7H9a4DxlbvPFaXYGUIZWx2f8A/VXqEklvZ2DXsCZt5FEoUdOR/wDqrktRs11CwuLRB8sq+bBn+8BkD8sj8KwpSUaik+h2TTcHY8zvrtrjRYLYhi0MhG7sRjj+tZr3Ltoz2hBKpKGVvQHPH51tS2znS9uMM8mcH24/+tWQIgbeQlTguF/T/wCvWlSpRhCbt8Mr/j/w5vSo1Jygv5l+hizMzwiMnKqSR7Z//VVa7Xcd/wDfUN+PQ/qKvOhWOYEdGUZ/Oq0g3W6n+6xU/Q8j+tObjKWn9XV/zCMWlr/VjVX/AFWB6V9N6LGItLso8fdgjH/jor5ngXdtUfxNivqWzj2RRrj7qgfpXg4XdnrZi9Ir1LmNsLnsFJ/SvN9RQS2nlL/zwyPqORXo185i0m7kA5WFyPyNefCJ5tQgjIO3yxlgfu9Oa6Kk+RqS6anNh4KcJJ9R2la59ggg0y/ja5s2UI24ZKZ9P8Pyq1rTLBol7fROjwTKEjZDkHJ5H4cCuevGKzeWVO4S4yfXJqDUIrizha3kkOyRVYoPuk7euPXrXGsdLmalrc7p5fBqDjpbfztYpWEYSeZ89AAPp1/lisW4tPs+sSfKdgjLqcfh/OuhsoXjsYXYAI5ZVPc4pl5bLIs0gTJVOvoM8j+tehLGylzTf2lZ/kcKwkYcsF9l3/E4a4tRHfRlTgFm6diM1k3EX75D3Dgfhmuma3aW5kiUDc6My5HU4/nnNYTAtqKIMjdIAcdea53i5KcX/KrfI644aLhUXd3H+EYPO8VWEeM5uo/55r6YtwTXjXwq0ewbVtUlv41NxZPEbd2YjaTu5Hr0Fe12w6YrdJtc/e34Kx59eacuRdP11HagfL0e6f8A6ZEfnxXCX6LctNbnGWQAemR/+qu38QZGgTAHGWQH6bhXKWlt5mpzljujAAKn1Oayq1HTamt0bYeClSkpbMoWep3elXkUls4WHIVkP3WAz1rQ1fVbO58P3clsxjupQqPC5+Ydyc9weTWHKsn2mO3OMiTb+OCKXWbJbGcRrkh1GCTntg/yrz44qcZOO6Z6dXC0puL2a/G1ijp6gtJOo4cDaf1I/OqWoWRGrfaEGAY2zx0PQfnWzaWhi0uC4G47mYEZ4A7fypZo/MWYZwVTp+tej9ak05vtZ/l/wTznh4R91bJ3/E4O9gD3SuFP7t9zH/ZwDWLeQ+ZIUGMlhj611n2cS6iqMDtZCWxxgYI/wrmr6Ex6mIG6q6qeOvNYOvNSjb7Ox206UJKcX9owpjsuiy9pMj86+n1gtpJJJY51eYgAbo9232r5u1yz+yakcDCOdy/nyK+h4LmW7bdaWmqMjY2tIFRT9Nzjj8K9TD1YyoxbPDxkG6mhsWdhhZIpJHaOQc7UK4/OsPxBp7QmJfmCE7ck9eauQeJNgiSK1/eSOVJkfpjr0qr4hu5riKEuR5e7oo71y4vEQcHC+rN8vw9SGIjNrT/gGRpeq3OlxgQENECWaJxuR/nxz6fWqmqXLajrLXBUos/ysv3iB0FbOiWaXGkXBPJcsg9sHP8APFZ+nWrPrNssmMhy5+g5ryKNaorK+i1R7VWFGUpu2uz+4sQpmPGMADAz25rHvrNYLQRx52sGYDGOuTgV0V9D9nuZgMkOC6/j1FVdVhJtI3wP3YGcDr0rtlV0XmcUEuZM4i4g/wBEaZV+RmZWbPUgAj6VhLDJdQXQQf6tA+Mckd+fp/Ku1tLZbzQ5YW4Z2ZWP+0OAf5VgaBC0U96sikMgCEH1ya5JyfM3c7YTiqUopbP9TjIyEu0LfdJ2t9Dwf51e0G2uZLqe3R9qHCy46nBPH86br9gbLUXRR+6f50+ncfhW/wCDoxLc3U2OHWNj9eQf1Fe3Xq82EU+6S+af/DniwjbENLvf70ej6BahIEXbgAVn65fta3FzBE0ivOoAKEjGCckkdOK39KTbGABWRr1uHZNoGXJT868am7Sud+nUoia6jw5urld65BE7bcDjjmqkmoXrKwF7csAW/wCWhIIzjH61p6xbJ9hjYLkRHaB7H/8AVUeiWiT6ZdcZLM0Y/A5/ninOvVunF9zSFOh7LmlFb/qb/hWVdQ0GWxl6wEpj/YPT8uazPKeJ2gRf9ItXwAPQn/H/ANCqt4Vu30/X0SU/LOCj+g54J/HFbviDVILKS4itEVrp8GRyMgen1/pXq0KqdKMmeTWo8teVOPy9H/VjgfFNmlndv5ShFZRKQOduTurkrmIR27dfnLOcjvnBrtdfiZx5xGTghiTkk1z1zbfaPDitGMuqtIMjnk5YVw1KrabWzPRoKMORvocjcoHtpJFU8OFLduhxWavzJMnqu4fUc/yzXU6XbJdabdRvjDsBn04rmHV7S72uMNG2GH867MDUcuaHW2ny2McdGKldd/zNvT4zJeWsaDLNKgAPckivo621ryJvI1G1ktnzxIBvjb6MOn4188+F0MviTS4ySS11H/6EK+mIlWaMo4BVuoNcmHTs2jTMGrxRJfyq+iXbxsrKYWAIORyMVxlh89xLL/CqrGPrgE10mp6dFbafPLbs8QOA0an5WyR2rFiWNCfKIILZOPXp/SoxVRr3WY4d2i7GHqluz67CqKf3kkbE9uvP9aseJLZHhiuCCfLOOO2a1WiDXMMpxlQRTL6ITWc0bnAZTz6VxeZ2uvrDyMaO0H9gQpgb1TePY5zWaieYkxbo+AR7YIro3UCABcYCjH5ViGNY2mQMT8+7B7ZrXn91x7mDldtnIbDb68Yj0MbBePQ5/kax9Ss/I123mAHlzSA/Rh1/xrsbyJBcrIfvEbAf1rlra2/tnxXLplzqM1tGPMeHYm4l0QsB7Dg8n+tXBOpLQr23K7nX+B4Fkub90A81vKUe/wB6vQ4L69spmS8tg0APyTRHJx7ivKfhRqBd9RnupncqISgJ9d1ez2biZQ5A+bkV6cYNUYq55cpL20ivrd5Dc6H+5lV90i/KOvHPT8KxdOB8ppD96Ry30GSBWtrsFvAtvKsYVizFio6gCs+Egn5RgHpXnYmb5uVnbRdoWRly2MkviSNsARq4kz7Y/wAaseIIS9osyqCyHB+hrQAT7WCCN/l9PbNJe+WLKbzf9XtJauZI6XWfNF9igtsF0iO3PaMD8etZMS5SRj1LYP1HFdBLhogQeCMisTzIjdXMKEb0IZx9RWqb5WjFyOYubWSLX0dVyhR8nPQH/wCvWPrtn/ptteKD8sirJgds8Gur1KaO2aJ5DtDv5YOO56Vzfiiaa10qSWFyjhl5FFpNouNWzuZmu2gvLUhQPMQ7l/wr2vTdSazto47u2eIKgCuvKnArxHV44E8P22q6drF/Oj3X2bNzEsa3BC7neIddqnCnd6j3A98mbGlTnAyIT1+ldtOE4Rab2OSq07HN6fC/2pZHHyomU+pNaWowefYEZIKEPxVe0lDgoAP3bbDg9TgH+tXLi4jtbGWaXlFXkYzntXnvmnK1tTqVTlan2LOmWy2dhDCvUAkn3PNVrayEOuXEuDjblT/vH/61aMLBo0YdCAQaprfA649kR0hDA+//AOo0RhKXwrb8hOra7b+IZqkRkVWVdzIw49QetQ3MaujKwyp4wfSpNcla30m5mTAZV+Un1zVe2uBeWEVwMfOuSPQ96twl7Pn6Xt8yedc3L1MaK0S1tzGmM7mLEdzmsma1jhvpp0JDzKNw7Ejv+tXI9QJ8Q32nyMcHDRZ9QBkf1rD8W3Eth9huYj8ySnI9RjkVp9Vm6kab3krr5q5P1hcspr0f3mZ4nt/O015MDdCd4Pt0P+famfD12la9jxkKUI/HP+FQ2E9tr/iJ9OvtSuraxum2o8csSLGOpLF+MAZ46k4FXfhzaPaeIPENlIs6G2nWMJcACRQGcfNjjPrjj0rrjeOElTn3+4hK9ZTR6rYoUtw2Ky9ScfabcH/np/Q10axbbPI9K5XU2I1a2jPck/kDXnLc63sya8iFxYSxnPTdx7c1Np1utpYxxqMdWP1PNQ3FyLWwmnIzsQnHqe1W7eQS20Ug6OgYflV8krc3Q5/aaez+ZQgshFq91IR8pUYz7nP9Ki1KIvLG4UnDBWx1wasLfbtcmsj/AAxKwOe/f+Yqpr072mmyzx43hl259c1pCnUUowW72+exEqyd5vp+hVv4RPBIh/iHH17ViRWv2Syjh5O0d/fn+tdBvW4t45k+7IoYe2a5q0vftU97avjfBK20YxlM/wCNL2c2peW/5DdRWS7mXFafYmuEVgY2k3qP7oI6VzHiOALKlyB975X+o6Vq+Kr+4sLmERSMiyJg47c1X8XeHtV0Xwzpd7fzXHm3jOZIGjIEGNpQMcfeIbOO31zXVhIypzjU6P8A4YmpL2iaZP4J+bxjpIP/AD8Ka+kbQ/KKKKWH2Ztj/iXoGsHGkv8A76fzFcfpEz3GmxSyHLlnGfo5ooqMUvdb9P8A2456PxL5/oLczOuuaegY7WWTI7Hj/wCtU2psV025IOCImwfwoorOSX7r0/8AbmUm/f8AX9EZ+mSNNo1sznLbMZ+hxWAXZfFd3GD8jRDI+gGP5miitope0rLyf5oht8lP1X5GR4ukaGwikQ4ZZlYH0IBrkr7UrjSfEVxqFts8+NmK71yPmQqePoxooopfwoPzf6F/bl8v1On+CiLNb60sgzs8kKfT71e0aUSYgOw4oor0Zfwzhf8AGZm+PJ3t9GLxnDCN8H64FQ2TF7aFyfmMakn3xRRXm4pL2d/P9EdlD4/l+rKcUjHxXIueBb4/r/WptfYrolzg9VAP4kUUU0l7ej/26Tf93U+ZFpcjS6LbMxydmPy4rmzM6eM50GMSAq30Cg0UVpTS9rXXlL80KTfJT9V+RQ8aErpa44Pmg5/A1ieIZWm8KRzSYLuI2b3OKKKzsvq1N/3n+hov4svRHLX/AIrk8QxQQTaTptr9nRI4ntUkUoi5wgBcqBzk4HJ5r6PvGK6NPjugH5kCiit6n2vQl9DkfCU0k39qNI24i7P9f8K1dfYjScA8NIAfcc0UVDS/tFLzX5Ii/wDsr9GbWjuZdHtHb7xjArmpriRfGQIIz9oCfh0ooqsEl7Wuv7sicS/3dL1Rq+LCV0CbBx86j9ayfCcrvYXMTHKpICvtkc0UUQS/s2X+L/Icn/ti9P8AM4/V7iS38UySxnayXORj61P4+UfYYDzxMQPyoortqr97hn5fojKn8NX1/U8/07XH0sX0TWFhfQu4fy7yDeAygkEEEEdeRnB7g12PwqvrnVdZ12/vZDLc3DxyyORjLHcTwOg9qKK5cX8NT1X5nVQ+ye2xDNtj2ritYYjxRZoOhjk/lRRXkI7ZbFbxA5TRjj+KQA/zrQ8PyNLolsXOSAV/DNFFei1/sC/xfoeav96f+H9TnGuZF8ZAgjJudn4dKveMGK6MMHH75R+hooruml9Zw/pE54P91V9WU/Dcry6QVc5EcpVfp1rkLOVo/FQCHAkldGHqDmiimkva4n0Zd/cpGZ4+/wBbb/7v9axr/wAQ6pqfhy3068vJp4Ld3lXzJGYlmI6knnG3j0yfWiiuaH8Gn/XVnSvikf/Z", "info": {"video_id": "17245", "label": "scooping card up with card", "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": "61f28db0aaedd98d1f245ac8ee6139b542660acb86f8e89fce9f70bcfa4b563b"} +{"episode": 21849, "episode_seed": 1231226733, "split": "train", "timestamp": "2025-10-13T03:03:42.953702", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1231226733, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wrist watch with handkerchief'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "167242", "label": "covering wrist watch with handkerchief", "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": "167242", "label": "covering wrist watch with handkerchief", "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": "3b2a91731f17899706377279d709b6688c411429d8a03bbd098a79e3c5bfc60b"} +{"episode": 21850, "episode_seed": 2865397215, "split": "train", "timestamp": "2025-10-13T03:03:46.494354", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2865397215, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fork to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "18541", "label": "showing fork to the camera", "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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gKB3p395mkdiO5Xc/kr+NMjgHnKw+6gzx6nvVgqygq2PNk5dhV62tsIARxwzfTsKdhhLYiW3COflIyayJoIrf5YgPqK1rmYu20Nhc9AapyGCP5SRux0pWIZwMXh63HxEuNREsnm/ZVlKHBXc2Uz+S/rXSvAWkVeozzVC2uoz471RNwISwtwMf7zn+tb8MLSAOAQeuashmNcRbCxXbjPes/Z5c204wTkf1rcuIypYKm8g8YOKzLiBpIgfmU9R7GkJnkXxF0wWfiZbqNcR3aCT/AIEOG/ofxr3e0s0/tG5nAGW2D8lGf6flXnXj/SJLzRrS4SNnlglBOxckBhg8enAr0vzxEZSueP14FUmND7zKBEjHzv0/xqBLYMFhXJ+bmnqJI082ViZpOBxwoq9ZWpC7zgZ6FvTuaViiazgUwZYAc9KqXawRMREoLHqR0qxc3UMYESyLtUYxVMzxIvGWb0XmlYDkvGGmW2o6Xbx3sPmA3kCLkkEbnCnGPYkVsi2WK2WNBtVAFUegAwBWT4tvUaPSUQEs+qW/44JNdFFDNK7EwlR0GR3p20E9yi0AVEB6gZzis6eFiAwJLKc4x19q6K4tWG0IpOB+FZstrNli6LgcrgYqtxHHeM7BdT8IXYRQZLfE6H/d6/oTWP8ACOHzLDxFER98QLyPUvXfrpweO4iZT5cgK4I9Rg1zvw30ifRxrscygEPCoAcN0Lfl1ofwgtz0mCFEjAUYAHFUivmsZmH7sHC+9PIkumWFGITGWx3HpUqoZpjEgICnAB/nU2KFt7fc/mADLsF6dRWpKkCIS+38aYnk2qbndRtGFHf61Rku43fJY8HPNKwFa5DSN8iEKOa5eHT7VvHF7L9mj8+OyhJk24bLM4PP0UD8K6uW6A+5E5Xpu21yumzyT+PddWGIny7S2XHAx949PxppbibNp4A0qgdM/nUFxECGIzyecVsQWUuFEqYI7HuarT2k2W2KQCcZIzTQjnJ4xE/mDlTw3OQPQ1wfxR04SW9hqaL8wJgcgdjyv/s1enTWMpTEihicg+9YfibQm1DwpcWvy7wodTIcAbTnk9uM00I9JuFMkcKr1z/SpbW1Jt2Yjl8mkjbIQYydpA+takCgAqewArnhsdBVtbExW2AcuRycdKe+myTKTJI/+6DgVqxYwT2Jpx6+lWgMVdEGP3jPjuM8GsXxdpUdp4U1e4jjLOlq+0LnnIx0/GuzY+1NHJIxxiqZLON8D2EUngfR5Sgz9lVckc5BI/pW29mpjO8cZxWwwVI8KoUDgACs45MR5/iNS9STJns4gGwozWabeNWyRyM1sXJ+WsmU5Y8dTUslkGnKI9TvMZwYUOPxarlnaF5ELdAu786zrKQnVbwc8QJ/Nq6S15TzOxIApx6lrYZHp4a7MjegGB61ZfT3lYhncKTyBxirkeNwGO+asHkVSGY/9hxl+hx/vU5tEttm0Ip55zWqDTCeuaZFzznQdLuU+KPiIS2ksds1vEsUhjIRgu3oenc120loolGAMHnpWoO3pVO4P+kr9DQ9STLmtowfu9zWVcQRh+VGK25+Aaxrpvm4pMRzfix44PDV9MVLLFFuIU4JwRxmukitfOmDEcM4/ICuU8aqz+E7+JBlpIsKB35Fdrpnzgt2TOPqaqOw0WjYLMY8jhTu/KrjaaJQpYDGKfG2yNe2flq6pB4FBRQOlW5AAVQB14zTxptunGwZPGQKtEgE9vegnJHNAM4Xxt4Z1PVLzQJNMgWWO1vRNcZcKQAVwee2N3SuwmtkjiOOACTmraZIx3qO+IFuQaLt6CKMkKKOg4FULuJduMdK0nwV6+lZt2eDzigRmSlcEAckVynhO4N14j8U2gijRYriNAyjlsljzXTynKMTyAM1yXgmJ4fE/ie4bBWa5jZMH0L1Ubcrv/Woup6LYWiqHOPvHA+g4q/a2Ko7MAAzkk0lqhjWMcZxknFXomyzA/w8VLKIU02JTllX6Ypy6dCHJ4P4VcJyM9abkA9fwxTHcrtZwkY24xxXH6D4V1Ky+IHiDVbpIvsN6qiB1kBJwRgEdRxmu3yR781Koz06d6VyTPmgRZlBxk9vpVaZF7AetXLkj7Sv0NVZj39qEgMm6UBgcVi6uw/sy74GBE/X6Gte8bB64rA15iuiXZzy0TqCfoaOomddZYaWPPIVc1rxsA5+tYdhJ8pfvtFa0Lk4z61jDY6C5bPlACe5qYt681SifGfqasI+T14rVCbHhvang9DxURAB4NOBBXAp2JY+VvlOKyt/GPc1euZAsZOecVks+e9SySrev2zWSJcz4461cvHwSDXnsN1e33jS7006xc2kWZPKEahssqbgvsODyfSoauJnTac5/tfUef8AlnGPxy1djCAkSKO1eT/D6/ur+/1Jrqd5SVgwWPTO6vUoJctj6ihbstbF9XxKh9VNWweOvas4Phoz7GrCSDA5rSImycn5h04FKp3HHrxTDhl/rQpCnrVWRJMrHbWdcuftAP8AsmrxICn061k3EoMxPekwIrlwEPNYF5KQw5J5rWunwmf61xPi+9ntNHaa2leKTzEAZTg4qGSHi3MmjbA+1m2jJ7c13GmYWzU9yM14/wCKpmXw1Df2ut386G6FuPtMaos5C5Z48c7VJ2nd6j6D1izfEUa/9MwapKw0bLMRH9GB/WrcbccnvWezZR/wNWI369KoZcb1PApoOepojfgjj8aTgHIH/wBemBMnytx6Zqren91wfpVhWzjjmqN6+MAjHPcUARs3y5NY98+AxFaLv8hz0rEvZCVYdqTEVQ5MMmfYVh+CogNXv3DblldGIPYjdms20vnu/GE2l3eq3dpbSTbUeKWNFj75YuMYxngck4FO+HzzQ+ItftJ5JybWbywlxgSJhnGGA4z9OPSp6Atz1mN8gY7Cpo2/fv7gGqFtJlDz/CD+tWg+JSeOVFUM0VIwe9NYnd1wahWQHHPSpywZecGmA5MMcVIG+SoFYKcY/wDrU8sNpOKQijcsftAx6VWnYBTn07U+eQecT3qndSDy+vPamBkXz4PFYviFl/sCYFjyhyR6E1D4yvZ7TR2mt5WikEiAMvXBNcv4tt9f0jwtY3V/f3Ya7V/NhZMCEDaVDHH3iGzjt+dT1Eep2Lt5B+grYt2Py8/xUUVhDY6CZWO6T2ap42OBzRRW0RMnydwHrQpOaKKZJFen9zn2NYjuRgUUUpCMy8YhjXk+pahPpfi+8vbfb50Urbd4yOV2nj6E0UVC3JZo/Dj5dR1HHZYB+RavVbRiXznuaKKS+JlrYuFjti+tToSSeaKKtElhSRH+FOJOSPaiirEOycMKxrokTsfaiigDNu2JSuI8asf7Gbv+9T+dFFZsk4fxf4jfWtJWKXTNPtzCqRxvbo6lUB4UAsQBzngdea9qsHZlgyf+WYooquo0bWflk+lPRzux6CiiqGWomOfrU68gHvmiimA4cMcVQ1Fj8v1FFFAGfIxC9aw71zgnNFFTIR5tqGsNpmt6ihsbG8ilnDFLuHeAyjggggjqcjOD3Bqf4Zajdaj4i8RXt1KZLi4lV5HIxknefw+lFFJ7Aj12y5gJPpVxmIZT320UUxk0bHj3q2jEr+lFFMB+Mlvan54oooQGLcsftD89qoXTnYaKKbEcN42Y/wBiNz/y1Q/rXBa7rupX2g/2fdXc00FvvkUSSMxJbGc5PONvHpk+tFFShH//2Q==", "info": {"video_id": "18541", "label": "showing fork to the camera", "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": "52381fd5812c63a98b58f8c5504bbf16a99348a871af3d38d6a6a9df3e3c4071"} +{"episode": 21851, "episode_seed": 1423112958, "split": "train", "timestamp": "2025-10-13T03:03:50.395824", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1423112958, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a security camera 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, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "109095", "label": "approaching a security camera with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "109095", "label": "approaching a security camera with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ee53c8b0ce3a94402071a23af4f7ebf70fc4a95f5ce810bb48dbf1bc13a927e4"} +{"episode": 21852, "episode_seed": 1393422704, "split": "train", "timestamp": "2025-10-13T03:03:52.993699", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1393422704, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) power button of laptop'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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lZAVbbgsSfmGemMe/aqNwsNhcXMKSsmwg5A7EYOPxFddKdouSM5RvJRPKp/B+oJJixkW5OflTO1j9M0lh4l8QeG7g2rSTwsh+a3nB4/A9K7xbUS2kMgOCyZzjg1n6pB9ut1gvl86NOELclfoeo+ldsZ6HLKKvY09F+KtnNti1OIwP0Ljlf8a7vT9astQiElrcxyKe6tmvn3UPDrREvaSFh/cbrWZa6hf6VPugmlgkU9VJH6VpzEcltj6oV8jkfiKq6hr02hwDyZQjTnaGCbn+grxvQvize2hWPU4ROg/5aJw35dDXfW3iyw8SxwjTJd8pbDKRgx8ZJI+gNY4j+E7FU/iSZZsjqdzeNeNbFbWIMd1wxDSMfvNxnntk+9dDuUx5cNEzY27uM/j0rPScxmO1jJVcDcPRfT8a24bpDC+8ZOBhQMZJ7Yrx2ne53LQwtRiuY08i2aFfObfmRWyo43HjjFcJqIbznsrm3gmk3blWaP5/L5KsOfu+q16VdWCMXkjkAUdSoyrewB/hB9MZrKubeB7p724hiaS3iIDgdd3b2+nvXRRfvWFU0jc8tHhKOKG4+2BZ45WDRGPK7F68en69Kx7nwVKyNJptykjjn7PKQrn/AHT0b6cH616fBFbT2qgNtMbtGrA5RiD2NZWoaf5bNkFG9Oxrvi2cjPPdG8W614fm8qOaTYh5glzj8u1eo+H/AIn6ZqQSG8P2Wc8fOflP0NcVqmnQXYIuIxu7OOtcff6PPZksh8yP+8O31rXn7kcnY+noLyOdA0bh1IyMGpGbK8EjPavmrRPGGraE6/Z7hmiHWKQ5U/4V6n4e+KOm6mFgvT9knPHzn5SfY/400xO63CwsWeNJZQQxGVU/wj/GtNrYCPeoPy80unSg+ajZby8HpncCM5FbFvCNQsC1qjyd8Kpz64x645rxru52q1iONTFAqsSTiq00KspD9zyBVx26sf5Y/SqrOGHSs5No7KUFa7OT8T2hZLWSMN8k6E7eoG4c1pvbywx5CBiIUYPGfuDPf+93H4VPcqsjlD0xmqmhebf3eoQLOEEdsZWU9JAG6Y+mef8AGunD1PsmOKp/aKN1DDKCxIGWIDIPTuV7Vz+oWrRjdwy9mXkV1+pwKsjtcK8M7lXUj7oU9Tn8/wCVcrqHnQO3XA+UMoA6eo6Gu5M4Dm52IBDDK96xri2hfLR/IfbpW9flGBIwQT99BgH6r1FYFwCp3A/iKtCNfwpFsnuWZdzDaFwfXNd5Z2jqxZjhj6dq4zwO2by7ZsHYqtgj65Nen28UTiPoN/KjPUVwYh2m0bQ2ILJp45woY7gMKR1Udz/KtCSNnVI04LHYD3Gev9alW2EVxIzY2Ko5+v8A+qmte29uJZSGd40+RVU8sffH+c1nGKlI1vZHPa8QbxI/mjCuoVv4Sq8/zx1qN5CtwVKkHy+gGQcEdfbk1Zjtp5bhZyd6HlRIvT2x6c0lxbSLew8jBjdTkdQBnHt0rZzXOkhwptU5NlC6tkfOwqvzFQwOUb6H/GsK8tmjJ3KVNdheWrfa3VVNvcu5BiYYAUrz7Hv+Yrnrx2gUpKmFzgA8rwcHnqK6UzkZyd5BHKCJUBPZh1rFuLJoySh3r6dxXUXcaPlkypPRW6H6HvWDclo2Ixj2NWguUrW8urKcSW08kMgPVDivc7NC0K28O7AUbifT/E14XI4ZgSOa+h9GSM2seQN7gOSOc5/p0rmxT0RpT1ZagE0Ko6H7vOO1atjM5gDN6n6Z7n8T/SkgtQVbvxwKRdq2kS9Cy5NcTasdEVd2K9wzecNn8JJ4PeufvrL5J5AxMki45P1P9a3nKhyucetZ92VCE+1TzvY7FTiYHh8l/DtoJWAbLJiUfIMZ/i7HP8xUd5aiQAx5UsMhH7j2PetKC8FpPaWBtxLEZcqiqMktkYHryc4qO5tGcNHbsdxUmSNu2DwMfj2969KnNSV0eZVg4yszjb6AxkgqVb0rAvEjlBWaMHHQ9/zrqr6ZlASReDziT7uCOMHrXO30ankbk3DIV+/0PetjI5u508ISYWyP7p613PwqiAm1Rio84CJEBPqW/qBXE3LPExH6Gu5+FEEt1qd7LCjvInlrsUZyp3E/jxxWdf8AhsqD1PYLayESD+JurMf4j3NTzwHajKCCSB/SoYrwWiTpOVWWF2XygwBKjpj3rTVWvrOGe2V3UNuJRSenXp6ZFeck7nRdblaQDYQx+UD8qytRDQWKKjIJ3Jl2Mevp+AGPyq8zyXtwbaFo0c9SwLYUdSRxWffW0b3Eks4lkfI2Tjpx/sjtnOK6qMLamVSV9DFtLIQWoYAxMsbsWcD5yT2B46Z96bdp5QEMqbWAX925yDnqd38J9vrXVw2YhijN7AZI/sjNHsBOwt0J9MHj8e9UdW014IpFDC7iMMUssgILKPTr7H866DI8/vrPduMeTzyjdR/jXM3alGOAfpXY6jbvtLwMHjDFVQn7v09O9crfTrKSrKzHjGR+8H4DrVAczeWkE2WQCN++0cH8KyJYXibDD8R0ravF2gspyPUdqyJJixIIpoLnvmk3dtrOoI18qNcvKiBQDmTJ+bkYAA9K9H0e0svDDXF2g3W+zbIQCChB9M4x715BYK1usUTr80OGD9CG9R75zXQ2mt6glnLZTXbzxHHzv98D+7nuK8Wq6qqKdN7HZSjFx5WXL67a6vZpySPMct+Zqi0pRuuRUTXGT/Wq1xKIwZM4wKTd2dkNEMv7kIrEHDYNZ3hCSzn1zUZbtGYLZFYCv9/II/A1zOsa2891JbxP1GCfQd67P4d2stja3t6bcTxyp5IyOnfP54rsw9Nr3mcuJqJrlRs+Ibae3eZfMF6n2ZMSDAKryVyO+OT+I5rg7s/OxtjmNQH8sglR/h6V3WoW6eS32GZV3wfvUc5yc4x04PBPPauI1AxzGUyI0M20FcnGfXjHOeDXYjhObv18ub7r286kg/7P0PfvWFcBMgOCnJzInOR7rW/qBaPfFKFKEcFF4JGQCfTuaqeHNFtvEHiA6dc38lvG0UrRFI95Z1UsF9s7ckn0q0I1PAM8Nlb6jJPbpIsvlqJM5KD5s4Gev1r03R/Dv9pwfu7whogjopdSFDLwucde2K8f8ItvnnRYyF+SR8dOM4/Uj9a9K0jVLzSgx090RZHDyQyjKtj09Pwrzsbza8m50UUr67HsNtYaPPoQgvolFxDEzSnASQEctgjH6VwWoBYLG2to3fczGRg5ycZ4z/ntUuv6g11pen6nA7RGbdBMofBGBnB9eMisOGQvl2YscZyTmop4j2lFSas9jVUbVLdCzGgQBR+dQXsQeMHHKnIqxERu9ajuT849DXPzNO532TVjOuNYiuY54LmMSSSvHiTgFQvUdPTNYeoAKzeWRcQK5RQM5HHY4+vX3q1BFI2uJJFt3QsZApON2OMD3yai1ZI5r6X5TazGXHluDgDHcY9sfjXqUZOUbs8qvFRlZHK3cQ2t5TZwPmVh0PGeKwrk5z0UAfdc5z9DXRX2Cds8e1t5wyAAc/7X1/Subvw8asD8wzjP+fpW6MDPlVkm2lSrA/dIr6SisYbX7PFY3Aa5t4yrLJwGyAWA78Yzn3x2rxfWdB0i18NWuqaXqN3Mr3YtSbqARrcEJuaSHncFUkKd394e4HpttczR6neS292FkjYxRyrznjB5+hAz9awxFtLmkPI7jRtNvlvozcOn2e4IIIY4XOMYJH6f/Wqx4m0+20q6RLcyfvE3FWOdvPam6J4otljgsLmOSLZEqBzzG5A7HseO9ZGoag1zcOzyvKNxCsx5254rzKdZuMoTjr3O2NN8yaK0jnG70rPu5A0RzU0koIODg1zuuamtnaMWIyTj601qdV7Ije5kl8SaYltIqT/aYhGxGQDuHUV1OvRMZG+2QFHa6fdMnCdwQD7H9BXB6ADqfiG0kmBSMzKQ391R1Neh6oZ4IWUMs9nFOSc4ZskY6d/vHHvXpUY8sUmeZiJqU9Dz/UsrkMBPHyqleoAP69Pyrmb6P5H8lwyADcGHTn0PTmumv0WWUmBwAZGPlSPheOcceowP61zV4yOwSVCsm4qNowTnODuJ55OPoK3MDn7sKd3IjwMhGJOfof15rvPhNNNp3/CQSDdG6RRLuDYKkk4IrmvDWm6Zq/idNK1m6mggmbYsySxRrGc8ljJxjAPA5JwO9dL4Mt59M1HxBosazQRyXaW8ouVAkjVDIcNjIBwOx69Kis/3bKgtT1XQLyO8u7W3vEDTTMdoZQF8vZ298813FgLTRRLKFCwSEZO3BB9/UV5tuOGR8YHy4HBGfQ1t6HfBrW4025ui8ZibynmbJUgZwT3HFePVnVpzVWGy3R1wjGUeU3tX1CyGoXE6tCNsIRWXGXJ5Of0Fc9BcrDJKIz58IAJ3HpmsCOcTIrBgcjOR3zVmBjHgqSUJBYDv9a9ZO6ucbVnY6G0aSO3mjgdSJbU+eGb7oB5C+nf9TUepfZ7hbybT3NqrxovkEAeZnGePqR+tDTx3bTSoTFLMwRIoz8pUjBz/AJzTNWdLhWN0hSZYlWIgnqM//W/AU0xnDa8gS4uPOH2e5XGMtnPYn3z1+nrXE6iFLkTDYyk4lXIBPX8D0ruvEDuguEu/36OVPmIOB29ODgcVw2oAwiSTKXCbgDuck8YPPqDwPwqyTmr7cr5kBwQSJE6t7n1GRWNNGy4c4IYZBU5//VWxqIXy3kgkJ2sM7VO0A/Xkc54rQ8Q+Db/wzoGkajdebHcah5omhMZUQABCisf7zK2cdvqDi0CO8gcsxB/hQAcelXI2IjGO/JooryJbHZS+IcXbkZ4rM1yV49NkZWweBRRWK+I7Oh56qh5mck7gc5FeyeBLuWHSbSJSNkjfMCO55z9aKK9ZbI8ue5p+IoESGSZNyPjB2nGQeua8+1JjMkJk+YlCCST6kfyFFFWZnK3EjPKyud4EbAbj0wOKxLDVrnRdXTULTZ58e4LvXK/MpU8fQmiiqQka/gqQrcXeOhVQR+ddzAx2dei0UVx1/jZtEfPJIzKDI+yMblTPy5OQTj1xV+zctCM+goorCoko6HVRbcjSgPWorxjtzRRXIdpyBlca1AQxBDZ49auanObyKSSRED7gQyg5GMAAH07/AFoor1MP8CPKxP8AEZzFzI0kMkb/ADAOTk8noa5q+do8oCSmc7T0zRRXUjnNDxD4tk8QwW8M2kaZam2VY4pLVJFKRrnCAFyoHJJwMk8+temaMq/2TZPgbnG5j6k8k0UVz4nZGsDWVj8q9s1MzsRRRXn1DvobEEjHNef+LLmT7eiEgqOcUUVWH+NF1vgO3+HNvFcSzGRA2yIY9s9a6HWlNjMY4GZUysgGehzgfzoor0lueVI4rxJbxwvPNGCssdwyhwecADHtXG32ZdPZ3O4iUrz6YJ/maKKskyLHXn0WW5iOnadfwyurGO+g8wKy5wQQQR1ORnB7g11Pga9uNX13V9SvpDLdTusjueMsxJOAOB6ewooqK/8ADZpDc9HDFmcsSTkcmq16cxGM8qzAMPUUUVxo1RHCxXIHAHFalmckA+lFFdfQw6l8k25SSMkEjJHY81tMBd2UgmAfBIoopLcfQ891iR83cRZiqoMZJ9QP5VxGsf6LfTrB+7TfuCA5AweMZ5oorREM5jXIxb3EixkgKwHXrwDzUOoeJ9X1XR7bTL29mntreV5UEkjMSzBRySecbePTJ9aKK0Gj/9k=", 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", "info": {"video_id": "214081", "label": "touching (without moving) power button of laptop", "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": "214081", "label": "touching (without moving) power button of laptop", "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": "18f6d8b21b2d150147c4b73570587c109a13a439f2f8e4452206dbcfd2fbdf95"} +{"episode": 21853, "episode_seed": 124430475, "split": "train", "timestamp": "2025-10-13T03:03:54.737346", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 124430475, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a potato out of a glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "53959", "label": "taking a potato out of a glass", "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": "53959", "label": "taking a potato out of a glass", "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": "3e1d7fdf44af4fc973b3faa16407e09e94526d788d16262f4d0a412adc25111b"} +{"episode": 21854, "episode_seed": 767567103, "split": "train", "timestamp": "2025-10-13T03:03:55.294432", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 767567103, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving cup towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "169047", "label": "moving cup towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "169047", "label": "moving cup towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a60e9af5c5680a9e70289ebb09963a1846321058a0ab9ed0eb502e850f01c59d"} +{"episode": 21855, "episode_seed": 3848337860, "split": "train", "timestamp": "2025-10-13T03:03:57.248852", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3848337860, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pill package into metal lid'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "35827", "label": "pretending to put pill package into metal lid", "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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45oi7jZJazZRs8jI4qWWbOFz1rOtZP3Z+tSNJmReaoTN60lxZoEK/eJINRX8hCwevnxkZ9iKitVZ7OPGFUZyzf596gurpY02bj5fQlu/4VLY0jO8b3CXElk6d95IPUdOtN8H6Wl7Bq95J92ztgy8/xFsAfzrK1C5e6lLTuMrnYMDFLp2tfYLK5ttrlZmBbZwpx0zz2qL3QNJSNa/l2CIdxGfzJ/8ArVDpgSfUbaKVgsbyqrMTjAJAJz9KoXN8LvY69NoH5U2Fizgcgc1cXZC6ntkGvaRa6VqMPhO2Mslog33zqFRcnaCoJyx6449689vJ5I2Mj+Y8YfBl2kgnPUn3NVLO6aHT1G9hGCXKj1/qalvr9J9GCyn91uUx84IY+o796lu5pC6Y8zBgc1QuZlXoBVS3u2bMbhlI6E9xUNxMdxBNQ0bXJlu1DfMo544q4ku9BtbIHFYLyZpI7p4m4Y4pbENJl+W4KNMDkFnzz9BVDTLcXOoW0TnCvIob1xnn9KdcuZsyLznqPSs4TvtABxjoc8iqTuZTSVj0XVrqF5r54V2RkYRe4BwK5ozbpCfesy1nuMuzu5UjncScn8atBeOTVxViW7m9Z3MjxRQxYRlLHfnBOcf4VHqDNAUbeSFPHOM1VsLlUkQHghcEf1q7drE6m5mmURquUB45/r9KUr3saU2kye0vhcRBlPPcelRXNx1yaxdNkYaiF3YDZzjvxVm6ly5FZs6GI83OQatW2o5AjlOQOhPasppMCoPMwx5oJaudDdyB7V+SMYOPXmsC+maaRe5559asJcmaLyWY+xqhOwhkAdc5yMU4vUxmrRaOv8PWkMfhuS7d/wB/LchET0UDkmo9VuP9Ldc9Aq/kK5mLWruGAQRMBGDkDYM/TPWr8lxJcSb2++eT9atb3M76G1pF3bW1/FPdxGaFDuaIHBfjgZ7c45r0Qa5Hr/hh7fVbuPTUZw1va2cIYkLyGYk5xn6dM15NbNh2BIyV4rfSdhaq0Kh2wBtzinJvYaRJf2jafMoSQFZB+7kX+I9x7GsmW5kMhR5iGXoR3q3qt9u+yWaNufzPMKd1GPX0PP5Vi6gyKygepyT9aT2ub0npY2lvhLFuDA9j9aqTXGTWTBcFWEcaFnduue1TSOc+lQypIsNLjkHFOGoNgK53AdPUVnPLgdartMe1InYyFVjxVyGHyz5jHLY4qVLRWUspZV9chql+zSsNyshxzycUe1iYunJOzHpgD39akSd4GDLkgHIqmtyR1HFTxzq5wODW8WiWmi9/bUjqFhtiZjwGPQU1UMFnJvbdI/LHOaijbBp13J+4I9qei2Altn/cjnvVlxttBP8AKcOFII7fWs6J8QjFbNo4NhHuAIbPGM55qZPQa1Y+x1QNG9vtBA5j3nI4rF1CR2JeSR3kJ57BR6AVrFIRnahjJ6elY15BNli3fpzxUXKWjuZF4S5Tn1pkUG8HPQc1OkW+RkbDMPcjFWDa7SQGceuRkVHtIxdmEoN6jIgAcDoOAKn5JGDgjpVeUPbOF3KS3PFIt1jqM1pCSeqIcWty7FqE9sQBGXX0zinb59QnSW4ASOPlYxUCvuAbsasRvhCfatNOghkr773r6VFct+89qYHzdmluFZydoJwMnHpWcl1NYytoQO2Kh3ZY0rNxUYPWsymyZJCpyDSrbOuC6HGewzUAbmuhjjjCYVtpPUrxms51fZicVJambvXI7DNTq6t/ECanvPLjtJGIVm6AkciscSjOBWlKrz62E6TUeY1GjV15NJFZxs4MhZwOxNQWxfBLZx2Bq5G3NdPM2rGVizPIkGxwq/LjoOnaqdxJliQc0t8/7sjPcVCwzbow6jrWU1c1hK2hG7jbUAOcmhmpucCszW5Ir7TS3J84R5HIzzUJNX9NTzGbLEBSOh61Epci5iWuZWIbeNFTdgE5q3CcjPrzmrX2RGPzJH1/hG2su4ZIriRI2YKpwMmnTrxm7IhUpPYvbcinJPfRuRDMFB7kAn+VUIrmTcADnPY1fVsGupSurGRatIPKLzyyNLM3V2qo8f2qSRSehJFW9+IvxqjaPmRz70nqVF21RPaxLAuW4fYxz71VeQZNaloElhuRLjAAAJ7ZzWFMXilaNxhh1rGSszoVTmQksnPWoiTTWOaRTxikQyymqLtY+WwCY6YpzaiJ7dwisCRgZFZoG21z3ds/gKlth8h+tT9XhczVRrURI5Gb0HvVyJAnIOT61HkAUu8cknit0rCnNzd2WEbmi7f92R9KrmdUG7rzjilunyn5U76EksbYhFaOCdMjCsVlCAptODnrWRG37oVqyYWOFs8BAv44rOo7RLpq7A6vE8oQxsqngs3b8KivrsQ7cqWHPQ84qo4gkE0kgIYE4YkjAxUnh3TItf15dNub+W1QxSNHsj3lnVCwX0A45J9KiLuy5KyuZ7XqQyvJD84k/hPBFSnUykmwxnPTg1l2uZZk3HI4J/nTyd0+e5NOVKEtWjPnZbume4l3AY4xyaSOHABc5+lPGM0bsnA61cYqKsglNy0ZLuxU6t8hqmXCnB4/CnxTbw64xirTJGq3+kmrlsczMewQg/iQKzQ3+kmtC0IPm56FdtS9hrcpXaLHM2w/uzyv0qvmr92u6EIFJcGsiVyqHBxWUXzGstCfNSgFLUEEguxPB7dK19b0XS7Tw3b6tpeo3s4a6Nrm5gEa3BCbneIZztU4U7v7w9wMq5+XZGP4VAq0jNu5LDl4MMzMCecmpUiRDnaM1FAdsQFPL1SsTd7E4b1qSJsNVV3VEQliC+cYGe9Nk8zCtu4Ddv0qkwsWL1+PxoVswD6VDfN0570sTZVF9cUdQIrmNoJmjfqKi3ZrR1na5SQEbsYI9qyASKxZsmTE0+3kkWYBHKrgs2O4FXPCllpuseJItO1W7ntYZztSaOaKNYz3LGTjGM8dScDvVe4tW0/VdVtHSdDbzNAEuABIoDH72MjPAzg49KfLfciUug6C/umlwZcj3FDQebIWZjknPFQW3EufaroaqjCK1SEpyWzHxokYGB+NSK/zdahUlgScDAycmm+YwyQueCRggjirTJL7viIc1TtHxupVmZ7QFuvIqvatwad9QN2ykSO3keQZUvyMZzgdP1rLvGCxLbNCg2E7JQexOavRENp4A5bcWH8qrZWS4LNGCoTHzAEZzXPUlaRvC3KZOeaQ9aL4bEMsWVUt6dOa1/EPhPUfDnh/SNQvGmWe+MnmwNGQLfAQoGP95lbOO3TqDhrVXJbs7GLOcJEo6bafCcR0UVoYkmTTZJHWAbWI+fHH0FFFDKQ8825J68Gi4J8ofQUUUCGoT5Q+laNzO8c0EYxsdirA+mKKKmQ4kMkYDYycHt1qjDqtxoesLf2ezzoWYLvXcPmUqePoxooqIbmlTYp2XBkI7LgUqH96KKK1MUWs0Ix81f8AeFFFAIahPmSDJwD0zUqn99J7jNFFCGVgT55+tXrZiFkPuKKKHsC3GWsjTowkOShwD3qhfqI5WAHGQcGiio6mnQ0te8WyeIre2hm0jTLU26LHFJapIpSNc4QAuVA5JOBknn1qnKSZCT60UVRmTKcAUEmiimAkhJij9nP9Kmc/uqKKEDI7tiVWiBj5kf8AvCiimA/UCWeMn+7n9aontRRUGi6ljT9efRmnjOm6dfxTOrmO+t/MCsucEEEEdTkZwe4NMOo3WrX19f3splubmTzZXxjLHJ6DoPaiin0M3uSwdGNTZOKKKaEKD8sg7eWaLY4jGKKKBjskWxGehNQW7EKaKKbAu3MrxaWjIxU7Qcj/AHqktz9ot0lcYdhyV4oorOS0NI7lfVfl05wOPmU/rVS98S6vqelW+l3t7NPbW0jyoJJGYlnxnJJ5xt49Mn1ooojsKW5//9k=", 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", 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", "info": {"video_id": "35827", "label": "pretending to put pill package into metal lid", "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": "3b0bd68c59a8bd8df146a73f045f4dd62e245550ce61f56f90e805453e9562f2"} +{"episode": 21856, "episode_seed": 2381504120, "split": "train", "timestamp": "2025-10-13T03:03:58.045337", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2381504120, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 comb'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "199352", "label": "holding comb", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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2JxxUWG2+p5FqcMtxrBRFJMXLCtPSpMLNBjkYYfyNdTK1rGZSIlBIwTjnFcjIVh1dwp+RuK4cTT9xo66UtTSv7iaHShNCx3R4P4A4P9Km0Gwe5zd3UUrLNgxRh9oYZ5Y98cYqG2KyxyQyIJFJGUbowPBB/StV9WSDTSyNvmJAJJ6Y6AegHYVGBlumFddjVaKz05Y3EcYkLfwjhfp/jWJq1+93iCPlmyB9aimuJrzaF3NyBuCkgH8KG0+HdFO09yhwMsAQPc9Pyr0G+iMdUjU8PRI0c5NpIBsQDYRz1Hr1NdCkIcHEE4AznD4749fwrG8NrGBcRC5n4ZM4U9ATgDjrXQv5YtmLNctnAwAR3q47GL5r9fxIGAknH7q5UfNg7sjjp36f1qeVPKjG6GXAbALt3x9e1V4ZEDbs3IwCeAcdf8496nmkSVsIJ8gn/W5/TP60mN3X9M5fxJK0doqRj5VBzXll3L5l0ecgV6/q9vHtHncowOV9a821vSbWzj8+3duZPuN2B9D3rmrRe5tSeg6y1aSW5sBPISIcQgeinPP15/QV0J0OLUdTN7cqxgijO8B9vI6c1wsed4x1HNd9b3v/ABL2m6h4w5X1PeuS6VSMmbtOzSNm1WwFkWjs4reMMGVOpI9zVXV9TMkflqeuRx3rnLLU5rltgUnccBF5rYj077QAJ4p2chh8qkAEe+e3evQUrrQwS5dyGOR2soYPskW5Qyltwycck9OtdysE2VH2WHOF4J/H0/GuKWxtoNoVLvAf7vzHg9B9c13kdupw32R8tj7zdgOnX3zWkDCXn/X4kZiMYA8i1LuBwx7E59Pzp1tasULfZ4Ack5Ldcn6f5FJcgC4CrZqACARuHYd/YdaWLMcSj7AhyBgFhzk/1oYKXn+P/wBsR3bbXbIT5CSNnvXmfiud1mYuThiSK9LePzFbgKCTx2FcbrdvZzLJbzRhxuzu6H8D2rOpG8S6b1PPrO9e3kY7mCSKUkAOMqeortfB0/2lNRtGb5uqZ9cZH8q4e+iSG+mjjz5Yb5c+ldD4Yvfsl/HEqoGnxiTHzAgHj6VxPbU6Gux3Ed2I4xBEQNy/MR1Hfr61BdaqvzeWQAQOT696rTL5N66r0Y7gPY8/5/ziKHS51vGkKLIu8FI2OPvevFPCVH8IVFFe8UYrpkvY7hbmNJC2FBAbgnnjNdD4fJnM7yMZjxgRjGwDdyeeneqrabiNS1nAxGRjIzwevT8K1NBURG7UILfeRtMZznI6dOgrvjdPU5pe87r+vu1NWKMHCrBcD6t04z6/jSuMsi+TdYBVch8/Xv8A5FWVCKjkvdMFUgcY7d6qRshkGFuRhunPp3/rVMlX/q5YaPZbktFKV+Xlm45J9/8AIrlfFcrfZFjU8ck11E0qyIoVLgHg5kJx0/n/AErndZgLLuf7mefeoa0KT944mLVzFbQ2i8BASfqTk1sW+qA2MjRRxjJDzNj5iAMAVh6rZwQHzIMgk5wahspikpQHhxtI+tcvM07HT0Otjk+1W1tMnzEgKPxHH8quppYW4imaKOebbkI74BP0xz+PSsnSI5LXS44N6ySRqX4z8pzkA++Ku2d+0LGdmLNjJPrXLRahU1Kmm4m1EsVovmSiMTIMEL0Heubv72W+1XbDtI+YfN06VI813f3LJAjOX6kdBSHT4ohlrW4Z8gk+o6evc16sn0RzbLzO8MrEEm+VcLj5QOOf6VTUh3z9sGRu+U45Pp/U1dj81YlYW8KnI4J6d/T/ACahXzobQuYoQSoA3ZJOTwP8atmKav0/D/IiuZk8wBb0SNuA2kAduv1NN1KQLatz261Xd5pJCzJEV80ncM5Jxgn+go1XiyJNSN20t+n6HHXdzhz6VgXjFZ1YHJAyPwOa0r5W3gg8dDWYP311Gh5x1rjqanVE1rWTZcrg8MMD+n+f5dKS102e71O7RpBHar8+5iBnIyAPeomUwuo/iQ4/L/P/AOuum0torgeRJGp5LBu+COlcmHXLW5Wa1H7l0Qw+baKiW9zDsVlxhF4OME9e1aEMF5IimS5AjHB+QdAe1T28FjAWYIjOvAJUcVn39+3liND8xyML1PtXrJWOTlTev5I2dEuGNxeok6KqsD8y88g9PrWjcSMDGrXyEZHQDA4/yK57wtDOs10ZrXLPtYFyOByK6SZZTMqiCIKpY8HsBj0/AVSd0ZyUU9LfgQRMscBLX6KCo+bAwOf6UQSK8zgT+YFJH0/+uetJeyzKREsVvkFF2jOCeuPw71FbeYWfeqDJJG3vyeTQDtbT9P8AIxfEk4BAB6dq4XU5BPCy91yRXV+JG3TEDtXFy7wWD/SuWu9TopbFSCL97n6V1OlL5libc8FHKc/3W6VQs7Hd5bEcNkfiK24IvLnG0Y8xcf8AAhyK5qkLwubKWo+20yHTgI7e6XznUFgMEls/d9cVt2kE6Mz3VyxRScLgDOe5wKym1NYnRtuGK/exSy6n9oXy1JZ3Iwo79q7KMk4pmE466/oS3moo16FilES4yOnJBGPxrsd8TE5uLhsA9M+g9q4J9MvY2bMMLsdyklvTH8q9AjeYxFmuIkz0+Xpz9a2jd3uZScdGv6/BlIJC020i5+V+nzHoOM/1pLh7dFA23RZVUE89Cee/U/yqfzjDFJI14gJ3YAAyT6f1rNaczOxW/UglcHCnJ/vf0FDBX7/n39C68ix2efavPdWuv9IfHrXdXp2WLH2rzbVVZpGYHvms6z90qluYN8pe5Lj+IZ/WrlvHIgjmiUl4XV1x3welEUHn3CIeR3+lb+nWypAVP3vut7VyRjc6GzpjHGzQzOrZClMY5B6j/PtTDbQXjBhI6Mo+Y7iM/rUFlLLfaZcpI26eNjyO5Xv+INQwyFIWIyW28f5/T/OBjTfJOzG03E07y6g0218qAAEjrTvCU7P9pcSLG2FJ80epPIz2rFRk1NfNluo4MEbVOCTzzwfSt7w5C0X2jbJDdbiqjP8AByT+R6/hXqJ3asc02rW/r/I3LmUiAlr0c5JAA9e/86jiKKWb7ZnluABxx9O/U1ZnWdowiRwjdt69euf/AK5qvezSxQbN0IyjHAHOCeBn1NUzONr/APDf5EUciST7UujMAAee/HXp+H4Vi+IpSqBc8VrRmfzWaQx9vuA9cD9K5nxNI2evNKWiY4/Ejkr6TzEIznBqtp6M9/GR0XBNEjFnbIxzVmwiYSAjjcdua4d5HWjf065H9rvbsQd6B/6H+dW7WzBkdJX2qCy4xkn/AOt7/wD66rJZQxXcN20hWRY2UDHUnHFX7i4aCdVCgiQbgfQng/j/AJ56Vz1Y8tS76lJ+7oR2kAjlFrDdS4VhhEPP+0Tx1qe8iexiLS3Ug3fwhs49M5FWre+EMe5gAxX7x6msef7VqlwWQpsVgMueCfSvTg7wTOaSSbv+h3TiFYk+SdhgnnPYVj3c9vK4iEFxtUDIAbOD1HXqa17+a4SBpDJHgIeMHoTx+ZrGQ3fmsFki3mQbm8s43Y649AO1a2MlO3X8f+ASLFCjRlYZUYueuccdvwH603XpwlqEBqZxIBH5kgbglQBjAz39z1rm9dvTPuVTgrxUPRDvzSOdv7g5PNQaPiTUueyk1VuWPmnJqXSHKXbN6KRXG37x0rY2LzHmFT1J6ep/yP8APUSxXptYEn3fd4Y+3T/Cq1w/79B18wfn3qSGLz4nhZAyyHjJ4Off+v6nrXJVvGrzI1j8OpYj1dnDogJJbj3q7DDboxlkuZDKCCGjzx6444+tPsoruMLFDbwKBvUAMR9fwqlp5vtU8UXGmzanLZRPG5QRJu3FULKvPToeT/WvTcrK7OXd/wDBR1Phtrd3mCzTuVwMZPTJrRup4IVaQxzZwxB5x6ZrmPhvf6hdR35mm3kGNsvzjIYnFbmoyXDERl4tqopYYPc8CtY6xuZ3tLf8f+AV4kt55CTb3Jyw7Hhew69c81etSqRSOoIAJPzVDB9sLkmaNMNnPl9MDk/0AqveXItbUg9G4p2swcrq1/xOa1u4LTOa5KeUtIa19Wmdmc54rBcnn1xXHVd2bw2OsRN2nAKcMVDKfeq0uplBbS5wQ6k/nzT7OTdaYzyqVQtbJtRuZgceVAPMYHuD2/Opd5KyLulua+o2ksshWLIUNkHaSMHnt/n6dDJaWVsiZYSlwn38MOc8/hWqhdIUESp9pyqc52r7+tUdZl1G10USxTxxknYCmc4zz+dGHi4xfMtiZzTas/xLLC1ilH7m5AyMAhun5+vNdqsZWFNtmoyR94j6/wD16841gSQaPbapY67fT5uRb5uIljWchcs8QHO1Sdp3eo9wPRLmVI4wz3rcdMEZPH9a6qclLYwlfb/P9DKvJ5JX8lbRNoXcx3DgZ/macUkEeXtokLOAdrZxx0HsKoCVX3Yvm3FASxcevP5fpV8KioCs0khzn5mzgev1PU1owbt/TIdbm2WgUHqM153qUxyeea6jW7wyl48/d4FcVek+byawrMukibSCHuznutalxKYblZAcLIMH6isTTnKXWfRa0tWz5KbepAI+tc6ehv1NbwlqG/VLmE8hgH9vQ1vwacIZpGdfkViFyevoAP8AP9K53TBDpiI0F2okADyLkfM2eV/CtmbUYrydG+3iFA2AI2HTHLfXtUui3NMlz0/4cVIG2sUsY1BjzyR90HOenJrU0E+Y1wJLfZ86keUc84J7dhXK6XJDqPiw6Xe63eQW0jmOOSKeONUHXLFxjGM8dzgVt+DPtsGq69ZyT3GbaUJtugPMXlhg44zwM4yK64TTlymMk1q/1OlufKjyWs5GAIHP0z6/jWMClzKZDZSHcMhjxj1b8egrQ1SSQN5f2tfmZt3yjOAOfzqjbCdygF0FBVcDavrx+A61s0TGb7/iy1AiRzSqsJi24G0+3auV8Ryq0zD8K6aeZbcSMX3gEjeRjd71w+tXBaRiOR61E9IhF3lcwJ5BuOK1rNP9EUj72AQfesB2JOTW9ZSZtEHcCuRbnT0LE2qg2e8jDf1ranxc6bb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", "info": {"video_id": "199352", "label": "holding comb", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4d805785901488a429fc28a7e9385a3f5ff64e0d72901e2172ed6dde6588a928"} +{"episode": 21857, "episode_seed": 2834625590, "split": "train", "timestamp": "2025-10-13T03:03:59.527125", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2834625590, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gift box underneath chair'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "169668", "label": "putting gift box underneath chair", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "169668", "label": "putting gift box underneath chair", "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": "7a108a71ed9e4ea70be9a8e328799b7eb3541cff394074f7b786e2481f9c91bc"} +{"episode": 21858, "episode_seed": 12962829, "split": "train", "timestamp": "2025-10-13T03:04:03.039364", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 12962829, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paint brush 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', [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": "219501", "label": "moving paint brush across a surface without it falling 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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hYjHUGplKwpuUUml1SOytsRxgcAVeToO2ayLfULJlwbmH8XFXYru23DFzGc/7Yps0IdfUDR7obeSFIHvmuTg443NwO9dN4gnWfTpoYJUMjphDnvmuQGlak4JLxAnuCelc7avqdEdi+ZNozxW/4ZIZrsgY+4fr1rkxouoSAYmUY/vHvW34eefR/tIvCrbyu3aw7Zz1+tVBq+5E07HYgZJp4ArIGuwA4wc/7y/40f2/ajnnP1X/ABrfmXcw5ZdjTznP1qN+tZb+IbbBO2TPUkY/xqGPxDBMQqwylz2GP8aXNHuVyS7GlISB64rD1i3jmtWY9cg4NTy65GrEG3myOvT/ABrG1PxRYrA4ZJFx13AD+tHPHuONOb2RW8J2ptIbuJwMxXLbec8Ef/WNVEnjTo+ee1R6VrcRv7qSNWMcx4AHcY/+KrSh0SxYlzEckk43HjNcrnrdl4dylDXdNr7mVTqduC2DnH603+0YiD8xz2rUXSLJAR5WV7rmnNpumqQ4t1GKOdG3KzndXQXFzcwSAFd5UisdrT99aWduHDiVdqp14OT/APrrV1yVYNVlw2dxDHnuRk1F4bja78RNdiQqtpHuGOu5uB+mak6rrludbJCgJwOB6VBJEH+XceeuO1XjPeKwdZnP45qGe/u93LE/gKVmYXKUUkkBkEZA4785FEUTXsO7YPvHt0qRr6Ykhtue52D/AAp0WozxKMeWPUbBRZoG0xBp6xrl8KPU96PITKqJ3UH/AGuDUsN7eTXEcSwwyM7bQGjFbjWU0azFtPt2K48vYo+Yd6G5C0M6Nk2gA08kjGGxVqGEzIZWto0CkcbOMf41yVtLc6l4xutOOozWkH7wwiOPdllQsF9hweT/AFojBsG0bs2HHIyR0qrIsfLbtu0ZOay/Cer310t0ZrkthYzg4PXPtWxqN3M2m3IG3mM5+Qf4U3FoE0zg/EmplrmKKdZjA7cCNsE46Ln3rQ8ONbfaGhERguChIj3ZVUyD35JzUMqCVQxwSvIzWh4XMSS3t0sKSP8ALHucZ2jqcelHQ2qU4tJvpsaMsOMydRnGMU95Yy0Uf2eNSSACBjIx3qd70H71vF/3zjH61GLmPzUb7PESD8p5GDS94y0EW3uA2UllRfRWIqwDeRf8vky+24mnHVSEGLdD/wACIqW1MV1BJONOkIQhcrIeSarnkLliMgExYvPMZCeAT2qyQCOxp8kFnbzGFbaXdjIJY4x61meKS+maI0tu0kUolVVZX6ips2wehf8AMO0g429KqsiFcEFcnAzWHqUvkaJFqNhrGpSqbg2+Z41RZ8JuZ4h12qSFO71HuB1Bu5c/eUnHXYv+FOUWhJoomFRhdwwe+aa6KAxycDpzWjJczgcuvT/nmP8ACq0lxdqGwVOVIHyDr+VTZlXOJ1+ae6iAj5iZsMqkg49sVFo80NhqSCSLa7Y8lIzxnGDu/AmrKFSrBzyM/nT9FEb38915amSJQikjIBPJ/Gq8jerCLiuZbHQR2rXlujsvJHpTjYQQj94AD2FPTUbhFAUoOOgQcVLZ3N/c3kcCCI7zzujXgdaPeOfQrxw2yTBt2D1HOQK0UlQgDPNaj2t7FFK3kQPIHyu1R8yimRxTC1+0zAKM/e2gK3HAFTZsLozywJGG/I1GwaRiQhcAdB61k2d3dXfjKXTr3U7yytnl2RvE8Uax9DljIMYx2HJOBUmlXmorqmq2l1cXbC2l8tVuAFdcFh8wXjPAzjj0q+R2uLmVzQFo5UMsUnPJBQ0NaOMAQPxzyhqzvleMsZZSO3zmq0iSSDcsjcdMmpsyrjHsZ9vNvJ+K8CoWsp1lBWJwuMdKfKs+3G5ienXNVn81OWPXrRZhcUxTw293NKrFI4ztz7Z/xrk760+326bmPyENmuhnYfZ5tx4KH8OK5uO78tdpPVelPVG9FrUn0MpBrkcCqTJMT5YGAA5GOfYiu++y3EYG7ygfQNWZ4D0OC8tjq9wh81pCtvk9FAwT+JzXRraWdjczs7uFTGFxktnOVHtQ4tmEuSLaiik0TKmXkiAI67j/AIVFJHE0eTdQ46cE1n+JLoLpUlxHLJHIJEUFAOhqhqml65o+jaZdXWoXKPdu7ywtHgRYClATj7xVs47fXNNU20TzHI3k8k9x5kjZZmyTWz4H+a91Bj12j/0I0UU2bS+A7df9WCetQSHash9AMfnRRUmJn3PLnjpTY1BVT3zRRVrYlmvp6rGwmC5cHIJ7Gunsrh7ixaZ8BzkcD0oopoRg3d1MII4A5ESgnaOhyc8+tef3WqXOl+Kbi8t2UyxyttDjI5XaePoTRRTjuD2NTwuqqJ8AfwDP510bxr5LjHDI2aKKUtxrY88Z2wwzxXQ+FYlTw95o+/JLIzE/XH8hRRUdTpqfCjXmRNpG0Y4rO/ixRRTRzksSg5B9a7LSIxb2vlpnaRv565PFFFUhMnvCFvrYbFK8nDDIPyn/AArh/Ft3Lc6Q0ku1iZU4xgflRRR1EYepa5/b0NvHPplhAYlWON7dXUqgzhQCxAHOeByea7KNQYwx6gGiiqmERZ+Rk9uaaP8AVgn6UUViWedXErCeTHckn8zWtoUKRaNE6j5pcyOfU5x/SiiqW5tV+BGvGo+U1r2R+zBZY1HmZyGPUfSiimznZv2t5JcaTLK4XdtJ4GPWsOeeWRY1ZztRQqjPAFFFD2EtzibnWpNM1vUIzZWV5FLKGKXcO8BlHBBBBHXpnB7g1seH76fUrm/vLt/MnmZZHbGMkk0UVb+EOp0L8I/seKiQDfjtRRWTLKzSsdrcZyKpzOzNtJ4xmiimIytadodKcocF2Cn6GuUYkscn+Ciihm9LZnqumu0LW5iOzCIAF4GMZxTpXZ5GdzuZmOSaKKOhzvcxfEoB0CY91kTGPrXNSa7qV7YQ2NzdzSw27tInmSMxJbGc5PONvHpk+tFFXDYTP//Z", 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hYjHUGplKwpuUUml1SOytsRxgcAVeToO2ayLfULJlwbmH8XFXYru23DFzGc/7Yps0IdfUDR7obeSFIHvmuTg443NwO9dN4gnWfTpoYJUMjphDnvmuQGlak4JLxAnuCelc7avqdEdi+ZNozxW/4ZIZrsgY+4fr1rkxouoSAYmUY/vHvW34eefR/tIvCrbyu3aw7Zz1+tVBq+5E07HYgZJp4ArIGuwA4wc/7y/40f2/ajnnP1X/ABrfmXcw5ZdjTznP1qN+tZb+IbbBO2TPUkY/xqGPxDBMQqwylz2GP8aXNHuVyS7GlISB64rD1i3jmtWY9cg4NTy65GrEG3myOvT/ABrG1PxRYrA4ZJFx13AD+tHPHuONOb2RW8J2ptIbuJwMxXLbec8Ef/WNVEnjTo+ee1R6VrcRv7qSNWMcx4AHcY/+KrSh0SxYlzEckk43HjNcrnrdl4dylDXdNr7mVTqduC2DnH603+0YiD8xz2rUXSLJAR5WV7rmnNpumqQ4t1GKOdG3KzndXQXFzcwSAFd5UisdrT99aWduHDiVdqp14OT/APrrV1yVYNVlw2dxDHnuRk1F4bja78RNdiQqtpHuGOu5uB+mak6rrludbJCgJwOB6VBJEH+XceeuO1XjPeKwdZnP45qGe/u93LE/gKVmYXKUUkkBkEZA4785FEUTXsO7YPvHt0qRr6Ykhtue52D/AAp0WozxKMeWPUbBRZoG0xBp6xrl8KPU96PITKqJ3UH/AGuDUsN7eTXEcSwwyM7bQGjFbjWU0azFtPt2K48vYo+Yd6G5C0M6Nk2gA08kjGGxVqGEzIZWto0CkcbOMf41yVtLc6l4xutOOozWkH7wwiOPdllQsF9hweT/AFojBsG0bs2HHIyR0qrIsfLbtu0ZOay/Cer310t0ZrkthYzg4PXPtWxqN3M2m3IG3mM5+Qf4U3FoE0zg/EmplrmKKdZjA7cCNsE46Ln3rQ8ONbfaGhERguChIj3ZVUyD35JzUMqCVQxwSvIzWh4XMSS3t0sKSP8ALHucZ2jqcelHQ2qU4tJvpsaMsOMydRnGMU95Yy0Uf2eNSSACBjIx3qd70H71vF/3zjH61GLmPzUb7PESD8p5GDS94y0EW3uA2UllRfRWIqwDeRf8vky+24mnHVSEGLdD/wACIqW1MV1BJONOkIQhcrIeSarnkLliMgExYvPMZCeAT2qyQCOxp8kFnbzGFbaXdjIJY4x61meKS+maI0tu0kUolVVZX6ips2wehf8AMO0g429KqsiFcEFcnAzWHqUvkaJFqNhrGpSqbg2+Z41RZ8JuZ4h12qSFO71HuB1Bu5c/eUnHXYv+FOUWhJoomFRhdwwe+aa6KAxycDpzWjJczgcuvT/nmP8ACq0lxdqGwVOVIHyDr+VTZlXOJ1+ae6iAj5iZsMqkg49sVFo80NhqSCSLa7Y8lIzxnGDu/AmrKFSrBzyM/nT9FEb38915amSJQikjIBPJ/Gq8jerCLiuZbHQR2rXlujsvJHpTjYQQj94AD2FPTUbhFAUoOOgQcVLZ3N/c3kcCCI7zzujXgdaPeOfQrxw2yTBt2D1HOQK0UlQgDPNaj2t7FFK3kQPIHyu1R8yimRxTC1+0zAKM/e2gK3HAFTZsLozywJGG/I1GwaRiQhcAdB61k2d3dXfjKXTr3U7yytnl2RvE8Uax9DljIMYx2HJOBUmlXmorqmq2l1cXbC2l8tVuAFdcFh8wXjPAzjj0q+R2uLmVzQFo5UMsUnPJBQ0NaOMAQPxzyhqzvleMsZZSO3zmq0iSSDcsjcdMmpsyrjHsZ9vNvJ+K8CoWsp1lBWJwuMdKfKs+3G5ienXNVn81OWPXrRZhcUxTw293NKrFI4ztz7Z/xrk760+326bmPyENmuhnYfZ5tx4KH8OK5uO78tdpPVelPVG9FrUn0MpBrkcCqTJMT5YGAA5GOfYiu++y3EYG7ygfQNWZ4D0OC8tjq9wh81pCtvk9FAwT+JzXRraWdjczs7uFTGFxktnOVHtQ4tmEuSLaiik0TKmXkiAI67j/AIVFJHE0eTdQ46cE1n+JLoLpUlxHLJHIJEUFAOhqhqml65o+jaZdXWoXKPdu7ywtHgRYClATj7xVs47fXNNU20TzHI3k8k9x5kjZZmyTWz4H+a91Bj12j/0I0UU2bS+A7df9WCetQSHash9AMfnRRUmJn3PLnjpTY1BVT3zRRVrYlmvp6rGwmC5cHIJ7Gunsrh7ixaZ8BzkcD0oopoRg3d1MII4A5ESgnaOhyc8+tef3WqXOl+Kbi8t2UyxyttDjI5XaePoTRRTjuD2NTwuqqJ8AfwDP510bxr5LjHDI2aKKUtxrY88Z2wwzxXQ+FYlTw95o+/JLIzE/XH8hRRUdTpqfCjXmRNpG0Y4rO/ixRRTRzksSg5B9a7LSIxb2vlpnaRv565PFFFUhMnvCFvrYbFK8nDDIPyn/AArh/Ft3Lc6Q0ku1iZU4xgflRRR1EYepa5/b0NvHPplhAYlWON7dXUqgzhQCxAHOeByea7KNQYwx6gGiiqmERZ+Rk9uaaP8AVgn6UUViWedXErCeTHckn8zWtoUKRaNE6j5pcyOfU5x/SiiqW5tV+BGvGo+U1r2R+zBZY1HmZyGPUfSiimznZv2t5JcaTLK4XdtJ4GPWsOeeWRY1ZztRQqjPAFFFD2EtzibnWpNM1vUIzZWV5FLKGKXcO8BlHBBBBHXpnB7g1seH76fUrm/vLt/MnmZZHbGMkk0UVb+EOp0L8I/seKiQDfjtRRWTLKzSsdrcZyKpzOzNtJ4xmiimIytadodKcocF2Cn6GuUYkscn+Ciihm9LZnqumu0LW5iOzCIAF4GMZxTpXZ5GdzuZmOSaKKOhzvcxfEoB0CY91kTGPrXNSa7qV7YQ2NzdzSw27tInmSMxJbGc5PONvHpk+tFFXDYTP//Z", 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", "info": {"video_id": "219501", "label": "moving paint brush across a surface without it falling 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": "0e7a2fd712be0f37758ae32e4f99391b1776f8c3a0f2b95dc89ec3b8c5f5564c"} +{"episode": 21859, "episode_seed": 1798106168, "split": "train", "timestamp": "2025-10-13T03:04:04.268130", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1798106168, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box 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', [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": "94456", "label": "covering a box with tissue", "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": "94456", "label": "covering a box with tissue", "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": "ff9e56e5a940c8f9891e0d4e17de841b8d95f143be4b7bbe7767f56bd1316614"} +{"episode": 21860, "episode_seed": 2257187675, "split": "train", "timestamp": "2025-10-13T03:04:07.119210", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2257187675, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water bottles'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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aSVjmYLM0WWAyHyCPyotP3lwEyQW4yM8flQzbbUKf4qgjO2UHNNiOi8MaZDq3iWzsLgApK5G08BiASB+OK9z1DRbP/hVusafdWkAW3sZ7mKPy8eXIgGHX0P8AOvCPClyYPGmjMrbcXsQzn1YD+te++K9f06w8MeILW6k8q6n02SKBWH3+gIHvk/oaaKsuW5xPhna/h+yU7T+5UOPTiq2o6dqmnWt2uiXsyQ3K4mt0kKhh6cdazNP8UaaYwfJuLXaQrlRuUDsTj6Y6V0NhqVlfRma1vI5lQ4IBIYH3B5qzxL1KUm7EPwrBbxPfM0TDFm2Wbkkl1HJru/G9z9k8OalKOStswH1Ix/WuJ+FtuE8Y+JpBnKxoB/wKTP8ASt34pag1j4Tu5I8b3ljjGfrk/wAjRb3T3qHwJnkDW6nQB537uW5uN0QzyVjXn9WFYtzD5RYjiorzUJ78oZmyU4QAYCj0A7UwTvIojc7unJ61kjN6j4Bmcf7IoC8062++5qRU7twtDET28WSDjiu+8DeFX1y4hvXVTYxThGIbncMHp+VeftOjWzFWHBxj1r134JXpTw/rQJO1LlGAHYtGf/iaRpDV2JPG2j6bpvxG0a5sYIoGvbOWS4EQ2ozhiu4DoCe+K63wlBEbqd9iglQrcdRXHfEbxDoX/CU6UyO1xDHpgTdFgmNjK27I65+Wuh+Hmp21/LdrBcGQxkAq64YcZB+hrVHJFS+tJ20K3inw5Do1nrWowELbzREmLsrV4x4RlT/hLbFZH2iVmj3Z6blIH6mvevibKY/BN/g9VxXzXZS+TfQyZwVYEH0PrUOKTPQr6pHt1q0Mcl5ZShjcOwiTA4HbOfTFeUazAJtVvrhH3JLO7xkD+EsSK6i98fSR2hEdvbrdsuw3S5zjGDhegYjv+WK4CG8kiXZktH/dPb6VMY2MW7iSEgEE8gYqQSG2lgkU8oe1ROwdsjozVO4TaHYZx0FUQXdOm86+Xb8q7gcHqfwr6S0KIppMQc5YKBXzJoZZdWgZcHa65yccZx/Wvqiyi2WCfStKfU2pFPUfDdh4p0+70u/jOx0LRyo214nAJDD16cjvXk3hfT4dQ8HQRzoHBDrg8/xGvaLW6gt5riWaVUKW8rKCcbiEbgfhmvFfDuraVa6XbxQX6xuqIrpKCBuI6jPbPeh7nFmPNZcpqDXPFPhqymhV11GwMHkxrOu9oAM4wevGTjmuBeWGZ8TuCDyQBgKCcn9STXpyO8o3b1dO7KQRXlXiGWS21y+RHVYhIdqbR0NS1Y56NWVT3Wep+HJo4/BdpPbSkW6tJET02neW/UEVkfEQQ3WjqbSUOr3MZ57kK27+Y/Oue8H+JYtL02a2uYjPbOcsu7awYd17fgfas/xZ4oOqXNstpGLaC23hI925juxkse54HtWdveueglaNjAdHgY4PFRw8yE+gxUkt39oTBXD57dKjgGdx9TVITNO28Q3cviKx1LUJTOYAsR+UD92BjGB14NdD4o1qGOwa0tri3uI5z5qlQ29dwHJyAAMDjv61wY6jNWZpjOyEknbGqc+wxSZLgm7l7QtQudNvvPtbiWCTaRvjYqcHryKuXl008CM7lmWbfknJ+tYkTFHyKseazKQTxTTLPUbGaVtetgQcL5QPAC5JGcn1/XmvX7mVAzntjINfOGha6X13SxKnzedEjsT8v3gN2PXFe83hlWNst8oQVOIlc1pIl0mIW/hjT4cEbbZOPqSf615F8QdCOreKp7n7TsEcapgJuxgZ/rXs10RFbxxrwFCIPwFfP/jXXL+HxjqEdtctHHHLkBQOpVc59elatWii6nws5240aOOWSKK+ikljUs0exlPAycdjxWYMBGAOc9DitI6vO1wbmSOCWYgguVwTxjt7VmAso47ipbRzK5JccRRj61X96mmbdHGfrUPakCHKxEgYEgg5BHatqXU7q+Z3u7mWdzEU3SuWOPTmsQVMrkUXGaekar/Zbyk2sVwsqBSshIxg5yCK6OLxLoSMt39hmS8VcfIBz7E55+tcTmlzTTMKlCE3dnt3wj8u6XWtTU4e4miRkznZjccfrUvxUtW1DRoLZX2F7nf0znAI/rT/AIO2/leDp5yMedfMfwVAP8axPi1qc9tDpkdvKUaUyFiOuBg1r9g7Yx5adl2PNLnRI7d1ja+jErHCq8bDPbrWY0flSspIJUkHjoRV6XVLm4ZDcsk7J90yLyPxFUpZmmnkmICs7Enb0zWTa6GCv1JbbhabcXIkOyIEIO/c02Jzz61BSYIcGwhX1rV0XWL/AErzxZXk1uJl2yCNyu4c9fzP51knk5p6ErRewzSvZTKIXJyQm39a9p+D97HfWVyy2oikiCRu4bO/C9cdq8KLkgA9q9v+B5j/ALIvxuG8y9O/QVUXdl04pzTZufE8+b4Rnh3hPMYLknAr58bT1tLtY9QWZI2UnMYGf1r3P4sXCr4WeMsMs/SvB0y7KrOSoG1QTwo9vSiW5pX6I6HVfBc2norNqELI6hlEgKlQRntkVzc9lJbqGLxMhOAyOGBrb1HxbqV/OzO8QhKKgi2fKAqhfrzjJ9yaxpbhWtRAsCoN4fIYnnGO9Dscyv1IE+8o9BT53+RR61Gr4IBpZui0ug+pNpkixanbSyHCJKpb6ZFfWVhNHNpEciMGUxggjvXyIpwGHqMV6P4Z+K9zpOkrpt9aCdI12xzxthgO24dD+lVCSW5pCXKzp/iRqXleRbBsb85HrwRXlek3dpaXL/boZJbd42RljxnnoeeO1Wde8UXWv3azTgKEyFA6496xGbP41MpCq2mdxp914ftsXNrfvaZH7yA5Af6r6/Sue1W3fVbqfU7ZTJbs5XJGDxWNmpobia3JMEzxMwwxU4yPQ+tF11OaFBQlzXuaWj+Hp9XhkbT7tPPjTfJFIhUKM44bkGql1oV9A5BRGYHB2SA81f0bXJdBtr1oI0aW5iESs38BDhs478Aj8ap3Wq/briOe4t0EiHIaI7ec56Gn7tjbW5l7WRiGGCKmhOIxTJ5FkuZZVTCs5YKfrRG2RSBkIqUHjpUVOzxUsZKvWpB04qFDng1Ipx9aAHI7RuroxVlIIIOCCO9dw/xQ1ebTltpYYXkCgPPkhmweuBwDXC96O9JpPcpOx9OtqcV/pltdRMNs+HTBzkEZr5y8SXRufEmozqSA87fpx/Sn22vapYWb2lpfzRQOclFbofb0/CshmLEkkknkk1rKSY5TbVhhJPXFOTkH/Z5/CpLW3a7uordWVWkbapbpk9K2/DPh631fxCNNvL2S23QyshSLcWkVSdnt0OSfSoIOecYPHSmU5sjAPpmm0AOFPHvUY606gCQUd6aDxzS1IHunwm1WGTwfJaDCtaSyb+eTu+YH+Y/CuL+K92ZdV0+EE5jgL/mf/rVxlhqF3ps4uLO4kgmAxuQ4yPQ+o+tV7y7nvJ2muZpJpT1d2ya2c7xsXzvlsVyWPU5pAe3rRV2808WkIfzQ5JUjHGVZcg1mRcphtrA/nTK6rXfD+j2vhq31bS9QvJw1ybXNzAI1uSE3O8Qznapwp3D+Ie4HK0ALT1plOXGKAJB7V1XgnxlJ4RvpHMHn202BIoOGX3H+BrkxT+1JNp3Q07Ha+NvHSeKI47e3tniiRt2525b8K4oGmmm7uKbd2OUm9wZmBIB49Kbk0pq1Z2X2wSN5gVYyu/jkKTjP4Ej86CSoeefWhm3KvqK6DwlpWlat4kj0vWLmW2imbYs8c0caxkHlmMnGMA8dScCsrWLI6brV9YmOeL7PO8Wy4AEigMRhsEjPrgkUAUqcKbS96AJQfWndajHt0p4PFJgHelBppNFADnY7Rg9DxURY55A/ClJzTaYCg9RQh2t7GrN1p8tom52Unft+X3AIP0INbviPwVe+G/Duj6jeCVZ78yebC0ZAt8BCisf7zK2cdunXOANzmplCTMq9AaYKKKAHCpM9qKKTAM806iikAN0qI0UVQCBmRgykhl5BHY1tPrF1pPiQara+WLnG/wCZcrmSPDcf8CNFFAuphnlR7cUlFFAxRTloooYDjQOtFFSA7PFMbrRRVAMNXZmL6TbO3JSRox/ujBA/NjRRQJml4g8WyeIra3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz61gMMNiiigYlOFFFADwe1O7UUUkAjdKZRRTAQ1c0pj/aMUf8ADLmNx6qRzRRQJ7FjSdefRvPjOnadfxTMrlL6DzAGXOCCCCOpyM4PcGqmoX9zq2oXWo3spluriQyyPjGWJ54HQe1FFAypSjrRRQA4HFO7UUUgEozRRQAlN70UUwL927PptlIzHdhkz7Kfl/IHFTah4n1fVNIttLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1oopsSP//Z", "info": {"video_id": "193790", "label": "taking water bottles", "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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aSVjmYLM0WWAyHyCPyotP3lwEyQW4yM8flQzbbUKf4qgjO2UHNNiOi8MaZDq3iWzsLgApK5G08BiASB+OK9z1DRbP/hVusafdWkAW3sZ7mKPy8eXIgGHX0P8AOvCPClyYPGmjMrbcXsQzn1YD+te++K9f06w8MeILW6k8q6n02SKBWH3+gIHvk/oaaKsuW5xPhna/h+yU7T+5UOPTiq2o6dqmnWt2uiXsyQ3K4mt0kKhh6cdazNP8UaaYwfJuLXaQrlRuUDsTj6Y6V0NhqVlfRma1vI5lQ4IBIYH3B5qzxL1KUm7EPwrBbxPfM0TDFm2Wbkkl1HJru/G9z9k8OalKOStswH1Ix/WuJ+FtuE8Y+JpBnKxoB/wKTP8ASt34pag1j4Tu5I8b3ljjGfrk/wAjRb3T3qHwJnkDW6nQB537uW5uN0QzyVjXn9WFYtzD5RYjiorzUJ78oZmyU4QAYCj0A7UwTvIojc7unJ61kjN6j4Bmcf7IoC8062++5qRU7twtDET28WSDjiu+8DeFX1y4hvXVTYxThGIbncMHp+VeftOjWzFWHBxj1r134JXpTw/rQJO1LlGAHYtGf/iaRpDV2JPG2j6bpvxG0a5sYIoGvbOWS4EQ2ozhiu4DoCe+K63wlBEbqd9iglQrcdRXHfEbxDoX/CU6UyO1xDHpgTdFgmNjK27I65+Wuh+Hmp21/LdrBcGQxkAq64YcZB+hrVHJFS+tJ20K3inw5Do1nrWowELbzREmLsrV4x4RlT/hLbFZH2iVmj3Z6blIH6mvevibKY/BN/g9VxXzXZS+TfQyZwVYEH0PrUOKTPQr6pHt1q0Mcl5ZShjcOwiTA4HbOfTFeUazAJtVvrhH3JLO7xkD+EsSK6i98fSR2hEdvbrdsuw3S5zjGDhegYjv+WK4CG8kiXZktH/dPb6VMY2MW7iSEgEE8gYqQSG2lgkU8oe1ROwdsjozVO4TaHYZx0FUQXdOm86+Xb8q7gcHqfwr6S0KIppMQc5YKBXzJoZZdWgZcHa65yccZx/Wvqiyi2WCfStKfU2pFPUfDdh4p0+70u/jOx0LRyo214nAJDD16cjvXk3hfT4dQ8HQRzoHBDrg8/xGvaLW6gt5riWaVUKW8rKCcbiEbgfhmvFfDuraVa6XbxQX6xuqIrpKCBuI6jPbPeh7nFmPNZcpqDXPFPhqymhV11GwMHkxrOu9oAM4wevGTjmuBeWGZ8TuCDyQBgKCcn9STXpyO8o3b1dO7KQRXlXiGWS21y+RHVYhIdqbR0NS1Y56NWVT3Wep+HJo4/BdpPbSkW6tJET02neW/UEVkfEQQ3WjqbSUOr3MZ57kK27+Y/Oue8H+JYtL02a2uYjPbOcsu7awYd17fgfas/xZ4oOqXNstpGLaC23hI925juxkse54HtWdveueglaNjAdHgY4PFRw8yE+gxUkt39oTBXD57dKjgGdx9TVITNO28Q3cviKx1LUJTOYAsR+UD92BjGB14NdD4o1qGOwa0tri3uI5z5qlQ29dwHJyAAMDjv61wY6jNWZpjOyEknbGqc+wxSZLgm7l7QtQudNvvPtbiWCTaRvjYqcHryKuXl008CM7lmWbfknJ+tYkTFHyKseazKQTxTTLPUbGaVtetgQcL5QPAC5JGcn1/XmvX7mVAzntjINfOGha6X13SxKnzedEjsT8v3gN2PXFe83hlWNst8oQVOIlc1pIl0mIW/hjT4cEbbZOPqSf615F8QdCOreKp7n7TsEcapgJuxgZ/rXs10RFbxxrwFCIPwFfP/jXXL+HxjqEdtctHHHLkBQOpVc59elatWii6nws5240aOOWSKK+ikljUs0exlPAycdjxWYMBGAOc9DitI6vO1wbmSOCWYgguVwTxjt7VmAso47ipbRzK5JccRRj61X96mmbdHGfrUPakCHKxEgYEgg5BHatqXU7q+Z3u7mWdzEU3SuWOPTmsQVMrkUXGaekar/Zbyk2sVwsqBSshIxg5yCK6OLxLoSMt39hmS8VcfIBz7E55+tcTmlzTTMKlCE3dnt3wj8u6XWtTU4e4miRkznZjccfrUvxUtW1DRoLZX2F7nf0znAI/rT/AIO2/leDp5yMedfMfwVAP8axPi1qc9tDpkdvKUaUyFiOuBg1r9g7Yx5adl2PNLnRI7d1ja+jErHCq8bDPbrWY0flSspIJUkHjoRV6XVLm4ZDcsk7J90yLyPxFUpZmmnkmICs7Enb0zWTa6GCv1JbbhabcXIkOyIEIO/c02Jzz61BSYIcGwhX1rV0XWL/AErzxZXk1uJl2yCNyu4c9fzP51knk5p6ErRewzSvZTKIXJyQm39a9p+D97HfWVyy2oikiCRu4bO/C9cdq8KLkgA9q9v+B5j/ALIvxuG8y9O/QVUXdl04pzTZufE8+b4Rnh3hPMYLknAr58bT1tLtY9QWZI2UnMYGf1r3P4sXCr4WeMsMs/SvB0y7KrOSoG1QTwo9vSiW5pX6I6HVfBc2norNqELI6hlEgKlQRntkVzc9lJbqGLxMhOAyOGBrb1HxbqV/OzO8QhKKgi2fKAqhfrzjJ9yaxpbhWtRAsCoN4fIYnnGO9Dscyv1IE+8o9BT53+RR61Gr4IBpZui0ug+pNpkixanbSyHCJKpb6ZFfWVhNHNpEciMGUxggjvXyIpwGHqMV6P4Z+K9zpOkrpt9aCdI12xzxthgO24dD+lVCSW5pCXKzp/iRqXleRbBsb85HrwRXlek3dpaXL/boZJbd42RljxnnoeeO1Wde8UXWv3azTgKEyFA6496xGbP41MpCq2mdxp914ftsXNrfvaZH7yA5Af6r6/Sue1W3fVbqfU7ZTJbs5XJGDxWNmpobia3JMEzxMwwxU4yPQ+tF11OaFBQlzXuaWj+Hp9XhkbT7tPPjTfJFIhUKM44bkGql1oV9A5BRGYHB2SA81f0bXJdBtr1oI0aW5iESs38BDhs478Aj8ap3Wq/briOe4t0EiHIaI7ec56Gn7tjbW5l7WRiGGCKmhOIxTJ5FkuZZVTCs5YKfrRG2RSBkIqUHjpUVOzxUsZKvWpB04qFDng1Ipx9aAHI7RuroxVlIIIOCCO9dw/xQ1ebTltpYYXkCgPPkhmweuBwDXC96O9JpPcpOx9OtqcV/pltdRMNs+HTBzkEZr5y8SXRufEmozqSA87fpx/Sn22vapYWb2lpfzRQOclFbofb0/CshmLEkkknkk1rKSY5TbVhhJPXFOTkH/Z5/CpLW3a7uordWVWkbapbpk9K2/DPh631fxCNNvL2S23QyshSLcWkVSdnt0OSfSoIOecYPHSmU5sjAPpmm0AOFPHvUY606gCQUd6aDxzS1IHunwm1WGTwfJaDCtaSyb+eTu+YH+Y/CuL+K92ZdV0+EE5jgL/mf/rVxlhqF3ps4uLO4kgmAxuQ4yPQ+o+tV7y7nvJ2muZpJpT1d2ya2c7xsXzvlsVyWPU5pAe3rRV2808WkIfzQ5JUjHGVZcg1mRcphtrA/nTK6rXfD+j2vhq31bS9QvJw1ybXNzAI1uSE3O8Qznapwp3D+Ie4HK0ALT1plOXGKAJB7V1XgnxlJ4RvpHMHn202BIoOGX3H+BrkxT+1JNp3Q07Ha+NvHSeKI47e3tniiRt2525b8K4oGmmm7uKbd2OUm9wZmBIB49Kbk0pq1Z2X2wSN5gVYyu/jkKTjP4Ej86CSoeefWhm3KvqK6DwlpWlat4kj0vWLmW2imbYs8c0caxkHlmMnGMA8dScCsrWLI6brV9YmOeL7PO8Wy4AEigMRhsEjPrgkUAUqcKbS96AJQfWndajHt0p4PFJgHelBppNFADnY7Rg9DxURY55A/ClJzTaYCg9RQh2t7GrN1p8tom52Unft+X3AIP0INbviPwVe+G/Duj6jeCVZ78yebC0ZAt8BCisf7zK2cdunXOANzmplCTMq9AaYKKKAHCpM9qKKTAM806iikAN0qI0UVQCBmRgykhl5BHY1tPrF1pPiQara+WLnG/wCZcrmSPDcf8CNFFAuphnlR7cUlFFAxRTloooYDjQOtFFSA7PFMbrRRVAMNXZmL6TbO3JSRox/ujBA/NjRRQJml4g8WyeIra3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz61gMMNiiigYlOFFFADwe1O7UUUkAjdKZRRTAQ1c0pj/aMUf8ADLmNx6qRzRRQJ7FjSdefRvPjOnadfxTMrlL6DzAGXOCCCCOpyM4PcGqmoX9zq2oXWo3spluriQyyPjGWJ54HQe1FFAypSjrRRQA4HFO7UUUgEozRRQAlN70UUwL927PptlIzHdhkz7Kfl/IHFTah4n1fVNIttLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1oopsSP//Z", "info": {"video_id": "193790", "label": "taking water bottles", "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": "fa4f38952daca2309e006c19523e5701cae0a61252e3c944c0e5f32da30770ad"} +{"episode": 21861, "episode_seed": 2636832597, "split": "train", "timestamp": "2025-10-13T03:04:07.951295", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2636832597, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing flowers onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "145265", "label": "throwing flowers onto a surface", "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": "145265", "label": "throwing flowers onto a surface", "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": "08f3fa5208b472176a9106092443ff1edd57bcc4a287439c7f9cf31fa90696be"} +{"episode": 21862, "episode_seed": 1348593750, "split": "train", "timestamp": "2025-10-13T03:04:08.564582", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1348593750, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tape so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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Gybfl2sMHinW1xNavujbHsRkVXQvkvqdN4k1Hy7WKxiPzSEM+P7oPT86+gbgEIueTgV8szTSXNwJZTudiM19T3HzgEDGAKiQSVjNmznjpWNrEYLRsO4Kn+lbUmTnHQ9xWRrKM2nStHwyfMKmLtIiSujnJsodo6Z49qYIhjc0o+uRWe2twA7bgMjeoGR+dQPrlgqHbKW9gD/hW+5maFxO8kQhDfugd349K5DVrkXN42w5SMbAfU96s3etPcgxwqY0PU9z/AIUQWEN3aBSDG56OvX8fWom9C4LW5z10+yCQ+2Kp6SRHcMSeT0q7qNhfxNJA8BYKQfMTkEdqyxEw7YxRFqxpyt6nbNqAsNJkmB+fGEHqT0ro/gsWYa6SdxJhJJ/4HXlryzPGEeRmVegJzivVfgthINcZuM+Rj/x+k9huNkejzOcnmqM04jikkbooyatTEgniszUzmzc9ty/zqErsh7HO3s8t1dYZ+T1P90e1Rkqi7R29abISsjsTyR1/GoRvc8dPU9630RkWIbeK5kCt8pPAYdqytUsjIkttIuJYyQPZh/StSJZInDnoOSfSqd9c/ar6e5UYVmJGfpgUaMNUcDJ3zWPenfeqnYACut1nRZ7GP7UHWW2Y5Lj+Ansf8a4523zPIOpYkVnA1kr6HY6RjKj0qn4q1Dz7qKyQ/JFy3+8en6fzqjYay1sDvi3Njgg1nOXnuGZmy7tkn3NMpR7noU8oQGJeFX5j7ntWTK5O49TVidzyM9earMu4EVkkbNlvwvdR26Xs94+0ND5YUfeZiQQAPwrK1SITS+ZCxz/dIq3a2rSTrFEu6SQ7QB610l14UhFqPLkbzl5aT1P09Kq+pEkupwAZsYOR7VPECzAAZJ7CtGTRNkxDT5+gq5b2MVuAUXJPc9apyRgoktjCYkUd+9W7yFHs2kkjEip1BGeKagAIxxWgAg02dpANuwhs/Sspam0dDjbvRYpcSWjbc87G6fhWYLDbLsnYpjrxXVLKuxeBtxgEVm3tqZWMsbb89qzjUexuzvfhHELcauAQynydv/j9d9MwaQkdfSvOvhUxiGrIQQf3XB/4FXcXF5FFLskkCkngetap6HPJXY98Z6Vl6tZ/brCWMH5+q59fSrYvImBPmptzjO4daRmzkYNFyWjyO/ja3neKVSjg8gismVwWwK9a1PSoLyPdNGjH3HSuVm0aG3kJjiQe+KtSJ5TnLG0d2EjghQeAe9b9uu2m+SUf7vSpYhyMCok7lxVilqtrbs6LPDuWUcNjkGudu9DaMloG3p6Eciuy1h4o4LcNt3bsrn6VlPIpUhjtJ4zWTk4vQ6I6o5m3sYiwLy4cEYGOK99vfEMCxkISCo6+teHXNm8bZHzL1yK725LmEJnkir5mxcqe50Fl4lhuXaK4Uo3VW7GtGVoruBkSRSrDBrib2aKCxSMKNwHWsi21i5tXJSRgPQmmiJU10IdbtWtbt4pF2sD+Y9awZMLwK9Mt4ovEWjJLcRKzKSpJ9q5+78M28EhKx5A7Ek1opGDjqcrbQvPIAo47nsK6K1i2BQOABTvsgiAULge1SoozwKmUrlRVhL1ZEtPPQZKEbh6g1jT2FtfxiXy/Lc/xL/WuokKx6XKz4A2kfjWBFchhhf8AvnuKwldO6OiGxz82nJazBZQXHXg9a9H+Fs9lbLquZkiD+VhXbHTd0rjrmOG7JKttccUmnO9iZ02oS205Iz61cZNhJX0Z7a1xFOcJLG5HTawNU76NntJlUnJU8D25rzH+2LiMfuyqY/ujFdv4WvZLzQVe4cuwd1DNzxnitFoYyhZGRJIs6EggnuKiW4aI4KBseuRWZrTTafqU3ktgbjlSMg1nf8JFOvDQjI7h/wD61bXTMLNHRz3Us0O0gInfjH/66x728RSLdDlmPze31rJuNbuphtXbH7jk/nUViGkuATz3JNJuy0BJt6nVW04aJoZlDxONrK3IIPauX1Lw3CkrrauFZeQjdCO1dBbHLKCfanatDGlxDIeuwr+tc8m1qjqhucBLYzQvseJlNSR6fKq+aQCPQHOK6a8i822KoAx7Z7Vh/vIZcElfWhVG0W0bEjbjmmA0maUc1SINbRttvL9rc4IGEH8zWneao0kBVGwW4+grnY2YkAmraZPehsl6irHuYY5zVxLXIptsoLbjWtDFuxxU3FYzltirc1BrNz5NgsIIzIea27pFjQe9clqu+5m3KdyrkBaTdkVBXZnB2QnYcZ7VF5jxnKH6g9KdCwim3HJHTB7VPomnQ694lfT5dQltUdJGi8uPeWdULBfQDg8n096UY3dkaSlyq7Ot+Ht15S6vM3BPlcf99VvGVyWkdjufqfQVxPw9meRL8yMTkRHn/gVdZPcKRsVgWPX2oemgRtuUdTnk8kQW8YGcnYo6CmaZ4ju7ELb6hBK8Q4V8Hco/rVpLlLXfIqh5SOPauWvr+e4nJaQ9eAO1UhySe56MlxDdQLNGd0bDIqjcwK+eOD2rkNG1N7XUEMsrCJgVYdfpXZRyLIAVIYEdabMJKzMmSxHNQ+SIuvXtW95YzzjjNYOpTrHuKnheB9aQI5zWboTXpTOVjGMVms7FNucqD0qS7hYOzt8ysck1TuJzDYMoJDFgQajdm9+VEguJIwRnKnj3FdpPdBssOOwrmNY0qwtdAt9V03VL2dWuja5uYVjW4ITczxAc7VOFO71HuBqXdwMfL2q3BxIU+bYZe3O75c1i3M5SVQOhFWnYscmqssJkkDelUlYL3Or8N6uLSxe3f+KTK/THNdC2y5QMoGDXBW52lQOgFdbpdxmBQTkelJszluEtkCxwKg+yiM5bgetbm1X9Ko6iVQYHfrSEc5rl15dskAJBY5OK58NuYBTls44rTvgLuUsGO4cLWUQ0M4Yrhx+tZvVm8VZDJAQ3cMO9S2zMTIX5OBz61Y0COw1vxOmm6pe3FrDM21JY5Yo1j7ksZOMYzwOScDvULQS2Wq6hYyC4X7NM0SpcACRQCR82OM+uOPStIwa1Jc03YpTXMj3ZiQkIv3q9W8OQSWPh+3jmAViC5Hpk5Ga8ztx9n1BLsQRyMjZ2Pnax9xWxf63f6iD9olCp/wA84/lX/wCvVsVrm34jS0vm8y1uImnHDJu+99D61xFyrxuVaN1b0K1s2uj6hfR+YiCOL+/IdufpWwNLaOzjjlIeRRgsOaalYznCPRnFQ2087fKhA9TwK2rW1ECYHJPU1eazZD0pUi5xg0nK4lGxPZRgsCelZms3bSagdrY8sbRWsP8ARoWk7gfnXKTtI0jsSQxOSDWcuxrT3uSSXLkgqdpH5GoJ7hZoirIBJnrSXmBpwdHKyAgHFXPEHhXU/D+gaTf3sk6z3xk8yExkC3wEKBj/AHmVs47dOoNEIXVypTSdhDTl4GKKKtEssxDNXIxkUUUpEFiA4kNa8MjDZjvmiipQEWoSMULHqFNc5INpBHfrRRSnsi6fUzL0YkJHBwKyrXVLnRtbXULTZ50TNt3rkfMpU8fRjRRV0gq7HS+BGKQ34B/55j/0Kt8sQXYdcUUUp/EVD4SlcTOsD4PUcmsG4dlQsDzRRTiOQ21ZmkBJycZrvNIkY2qAnPFFFDMpF24JVGIJrl75zIQG6Hk0UUnswjuZjcMV/h9K57UeLfpwSDiiiop7ms/hZa1nxXJr8FvFLpOm2pt0SOKS1SRSka5wgBcqF5ycDk81pSMWXmiit57oxp7MiBzThRRSKRLbDLH61u6c5XOKKKliNqKV+OexNZmqzP5cjZ5CnmiihCMKRQEUjrisy8Ys6qemKKKxW50Gdba62j3NzEdO06/hmdWMd9B5gDJnBBBBHU5GcHuDVq2v7nVL++vryQy3NxJ5sjkYyxzngdPpRRXV9lHMviLRrV0W3jlcyyLuZWwAelFFSaPY6B5nAPze3NP3FgAewooqWQRMoIBI5NQFFWTAFFFJAUtRYrbqAeM1j3MavDuI+YDORRRUT3RrT2MK+ci1LA4O4dKkuvEeq6npdvpl7eTT29tI8qeZIzEs+M5JPONvHpk+tFFbQ2M6nxH/2Q==", 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", "info": {"video_id": "206730", "label": "pushing tape so that it almost falls off but doesn't", "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": "206730", "label": "pushing tape so that it almost falls off but doesn't", "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": "1fe659852da5099def3e6c5e303c6bce8d68078d986401b37964d2081f1b749f"} +{"episode": 21863, "episode_seed": 92368071, "split": "train", "timestamp": "2025-10-13T03:04:10.507085", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 92368071, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) sppedometer of scooter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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", 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", "info": {"video_id": "200037", "label": "touching (without moving) sppedometer of scooter", "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": "200037", "label": "touching (without moving) sppedometer of scooter", "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": "2ddba080f7185f387706ff2cc4f77164006c3828e90e22ab178c7f69af8a91f0"} +{"episode": 21864, "episode_seed": 3959457765, "split": "train", "timestamp": "2025-10-13T03:04:11.975545", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3959457765, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting deodorant, gas lighter and eyeglasses 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, 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": "35283", "label": "putting deodorant, gas lighter and eyeglasses on the table", "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": "35283", "label": "putting deodorant, gas lighter and eyeglasses on the table", "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": "0defff846cb2dbe0a6735df112ebdfa60f967d3c9c2abd2d3b5e231c4b667485"} +{"episode": 21865, "episode_seed": 1430790583, "split": "train", "timestamp": "2025-10-13T03:04:13.868857", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1430790583, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 empty plastic container 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', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "71553", "label": "rolling empty plastic container on a flat 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": "71553", "label": "rolling empty plastic container on a flat 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": "79430adf8099eacefdb8fae0c82fafb5ab132d1559105135e89a20a486ba1aa7"} +{"episode": 21866, "episode_seed": 2336515988, "split": "train", "timestamp": "2025-10-13T03:04:14.961997", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2336515988, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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0GeMfMcH/AL5cVmeF7bCq7DrWfrup/b9RltoxtiaRZXGf4woU/wAq6PRF8tEAFZ4qfu2RphYe82zu9NCeUMgEYr0vwbKyeHZbl3Zmd2wWOenAryeO58i1YkgcV3trfpp/g60gEgXMe8knHWssAm5svGfCjH1cy6hfzlZcAMe2c1g3mipNKWknI2Lg8YrTS5wGZFLseRtGF/M1mXE8smVeVEB67eTXptHElYy59HgPCXJ+lc7qvhcSTmUHzMKAcHFdROYVGxWOPWqpjROUY5PvUOXQam1sc5pMMWiTSSMrRxygI0pbJiPOGA713uiapFchEnJJztLsm0P+HTkVzU7b2VQCCW3Hbg9Oc7SOf6VY0zUxY3fl3iR/Y5NiOBJlmkIyHUemB+nNcTrctZxOuNNzpc3U1PCMO7Tr+2DnbFHNBGR6K4Uf+giuT8Waw+q+J5JWGDEiREe4HJ/Guv05Y9EXCSM8JkmRmwc8sXVj7FSOfauH19Yf+EmvXhljkjdldWQ5BBUVrWd4GVBfvDV0qbLKOxrpvO2xdeMVx+kuc8EGtqS7xHz2ryZLU9Qr6rcFlIUnceB9T0r2G+ZLNIbQEMtrCkQPoFUAn8TXjOmLJqniPT7SKJpQ1wjuqj+BWDNn24/WvVtalEKuxkWa5mcFyBgL1yB+Jx+FelgotRcjzsbK7UTCvrlo5ym4yI5Lbj1HtmoWQFMxyE5/hc5qzLELu3IA+YcjHY1jtN5LBGIBzjGe9dMpdWcaT2KesWYvLKaKPEUpUrjsae+uQw3tzELeWQW6qZZBj5ARwQp5I96oyyM13OLkiU71aDnhBjkY7+v41Z1jQxqNqJrZjb3yACN88OOuxvb0PasKdb2jkodDeVPlUebqaNhNbzzpJBIJbZlyHU8E5H61g+N9INrfwazCo8m42xXAHRZMfKf+BAY+q+9YtpqF/o11Mjq1vcA/vbaQfK/cZH8iK7F9e0vXdAu7S7K2jyQYKOcncPulP72CAfX+dac8KkXTloyfZTp1VUjqjkbRzbX4Vg22RANx6EjgfpgfhWiksouFZ3yixCFRjGFDMRz3+8azrRxNEolA8xPQ8Z9qtq5eQrjp3ryZt3PXilY9A8CahJcWNxp6SIjWz71+UbijnsceoP512P2S4tyXhcyANhlZyAwryDRdRudF1iO/gTeVBSSMnAkjPUZ7HuD6ivWbDxJpF7ZmeO+hjXBZlmcRsnqCDXdQqKUFB7o87E0nGfMtmQTTQvFI0S7ZCuWjY8nnqPWsJde0572W3gd5NvJZBlV45+bv+FY/ibxLFfXElrpLkW5BWSdeDID1C+i+p6ntgVkeGbKW91Oc/dsolCyADAds8L9B3/KuieI95QhqzP2C/iT2PQ5USWJXUjBAINcF48VVaxxEsitvD5XJ2/KePfiu+iBeAB1GegA4xXB+N4CLmyV8MMOBkdM7aWIly0myKFvaI5KW0+0wLAGlaELvJ37mhxyGT8yMZ5x7V2nhbVZL+1WCeRHngdVZlPEidmx7j9c1z8DlYGG+RWIIILjDegxjHU03zRY6vYzpsjAYwzOhCb0b5VG0dCGHP1zXFhcS+blZ216ClC6R6Rct5Wg6ncD5GNpOXwehCkCvDojtKgemK9el1Ff+EY1OJ9/z2E22VgFV22nj2bpx36ivHEJ3qc11Yp3sThpXudRp5xbovfrUt/MVh25qlYy/KPSmX8pYEA15trs7kzQ8E3Er+JBYRliL5ZIpAv8Ad25yfYYz/wDrr2EarFp0U3l/PsQlE7FgOK8w+HFoYV1TW2X5mAs4PXs0jD/x1fxNdBLdLPMUbPB9eDXr0Fy00eRiHeo7FSS/F5KzKfKYsSwxwT61n3ltFOT5ihJezDoamv4DaS+Yp+RulZd9fSx2bvHF5xGPk/meKbkkrtmUU27I4m2g2tt6AjtxzVm5ZItPd5eQMEghcEjpximQgSDn17Vka1dmeVLGNs4Pzf4V50E5zSO+c7Ih0mB7u7aV8sWPU16LptqkUau/auf0GxWGNeBnvW9dXPkxYBA4qa83Odka0Y8kSHUb5prqO2gJLSOEUV282oArGiFSsShQDyOK4Lw0n2vWZLqVv3cCkD3Y/wD1q622WKWWV5hnJwqg4AFd+FhyQ06nJiJc0rdh0t07ktIxb2zgVXnDNGHjX9K0/JiVSAgxjinK4MXlkYAFdFpdTn3MLyzPEwKnIFZFxPJA+w5znFdDNcGGQH3rO1ZUlj85RgjqRUSi2tBJamPGha+mZpNwIXAIzs+n+fWte2t45bkuBIk0cbtGiQKN5K/OAe/p2rJt38l3fbuwAeO4rSt5IJLe6lZnHlR43KzAqCfXturxJqarNSPVpS9zQh8Sa7cadpY0FWlW8kG0zEkMkDDlQR75XB7A1ycdosSBY1wPQCo2nW/1u6uVUrGX2opOcAcda1oUBAxXXOTilEVKKbci1pSiNMscGjULzAKk4A71IE2rn2pnh6yGq+K7WKVd0ETedKD0wvQH6nArKEOaVjWc+WNzu/Avh+bTbCbULtSl1dqoVM4KRdQD6EnBx6AV17LG8ZG1TSLKhTsSetQySgDAIFetCKjGyPInNylzMqLKkUxBRcHisnXLSNZBcRgDPDfWrt4c8j71VJnF1auj9cY/GiUU1ZiueeeJ75rIxyIHDuwGQMgH/wDVXosUcCxeYwxgAkk1w2tKlxaSwOBuB2kH17Guvd90MSt85bDbBx0rKlSjTvyoudTmSTItX0yy8RQxxzoRtbEdwnEifT1GSODxXG6np0mkziwvmSaMk+RcpwJAPbsw4yPyzXosMoW4tg0Z4O7GB0z/APWqHW9LGveHZLGKEGdsywS5wFkA4+uRkfjWlagqkPMihWlGrboebIvKGMfKD19a0ISORxlWxWRpt19ossEYZeCKvWcnD57kV484tNpnsxd1dGmjjIqx5MbsGZQQfUVQJ+XIq1FcbI8tz6ZrPYp6kq2D6hqltp9j8ss7YZv7ijlm/AV6VY6PbWVsLW2TZAqgAe/cn1JPJrL8D6L9nsZNWuExc3gxHuH3Iv8AFuv0xXUqNnGefpXqYWlyRu92eVianNLlWyKRmRECsrZXjO2uI8deVPLYlOT8+cjH93Fd66jcTurhvHShJbAgAE+ZnH/AaeM/gv8ArqRQ/iI5a3izuHBI4GRnj096nksI7sR28iyqTgRkBP8AWAEpnjPTrTIx+8ABxmpo5kdZHuIVKBGUEYwWPG0f7RPQe9eHTu5pnqJsn1Oae08Fam8skBg2g+S7AuJW+VfXkE+vOK84gfIBzXQ+MbrYbDRAix+XGtxcIgwokOQAPoM5+orDWEcBeK9ec3KK5tznpQUW7GrbvsiDZqrPO0sgRPmdztVR3J4A/OiaQx2+DW34D0oX+pHVrgfuLV8RDs8mM5+i5H4kelZUqfNI1qVORXPSdHsrTQdIttNiXzJoxl5m5+fOWx2xkn9KZdwW6Hesa89eKsu6Mo6ZHSqdxICCM8V6llax5T1dyGSG3vLNoTkN2Poa466gNuJI+jZPI9a6EztDNkH5WrI1jCSrNjMUnDe3vWNalGceVlQk4u6PPzdiztZJTzgcfWsjTUa5vDNIcsTkk1Vurh3Cxb9yjB/GtTRoxuFZcns4N9WdCfPO3Y66yxDEGOKz9VvDK+xPxNSXNwIIAB6Vm2yNd3Eat/y3kCL7DPNclOF3c6py0Oq0PS7qHT4p4TG5YbnTcQR7GtyISvCzJGR/SmrBkjy3MbgYV17ex9RUsM2SVnHkydN68Ix9/Q16iVloefLV3LcE0jQBih/KmyzFM54pi3ElpIUb7pqaS4WSPJGQRT1JsZFzMr5BI56VVE+UaN+hGKXUogDviOO+DWJo6NrfiV9Nn1Oa0VklMXlpuLMqFgvoBwTk+nvTE3YgMzW96Lfhg5IAPH4Zpdc1OSw05beIgTR4/frJli7DGMfTPX0Fc/DeT37DzJn3kqQ3pVTULhLnUfLjwUjPLd3buT61xypJ1XI6oVLU0jQ0qPYikeldHbDcBxWFpw+UV0lomFya5qrvI66eiG3knlQGuv8AAmmm00GS/kgPnXjiRWYf8sx90fjyfxFcPcRvqOo29hGwVp5Vjye2TyfwGTXqtkzWKLaopMSKFWP/AGQMDb/h+Vb4WG8mYYqWnKbMFxBNGMoPf2qCeGJwcMVPaqpkRf3sLgoTzjtTXnDrlTXacNjMv3ktmyeV7NVOW5VU8xWwD1q3fuSrA8gjpXCeJLu5tLFlt5Sj7htJP6U7gR+I76OC48+Mgp/Hj9K6yDUIIXVri6t4WkUbBJIq8D0ya898SadZxeHIdTstWvrhXu/szfaYVjS5ITczxAHO1ThTu/vDvkDp7K9spZEhlliMsXDI8BkJGOgOCO4pNEs7u3VGZJBeRbigIwyn5Tnn8j1rQgMEMyBLhNy8gNIMnHfrXJWM1k5kebbERiNd9vsAXHHbkYH5VsGaztgggjguZWUoiqilvoeOF55+tPmYkrO6PMfEdp/YfjK+gj/49rk/aYcdNr5Jx9G3D8KjtpD82DW38Rfs76lo9rEc3ixSSTHaFCqSAqqB0XIY/nWLbwlMA15uJSUj08M24lxZ2WM5PGK1fC2ly69ewRA8Sks+eiRjrn68D8axrldkDH2rrPANq7aZcXQ6MwiA3Y4HJ/Uj8qyow5pJGlafLE9DtL4yK0T7W2khWXACgdvQippLkQuEuI2XP3ZFOQRXNSM8TcLsPv0rSs9ShurX7PMjSFOgLYK/57V6qZ5LRdeSBiwWcZI45rzz4g3c0V5pcUZWUyebgn+HG3/GnpqL3fji40q51K7srV5tkbxTRosfcli4xjGeOpOBXFeIZb+bVZ7ee6uxLZyyRIJ8eYnI+8BxngZxx6VnWjzQaZdF8s0yea9nVRIIseX975vQZIBrXtniv50ggkka0UedMxQbZXPQZ9uM/Sudt7Z3RnnmaUE/xDnnhvzrQ1XUl0jQ5miOHZPIiAP8RHX8Bn9K4KVFJ2R3TrK1kcz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", "info": {"video_id": "169261", "label": "squeezing paper", "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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", "info": {"video_id": "169261", "label": "squeezing paper", "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": "b69d7702314693f6f3a2b76f63a154fc47bffb551439aae51779f1c8a3b2a19a"} +{"episode": 21867, "episode_seed": 3064179928, "split": "train", "timestamp": "2025-10-13T03:04:17.943974", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3064179928, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) top of fence'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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", 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", "info": {"video_id": "42378", "label": "touching (without moving) top of fence", "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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", 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", 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", "info": {"video_id": "42378", "label": "touching (without moving) top of fence", "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": "4ae7860f2e7c81fd006963015b81a4c57591492c7bef0fe980998a8a223ef988"} +{"episode": 21868, "episode_seed": 861867229, "split": "train", "timestamp": "2025-10-13T03:04:20.137865", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 861867229, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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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", 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", 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", "info": {"video_id": "35122", "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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", 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", "info": {"video_id": "35122", "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": "400016b35050e58153be178fbe828f593de0108c19b1ecf9de67179d6dfc7041"} +{"episode": 21869, "episode_seed": 2152597242, "split": "train", "timestamp": "2025-10-13T03:04:21.030009", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2152597242, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 grinder 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, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "151819", "label": "poking grinder so lightly that it doesn't or almost doesn't move", "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": "151819", "label": "poking grinder so lightly that it doesn't or almost doesn't move", "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": "85aabf18889ce2b4ce36dae2261db81e76762a6567ea75037c0ccd0817a4d7d5"} +{"episode": 21870, "episode_seed": 3841924056, "split": "train", "timestamp": "2025-10-13T03:04:24.457368", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3841924056, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of a cloth but 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', [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": "129017", "label": "pulling two ends of a cloth but nothing happens", "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": "129017", "label": "pulling two ends of a cloth but nothing happens", "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": "3fe9e17e1c08704b9b5825f32c091f50e011bcde71853bbcf86927a6ab2a6ee7"} +{"episode": 21871, "episode_seed": 3590432384, "split": "train", "timestamp": "2025-10-13T03:04:27.527599", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3590432384, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping vessel 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', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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P4w+CiRQ/vNT8PTH5R1MJ5/8AQSf++a1gzOS2OP0XU30+9lfsY8GvQ/C0n2pwxOa8qUFpTjuOK9U8CKQgDjnirSui4ux7LpsIi05MdSM1HqPlyxDzPuICzH2FWYCBZx89ug71wHxH8QnStGls4XP2q5/djH8Oev6VKipN3MU2pXRyvhPWpdW+IOuXKE/ZnwqjsdpwDXpb2n2q3GRyORXmfw104W0t4OrIFVj79TXr1tHtjHuK5p6y1OpPlSsfNvxhUx32nqw5DSj/ANBrzA9fxr1/48W4g1LTCB94zf8AsleRFDjdjinTXuim7u48FdoLNk96QgBeoxRKyHBRcDaAaiJzitGyLD3HA/ziuy+F/iFtA8YwS+aY0nQwsexzyM/iK4xuCD6ilhlaCZJUOGRgwNOMuWSYpx5otHo3iu5az8UXuw4jlkMqY6Ybn/GtnwTq5h1NUaQbZffvXH63ejVNPtL4t84UKxql4evJDrdlGJNoM6At6cgVtVad10ZlRvGz7H1LaT7kzXSWEwW1LseOf0rz+yu5bedoZDwDxXR6hqUek6CZ5mAVVzz3PpXmSk1sdz10KPiC4a51sMOVRNigfmTXx63Lt9a+u9GB1C3e/k6sDtHoK+R8qrN65NaUtTOeg1Am192cgfLXbeD2WPQbxzwBOM/TC1xBIJrvfCdsr+BdVmCkutyFzngDYG/9l/SuqC1sZSdtT1D4Z68lhc3s0hzAIvmx6jpWHq+oSX+pS3kjEtI5YZ7CsPw5emGyvQuPm2p+GasSybmNN6lx01Kl3KTds2eorofDLs95GqHDGuekjMjgdc11/hK1W2uFnbg9s9qqELsVSryRua3jWVNG1C3vrdVX7fCHKgcBhwf5VwviCw/tnQ7a5Y8RWjn8S3H8q6D4j3XnW1uUJLwyN07IQD/PNZ9rJb3eiDSVcmY2sZPt1qa79xq+pnQT5k+h4iy7WKnscUlXtXs2sdTngYdHOKo1gtTZqzCiilwcE9qBCUCiigD6P1bXJ4tG0lY3Iil021mH4wqP6VzUGsGK7jmd2A3gkqcHHfmqeq6i0nw78I3oPDWbWjfWJ2X+RFcyt59otnj3cnpW3NYy5U2fTngFdvh+M9nG4c54yazPG/h5Y5DrVqCNxAuU7egf+hqr8F9aXVvBxikwLqzkMUn+71U/zrttTlQ2zxuAVk+Qg9ME4rOUefQv2ns9TyQxbriB4zgKP171YTK6zcqRtGQcj3GazLO+Se7+T/UeY20dcDP+Fbslr5s7SA4L4w30FeTPdo9Bu9j5dVipyKcWJpzAKpAUfXNRV7GxwbkkMbTzpGv3mOBXqXwo10+FPiSunXkqi1vx9jnG7Kh/4D+fH/Aq8/8ADElrD4l0+W+JW2SYGQhd3H0rT8ZTafJrk11pchMTyZU9Dn1x256VpFLkbMZSftFG3Q908X/B55tQk1Hw8Y1EjbntHO0A9yp/pVzw14R1i1jjS4szC68EswxTPhf8XLLxBpsGl67cpbavCoTzZTtS5A/iz0Deo/Ku38RvNNYu1rrcFlHjlsj+eaUZy2ZTstUVtb1+08N6ZI0kyyXUceAic4PavFYYNX13UJb7Ussis8qIfU9K7Dw3o2napqF9HHfNqDW4Es8rNkEnOB+hrStYo5mIXb/rCMe2aVRtPQqkotXYzwHpUllpbvMP308pdj616FCoEQJ6isywtBCQBworibzV9Vn8c6hpaa5d2kCvIIUiAbkJuC9OBweaw1e5cvI4z9oZQl7obYznzyf/AByvFjLlenbFdx8Q9Xv9X/s59RvJrkosmzec7c7c/wBK4PPHFaR0RLBjTKWkpMYoopKWkhmhYXiLE1tcMRE3Q+lKZEtZg1vINysGVs9xyKzaUVam7WJ5Ve59L6D4gsNe06C7ikXfIo3rnlX7g/jUXxQ1IyWen2Ns5KiUCQjoT6V882l9c2Z3QTyRHrlGIrtl8QX2reF45ZLhmurWVcHPJOe9ctSFrM2jK7Pd9IkNnpkUTcfu+fyr5IkGHPIPJr3a+1W4HhuC/wBP1/UZk8424M8axrMQmWaMddqn5Tu9R7geEMcsTV01a5MncSvVPhVEuo+FvFOndXj8i6Uf7I3o/wCjCvKq9K+CGpR2PxBitZz+41GCSzceu4ZX9Vx+NbQetzOSurEWl5tpLqBz8yShT+Ga12UlgRVzxl4ffQfFFwqglHxkkdT2P4iolQsgIFavQIu6I4lCyg1twX0kSxpEuWYgCsZkKkGtvwzCLrXLNHI2oxc/gM0KfKmwcFLRnSz+Horm1aK4+e4ZNz+3avMb6zufDOti4wxiXCn8DwP1r0eXxD/Z2vI97JGlgXNozHklm+6fwNP8R6RHcCUOoeGVef6GuBzlJXkdaUY6I8b8eWkczrqEAG1sFvoa4avSbGwtLzxfJ4c1i+uILOR/KSVJoo1jHUljJxgDPA5JwK4bW9POla3e2Bjnj8id4wk4AkABIG7BIz644q6eiszKpq7mfRRRWhmFFFFAHoukSnVvhHf2a/NPot8l0o/6YzDa34BlB/GuYtZ2R/zzWj8ONYttN8UC11En+zdThexuhn+FxgH8Gwapa1Y3Hh3XLnS7v78DlQ/aRezD6itHtchb2PRfhN4lTw/4oKzSYsr1fLkPZW7GvWfGOufYdIvZYnV5IYHkUg8EkbU/8eYflXzFaX4jOVfp0xXoeoz3Mfg21057gPqWo7H8snLIuSEUj6/N+FU5JQbM3FuokP8ABIkawSad8iSRhGPYYGfxIP5V6JCwZAp6g8V5/qGmf2L4eims7mRZ4EjgDKcDaDnp7nPNWNVj8R6Ho2l31zqF4s11v8yIrgQ4ClQTj7xDZx2/OvKlD2kuaOx3czirM8LzRRRXpGBJASJAR1p8zEwrn1ooprYl7k1ixy3Papbq8ucBPtEuz+7vOPyoorX7Jm/jPSfg9qt1ZNrEMTjZKis2Rnpn/Gtnw/rV63iWKEuPLaUZGKKKxnubR2PbLckxZPWvIPEl9Np3jrUruDb5sc7bdwyOV2n9CaKKzHLc8u8bfKLADoN4/wDQa5A0UVotiRDRRRSGJTj0/GiikgG0CiimBN/yyFSW13NbOfLfCnGV7HFFFN7CW52lx42utfNvbS6XplqIUWON7WN1KoAcIAXIA5ycDk81wR6miis0UxK0tGuprC+hu7d9k8DiSNh2YHINFFbUviRnU+Fn0n47RNQ0y0vZ0XzpLeJ2KjjLKCf/AK1ef2RJiKk52nAJ9KKKuXwomnux0nWpNPnkt7yJom2tuIyPpRRWbNGc34+vZ/7TS235hhi81V9XPUn1Net+GZn1DwJo81yd8jW0YY+uBiiisKu7NKeyPI/FGtnRfFmqw/2bp19DLOGMd7B5gVkHykEEEdTkZwe4NcdrV9carfzaheSebc3DGWR8Yyx9h0+lFFKHQctmZVFFFaGYUUUUAFetXljB4o+FNprmpAtqVt+5WdDgsqsVG71OAKKK1p9TGrvH1Od8DaPaXV408ys7RkbQTx164rrfDca3mo3+rXA33ZuRaIx6Rx7GPyjsflA+mfU0UVNb+EKH8X7jZ1tjJ4TZ2+8WhP8AOuRn13Ur20h025u5ZreB2kXzJGYktjqSecY49Mn1ooriWx2M/9k=", 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KKKKBBRSkEHB60lAHqPwWvGtdQ8QmMkSLpomX/gEqH+tdBqOtTXEzCRs85xXGfB+fb46+xf8AP/Y3NqPqYyw/VRTLnVG+2tuJyGINaxdkZyV2eo+CrsX+sW0O5meJnbBbgAgHp9RXs2p6bb6xpslncgmOQDlTgqeoI96+YvB+uDR/HGm3MhBtZpBFNnsCcZ/WvqZmCR8dMVMtR6R1PHbiwl029uLG4/1sWQrAfeHY/QioBE8Wiy9GCspH54rf8f3sUdzZsMCdnaMN7BQf5msjT8XVg8f8TdR6151ePLPlO2lU56dzzb4tn9xoZ74m4/74rzA9fxr1D4wQ+UNGIPyt52B6fcrzEocbscV14f8AhI56vxMeCu0Fmye9IQAvUYolZDgouBtANRE5xW7ZnYe44H+cV2Xwv8QtoHjGCXzTGk6GFj2OeRn8RXGNwQfUUsMrQTJKhwyMGBpxlyyTFOPNFo9G8V3LWfii92HEcshlTHTDc/41s+CdXMOpqjSDbL7964/W70app9pfFvnChWNUvD15IdbsoxJtBnQFvTkCtqrTuujMqN42fY+pbSfcma6SwmC2pdjxz+lef2V3LbztDIeAeK6PUNSj0nQTPMwCquee59K8yUmtjueuhR8QXDXOthhyqJsUD8ya+PX++31NfXejA6hbvfydWB2j0FfIrZMhA65rSkZy7DR1qXeu04B5pFBikVsA4PSkZi0hPqc10LQz3PbfH7efDoOpocxX+mxOCP7wUA1yOi6m+n3sr9jHg12GiwP4w+CiRQ/vNT8PTH5R1MJ5/wDQSf8AvmvPVBaU47jitr3ZmtD1XwtJ9qcMTmvZNNhEWnJjqRmvGvAikIA454r2qAgWcfPboO9KS0Kqu6RW1Hy5Yh5n3EBZj7CvH/CetS6t8QdcuUJ+zPhVHY7TgGuq+I/iE6Vo0tnC5+1XP7sY/hz1/SuU+GunC2lvB1ZAqsffqaiorR0HSffoemPafarcZHI5FfPvxjVkvdPVuoaYf+g19KW0e2Me4r59+PNuINT0s9Nxmz/45XLb3kbc2jR4/jv2q7YhP7Wswoypmjzn6iqrMCMDpirWjqH1uwVjgG4jB/76FbrQzPTJLtYdQ2E4bco/ka9K8WeJGuvD2naerESmMPNg+3FeVeIoxZ+JJYwpUBgoBPIwSP6VuX96Z5SCfuqFBHoBW0lq0KGtmVLmXFq6CqlnL+8UE1JIdwPpinafZGadcjgnrUqJo52Vz0zQLNNT8OXltKAd0JkiY9VZOcD61x1trDXl+sBxsWGXt/s4/wAK7WwuY7LSUQEKqkBv908H+deWadPHZ61ezXDFIoYpCPoSMfoK2doaNnJd1G5JHFeLtI/sq7gTOSYl3fXGa5yvSviJp/2uMapFkoxHH4V5rXnw2Oye9woooqyAooooA2PC2rnQfFGmasP+XS5SVh6qGG4flmuh8daedH8balbJzAZjLCw6GN/mU/kRXDg4r0bV3HiX4e6Vr0OXv9IT+z9QXu0YOY3/AABx/wDqq1qiHo9TAilMiICwDL931zX0z4Q8XQ614OtZppgLq2QR3CseeBjdXyrBeLkfMAR0zXb+CZpbrVSpuPJs4Y2luXJwu0DOPx6VcGupnVTtodN461K41HxtpVhEwVUUMxP8O8l2J+iAV02kOqQqy9utcdp9qPEHibUtXllxbuGgjK/7WN2D7DC5+tT6aLp/Fk+jjV7m0hCuIQi7yzKmQvPTp1Pp7151e1WVludlO8ImT8Z9oOiEDIzPx/3xXlhlyvTtiup8Yald6ilj9tuJZtgcpu52525rks8cV10Fy00jKbvIGNMpaSqYhRRSUtJDNCwvEWJra4YiJuh9KUyJazBreQblYMrZ7jkVm0oq1N2sTyq9z6X0HxBYa9p0F3FIu+RRvXPKv3B/GovihqRks9PsbZyVEoEhHQn0r55tL65szugnkiPXKMRXbL4gvtW8LxyyXDNdWsq4OeSc965akLWZtGV2e76RIbPTIom4/d8/lXySWKyMR6mvdb7VbgeG4L/T9f1GZPONuDPGsazEJlmjHXap+U7vUe4Hhj4APyjr1zWlKNrsiTuNLE0sMbTzpGv3mOBUda3hiS1h8S6fLfErbJMDIQu7j6VstXYzk7RbR6B8KNdPhT4krp15Kotb8fY5xuyof+A/nx/wKvR/F/weebUJNR8PGNRI257RztAPcqf6V4X4ym0+TXJrrS5CYnkyp6HPrjtz0r334X/Fyy8QabBpeu3KW2rwqE82U7UuQP4s9A3qPyrSbcZe6Z0/egmx/hrwjrFrHGlxZmF14JZhiur1vX7Tw3pkjSTLJdRx4CJzg9qs+I3mmsXa11uCyjxy2R/PNeeeG9G07VNQvo475tQa3AlnlZsgk5wP0NO/Mrjv7yicfDBq+u6hLfallkVnlRD6npXf+A9KkstLd5h++nlLsfWn2sUczELt/wBYRj2zXWWFoISAOFFc8pSejOjlitjThUCIE9RXgf7Q8YF5ohyBuE5/9ArtLrW75vHl7pUutXtpaGcpEYpY0WMYB5LjGMZ9815B8Vr/AFG51G3t9QubmY28k0aC5xvTleuOM8DOKSWpB51UtvKYLiOZfvRsGH4HNRUq/eGaaGe1fFGxEWuJqMP+ouSsyEdCsgDj+ZrORxLvx612S2aeMfgvpV/uLXNjB9klOM4KHCn+X/fVcRp6ONyOMOMZHoa3fciDtoTBOMGtHT5BD0qs0Z9KIiVcc0J2ZTVzr9FSTVRMZvltYvvY796yvGHhRXtWuLZSCyYOO4Nbliz6d4Thlg2tJPIxIY9cnH9Kt6XfRa7oclsZke+sj5FwF/vDofyxXLUqSlN9jenCMIq3U8xsrn7bo1zpV2v72L5hmvMb62a0vZYGGCrEfhXrfjjTnsLVtRtyY7hWVJCvG4GuS8YeEL/SNC0nV7/zvtd75nnQtGR5AAQoGP8AeKtnHbp1BrKndO46tmrHFuAG4ptFFdDMEFFFFIArs/hleyx+LodO+V7TUFaG4icZDKFJH4gj9TRRV0/iRnV+BkfjHw7Y6R4unsbQSLb+ZwpbOB6DiukvrGHT9Bs9Otd0cN5Msc7A/M68Hr9T+lFFaLRMyk78p2trFHZyCzt41jgi82JEUdkfAPuT3PeuX1u/m0nxfdX1qE86GVtu4ZHK7Tx9CaKK85fEztXwo4LxKxCWf0YfyrnjRRXVS+AzluIaKKKoBKcen40UUkA2gUUUwJv+WQqS2u5rZz5b4U4yvY4oopvYS3O0uPG11r5t7aXS9MtRCixxvaxupVADhAC5AHOTgcnmuDJ5NFFRHqNiVJASJAR1ooq+onsPmYmFc+tTWLHLc9qKKuPxEP4SW6vLnAT7RLs/u7zj8q9J+D2q3Vk2sQxONkqKzZGemf8AGiinLqFPobPh/Wr1vEsUJceW0oyMV7ZbkmLJ60UVgbdDyTxJqhsPF2sIbOzuo5LjcUuYt4BUDBHII69M4PevLviHdTX11bXVw++aZpHdsYyTtoooRBxVKv3h9aKKa3Ge7/A/UZ5NN17SnKvZiBbgIR/HnafzGPyFU9ZgSz1lhCCBv2n3HvRRXU9n/XQ54/ED/dqsfvD60UVgdBoSahcw+G7idH+e2jZos9FPrWD8KL6ceN2g3kpcWjtLnkscg5Pvmiis6myCm9zs/iXEi+GLiQD5vPTn868evPEeq6npUWl3t7NPbW0jyoJJGYlnxnJJ5xt49Mn1oorCOzNj/9k=", "info": {"video_id": "4868", "label": "tipping vessel over", "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": "4868", "label": "tipping vessel over", "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": "fa690bbc9275b6c692cde6bf6c45e2466e59215b02b5e69d4e7ced7f14aedb56"} +{"episode": 21872, "episode_seed": 61777522, "split": "train", "timestamp": "2025-10-13T03:04:29.153420", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 61777522, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 brush behind toy truck'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "210357", "label": "holding brush behind toy truck", "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": "210357", "label": "holding brush behind toy truck", "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": "fc6f0ad6a04995a29f6f7a569f77b636cd0c7da9e8d60d8ea6db3962cf1993b5"} +{"episode": 21873, "episode_seed": 178088342, "split": "train", "timestamp": "2025-10-13T03:04:31.802193", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 178088342, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing bottle on top of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "98531", "label": "showing bottle on top of 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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r1vbzXlN8u2/uV9JX/mayrdDSmVe1GKUijFYGp2vg4D+ypunMx/kK6IJXKeFrtILTy2P3pSf0Fdeq7gCOhrqh8KOafxMjK8dKZjB6VYZcVEwqxWIwnNP2cU6McmpCOKAIttc140TFhat6TEf+O11OK53xmudIib0nH8jUz+Fjj8SOEopcUlcpuWNOGdStR6zJ/MV6WY8D8a830oZ1izH/AE3T+demsK3pbMyq7orMmQKa0dWtvFNZMmtTM5vW9C+2hbq2by72PlXHG7HY1xmu+HvEWuasLsadcyPIgDO6BBkce2OMV6q6DaBWtJDtI78UXsJq7TPDl+G2uGPdP9mgB7GTcfyFXLX4Ys4JuL1z7RoB/OvYmhD9RTfs6joBRzMdzxweA7aJyPJaTB/jY1Zg8MRxNhLSJPfaDXqZ01WYnFV5rVEk2gDgelTKVtWNK7OaWxkQRKONi4wPYUyHSvnLFeScmt4yRtNsU/Mowfrz/hVaykkbUEhf7hYqaTnsHKRQaaUR0WR1V+o4P5Z6VnzWUug3kl+heSxnYfaIx1iOAN4/rXZiAL0ApksKujIyhlYYII4Iq229yVoc/d6HaanbPNGsJkljIScDnkccjnFUfB2m3GnyXttcwGJ41jHqr8tyDU43+Gb4QOWOlTt+6c8+Q390+3+fWukgBYk5yDilfoNh5VHkgjkVZCe1Lt4oAo3Iit7aSWQqiqOWPAFYk+r6XDA7T3cewDnblj+QFa3iJc+H73/cB/UV5x+NYVXqjWmtDeg1zQp5jHFcz5b5vmt3VT+JUVraTeWU920VvJuYoTjaR0risn1rc8KKW1g46iFj/Kpi7yRUlaJ2RTFRNHz0q4RxTCmTXSYHKavp01hdHV9OXLj/AI+YR0kX1+v/AOur1pPbapZCaE7kbqO6n0NbTR5rk9Tsp/D162p2KZtHP+kQDovv9P5H2pAdzgY68+lB9qaOtPFUURsK8v1hdmtXq+kzfzr1IivM/ES7NfvfeTP5gVjV2NKe5lGig0Vgal/TXKspB6NXo+nyeZbKCc8V59pFu07AAdDzXc6aGjjCHqv8q6obHPLcvt6HrUZqRgdue4rh/tl9feM7zTP7ZubSEGTyREobJVNwX2HB5NWlck7WMcmpCvSuQ8Bane6mt6by5kn2CMrvP3c5zXZEU7AiMiuf8XpnQ8+kyf1rpMAVheLV3eH5cDo6H9amXwscd0edGkNONJXIdBc0fjWbIntMtemoQyA15bZSeTewyf3XBr0LRLwXMZUnkdK3pbGNXc0itMZcVYYDbiue8X3dxY6C89rM0UolQBl64J6VsZmqcda2fmZVLDBxzXlup31zBo8N/Y69qMoa4+z5njVFmIXLPGOu1T8p3eo+g9XCkAZ9KmSsBGF9qcE5NSqlLtwTQBFtArBvNQskvJUkuolZW2kE8jFdHivMNdG3X74f9NjWVV2RpSWpoXHiPw6JmVtRcMDghIpCM/8AfNXIb3TVmjMd0hIYY4P+Fcjk+p/OpLfm5iHq6/zFYc1zblPUGX2qN04qztOCD1BxTGXg12HKZ15Zw3lrJbzoHjcYI/r9azfD1teWL3NhcsZIYdpt5T/Ehzx+GKxW1K4n8cXWl3Or3lpbNNsjaKWNFj4BJJcYxjPHUnFaPhO5vpdS1i2vZ7mQ20oRFucb15Yc44zwM44oa6hc6gCk21JikxQBl64u7Qr4Y/5YtXmVeqaqm7SLxf8Apg/8q8sIrCtujalsNroPBwzrT+0DfzFYGK3vCTeXq0hz/wAsSP1FZ0/iRc/hZ3e3NIVFSqNwB7GlZAK6zmKxXBqORFdWVgCpGCD0IrL8YXdzYaA89rM8MolQb064J5rl9aPiXRtH068utTvFluy/mRFcCHG0qCcfeIbOP/r07XA9FHanCiigoXvXH6zo1vd6zPI8koLbSQpGOg9qKKznsVDcqx+D7GY7mur0Z7LKAP5Vfg8G6Yq4L3T+7S5P8qKKVlYq7ua9jo1np8RSCM8nJLNk1ZCKkowKKKtGb3JjXlGsX82l+M768t9vmxTtt3DI+Zdp4+hNFFXETN/4aqANSHYCIf8AoVd2TnsBRRQ9wQhrH8TAHw9dewU/+PCiiolsy1uebGkoorlNx8X+sX612PhtjvPtRRW1IxqHWN0U1zHjn/kWn/67R/zNFFb9TPocPqviBtYjt45NOsYDCqpG9urqVQdFALEAc56dea93wNg+gooomSA6UHrRRUAIa8x8Rf8AIxX3/XT+goorKt8JtS3MupbX/j8g/wCui/zFFFcyNz1hvvGmkUUV3nH0PJde1U6b4p1ZDZWV3HJcbil1FvAKjgg5BHXpnB7g1veAbua/u9Yu7l988zxyO2MZJ3UUVT2EdwKTFFFSUitqIH9m3PvE/wDI15OegoorCtujWl1ErR0aRo71ipwShH6iiis4fEi5/Cei6a7S2SFuTVtugoorrOU5Tx3x4Yk/67x/zNed3etahfWENhc3UssEDtIu+RmJLY65POMcemT60UVUdhn/2Q==", "info": {"video_id": "98531", "label": "showing bottle on top of 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": "ace53e2374c97ae9d4894b9166d046214cfd9bb30870fa0edf1144016f6033a5"} +{"episode": 21874, "episode_seed": 176933401, "split": "train", "timestamp": "2025-10-13T03:04:36.148634", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 176933401, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spanner closer to sony mobile'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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WH3R07citi1kRGchW3EbRuHK+4FcBowura8tbt3T/AExisR2ESKwbls9xjcTXfxOJJW8thkcjb/Fyeo7de3WiQ4lxTCFK/KnBdckfMf5VVmuWYPJsOCQOP5VVVrmSCH7UoWX5iR0zz6U5lLKqleckkGpKRwfxOlZ9GtlwMNcA4H0rzeKVY5sORkHn6+leifFCTy7K0+U8TZxnrwa8vWVd2GdwP9oZwfauzDu0Tnqq8j1n4bzCY6o0aAY8rPPHRq71GIQ5IINeZ/Cp9y6ttOfmi5/Bq9IGQuG4I4JzWFZ3myoaIrXz5VGJxtByD3HFZd5cbHigDhQ/JOfuoOSc/pWhqeMIMZJBzjt0rjdQulmlKJIcrMIyPYf/AF6hGlNXkbN/PLGJJ3lkjtVOVUnGPc0eFdR/tlZJ1UKFc5aQ8twAMCq9/v1XQntZCQXj27h19KxfBsEkUEkhCglCitj5wcnJP4jtTWzOiaTaien2zRoZASSfuDJ4U/171bVUWNgpOI8t8x+9z6de9ZWnyu9jHKAHkEalh97ecevbmhZpp4YJJEKPsyyjtz2zUmL3LU9xEGZgMAkfljsa83+KU/m2FiGBz5xGScnGK9Ac70jUE4zkgCvN/ifIIksAGwBKx6dCBVU/jRM/hZw1sVVircA9R14r0z4dmKNtVWFy6fuvzw3FeTKxZzISpbvggZr0v4WyN5Wq85y0Q/Rq660vcZzQWp6MJMowPBx1xWVuRX2g43Z6jvWjuJjB/wAiswfM6lui5PHUVxI2RJFkyMgJJB+Ye3pWkq70VuDEeeuMGsxXIl+Trjk/0q2n3AOcAEZJHP8AnFMaZYuF2FTsdgw55wR/nmrkcm4L+6X5ANgPAqh9p3RAYbhcAFcqRjnNVNXurq2ht5baUiOVyhB5+Yjr+HNItK+hrG+t5P3du28PgZxgFh1xWfO0j6hcyqDiOONTznG5zx+lZdlLFdSR2EbtGbZSd3Qux/8ArVYsGJk1GFZUPl7C6F/nwD1A6nqOaa3NalPlVzxjWede1ORsDFy2SfXNPt7qE2kgcjJUkN3HtVTX1aDxDqMc8ZDi4cN6g5qgsyiJlJ5xxxXfCVonBJe8fSEe/ZH0B2Dv1qvfkEqxOCM/jT7YsYIXP3di556cCob0/cHXOfwrzzZFdmyF5Gw9s8Gr0O51JfDN94hhxzVABFhAPIHOMc5q1FI+4NypA2rt/nTKLQiBhPJyBuww6U+1kiCsfmO7AGf4fw/rUcNx5e4MxAfBBIJH1pUdvLkaAKzouQo5DcfmOnSkMvr5aRkg/wCq/hY8t+HpWdqTrLCI0U5lmRQMdcsoFN3SssTSptcRjco45pswllubFIkaQpcRuQOOFOT/ACoW4+h5x8TpBNc6b8uCTJ0GM81yVkY8lJvug5auq+KDvHe2G4tGy+YTjqrZ5H51wEUgWTG8EdQTXdRlaJzVVdntfgU7NBmRQcC7cjj1C11HmfICeCDnpXEfDiZm8MT8lv8AS3OfwWuzznGelclT42aR2Mw4JwR3z161KqTRylmLbCpO3PT169vaolc7Fx8zHoBz+FWS/wB3zZMAqQd3bipZSIjEpuY5ETLJkLk4Cg9ea0bdkVYpCWVgcAgZyPSs5P8AWYUMR7Gr2WktklzgA43Z5U4pFITcZJflyc/3j+dK7quHLbQQME1BlduCc9h2xTmOVAYZwc7fw60hmF4s8Op4jtoY/PaExtuDKM+1cXJ8NbrDGHUlIHZ4z/jXp6kgYP4YGKHZSgAAySePSrU2tES0mc74L8OS+HbK4E8m+e4cMSowu0AgYz9TXUq3YcD1qNmOwDqoHXvXNWst1qHjC5019WuLWP8AeeSI03ZZULBfYcHk+lFnJk7G3qrr+7zgE5ryc3szX0ku796t0+fQ811Nhql7e28r3E7zYC7d5+6Tn/CuDt8x3kqMeRJz+ZFVy2RdJ+8emaXOtxZJIBg9x6VPbpEkcjfdIyPwrL8PNm3K561cvR5cDYPXNZs7PM6rSpEjtrefeFJjxz/EMcVJvaSTOS4Xv6Cq9sriygdAVG3arY46cil3YH3jntj9QaDkLJJDkjBPHXiuI8feH73WhatZCNihJKudueK6+TDqu/PGduD3HTn0ppOV+YAY9acXZ3E9UeHzeENbiyW04uB3jYH+tegfDbS7nTNOvJbmEwtNKoVHPI2g8kfjXXNHGIwADhjWb4lupLHRWe1cwzB0XcnGRmrdRyVjPltqbZbdnPLfWs4HJwAc44OOtYepTPb6JDqFhrmoSq1z9nzcRqizkLlni77VJ2nd6j3A1XPkzrG8oYgfdBx+PNS42GnctxwmbcrYAI5yOvpilAMMSxkjp+PWmQtuLMcYXqoHNOdwE2BSCpIzkc0h7EtsCrgggjOcY6fjXK+KNbEV5Y20OQPNZ1J6cDt+Nbz3HldWUDkE9x715n4nuP8AioIWVgwQ9R0PzU0rlxdpI6zSrgXsslypxIHwwHapwsyeLbNgI2ilDu2U+bco7H0ORxWBoMwhu1cfdZirAeldqrol1EWx82QDjpmh6HW/eOR1vwG2pavdXsd+0bTyltpTIB+uazF+G1+LlFe9jaLcPMKodwXvjtXp0UimRgcYDdfTinRufmZcAkdOgNP2kkjhnFczJEIjRUGcKAqj27VDeMMJuwM5rAs7o3vjObTL3U7u0t5JdiPFLHGsfcli4xjGeOpOBS2ct+NQ1O1uJbhvssxjVbnbvXkjkDjPAzjj0pKDtcm+prHLYyAe+T3qZYpIJSxJAK5xnv3x/hVaNyQoXJYngnirRKpgOWxtIIAJ5pMoT5jJle+cgnAxV+KRYgsmWD7SDgZJ/wAKzkJ3/KucelW5MtEku4AMCAQcn3BoGCMSxYEkKOpPaua8StdvqRSCJZhbwGUo7lMjcc4I/i4GK3yRx/ExPBz+mKjuoEuIXRxy6FNw429qFoM5DxfoN34kW1uLWZcxBgTOSSQQOp5yQeDXHy+BNcjGRDbyDttcD+Yr1+CFIbaOFVwiKFCj0qQqu5FAA7+1WqjRDimYXgfTLjRPDyw3AVZpJWkKqfudBjP4frXSowyMdBnmsTxNdz2ukvLbu0MnmKMr71n6xbeINC0bTL26v7tZrzfviKYEGApQE4+8Q2cdvzpcrlqK9tDoIbdN8aksRgHrU00YAYjPXP8ASiioLISoHHoaUsfm4HGKKKBkwjVuCO4xjtzUywr5sy8/KCQc9aKKEBBj5wBwMCmyd8cYbgj8KKKAY4uxzz0zXA3+oz6V4rub222ebFK23cMj5l2nj6E0UVpT3M5DdGgWWGaMu6rlPunHrXLXyCPxBdKvTzKKKfVl0viR1/honYT6Dir14S5QEnBdQfzoorJnZ0Ojtz+7Cfw7umalYfKD6Giig5B4+6SSSSDzQOp+lFFMBoHzx55znj8RWR4swdCcY4EqfzooojuS9jm9X8RPrUEEcmmWFuYEVI3t0dSqL0QAsQBzngcnmu8mSPyi/lJvZgC23k9KKK0qdCYhFhA0e1SNpOSOeKryscZ4zz+goorNblszL1z5THOCRmvNfEH/AB/qfr/SiiriJbm1o33l/wB412c/WH8KKKiR2otabzAzHktM2SauREhWGTjJ4oooOSfxM4q+1ltM1vUUNjY3kcs4Ypdw7wGUcEEEEdTkZwe4Nanhh21q51W71A+dNMyyyE8BmO7sO3tRRWr+EyW5vRxxpeBAg2g8D6Z/wqe8jWN2VR0OaKKxNCuBkAnsakByMnB+bHTtRRQBJHErvGDkZPUdelO8pfKzz94D+tFFNCZEnzSbT0NNJ2SJgD5hzmiimBk+LP8AkBt6+an865K713Ur/T4NPuruaaCCR5F8yRmJLY65PONvHpk+tFFaQ2Ie5//Z", "info": {"video_id": "133962", "label": "moving spanner closer to sony mobile", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "133962", "label": "moving spanner closer to sony mobile", "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": "eee99328b10876a3042f03aed9c9c929f534ce16b7015388a3b8f5f0d16bb0cd"} +{"episode": 21875, "episode_seed": 3590948025, "split": "train", "timestamp": "2025-10-13T03:04:38.698510", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3590948025, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing ration 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', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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PORWvJHvJPrUMtp+7Bx14pkGWtxxyaeJmAJzT5tPO3IFUpjLEQgGWbp9PWkxHNeMfE1zoNxp/kxrLFJvMin229PzNUW1CHUYEvINwilGQG6j2p3j21insrXJO9BJt56k4/wAKyNEgaLR7eNyScbgPTNY1djqorqbtryB79at3RKxbgu4LjI9qhtY8Lk1bS4toiVuCNpHPsPWsYx5nY6HKyub1jp8cdjHJMFDsMhfc0l/f2umaSksxAnRfkQdcjpWFqviBbbRYruzlWZpjsiyec5wfyrj727lupWMkpctw57E+1dPIqceY5o3qSsRTzyXl1JcyMS8rFia9I8D3v2vRfIZsvbNs5/unkf1rzRFLOFQEnPFeleDdEuNMhlurk7GmUAR+g65rKm3zXOiukoWOtTC8k4FIqmQkN91eQvr9aaqbiHbPHQVKDlgfX5TW5wkF7j7Mx9q82t1xzivS7tP9Gb6V5xGvy4HXpWVXWxvQ0uM0XTPt+ry38y5Cny4h/dUd/wAa9J0uOOGRJZEDRxfNtPRiOg/OsDR7QW9uvFW9Q1qKwntbAffly7n0HYVpG0VqZtuT0NK6neaR5ZGLO5LMT3NZUpO4k1cd9wHuM1E8W45qyEZjSMCaalwTwTV5rXKFsVRksnXLDpUjJftJUHmiK7I4Jyeij1qlJJ5S/PxjrTVJUecT8w6D0FK4NHQW0/l/eOSeSfWsvxOBNNYDPUt/SoEu8Jy3FVr29W4ntRuBMT5/Miqk9BRWpq20QiiA71y/jzVUj0yOyiBaSSRWPpgdvzNaGs+IYrDMMa+ZL3weFHvXMuP+Eh0jezoLwyHr/CueP0qKklaxrRptNSZN4ds3uZvtTqAI+B9a6nxTIqeCb8n7ziNB9SRUWk20cFottFyV+8fU9zWP461eMWS6REwMjOskmP4QOg+tZwSjBmk26lVGb4D1L7LqrWUjARXQwPZx0/PkV6ccjCr989M/zrxbRbW4vtTt47XIlDB94/hAPWvaoQRhpOXYc+1XSbsLEpKVyQLhdq/eHIJ9akVd6ZHcUxRg1NAfLk6cHkVqcxzOoxG2unkYAEAYBrAubt/tPmL6YrpfEiNNcq5OCeprnr1YIogwIOCM/SkxlJcsQO1Xok4qrbLkfStBVCKCa4jvGxwS3VysUQy7HAFdtp9qthaxxDkjkn1Pc1h+HLcebNcHqoCj8eTXSZG08100o2VzlrSu7Eu4YFQm9gMUsgkVlj3biDwMda57xTrsulwW8NvIqT3DkbiM7VA5I965F9RutM0N9OB2vcOzZ7rGTz+dOVRRdhQouSuelaRqEeqaVb3qADzFyR6HuK0QAw2noa4D4f6j+8n02RuD+9jHv/EP5GvQMqoLHgDvVQlzK5FWHJJoY6oIzkZI4wO5qs9ioRncAu3X29qthcyrKwwCMAenvXGtd3194yvdLbWLm0hBk8lY1DZKpuC+w4PJ/rVGdrnN+NFze2kJ6HzOP++aqWkYyoA+UDAFUHubrULpJrud5iikruPQtj/CtWzAWuWq9bHbRjaNzTjTan1rB1K5SO4lklXKZKgHjNbhlCQvIeiKTXB3mozahLvlI4OFHpShLl1NHHm0E84eWFUbY9xPXOKfCOAo6VCilm2Yzk12vh7wvlftV6hy33I/6mhuU3qaPlpRDwVpkdxqJuZkBWHlAe5r0sI3325OOPasvR9Kh0u3/drzuyfxrbA+St4R5UcVWfPK5ECSOaeBlCv5UoSsbxVdXFjoTzWszRTCVAGU84J6VZkbvlJPZu7MBxjb3Jrzmwh825Uds1a1O/urXRI7+w17UZVa4MH7+NUWYhMs8Y67QcA7vUe4Gf4dvFlKuT2zms56tGsHZM68yR21u0jMqqiklm6D615veaj/AGhevdxSltsnysere/t9K6PW72O+glso5M5XLgHt71zPhvSzc3BO0iGJief4jUVnfRG1BcqcpHo2mymaxiY9SozV1WSRmCnO04P1qpYLtj2jpuwKxNE1TzPEmq2ZfIM5ZefwNap2SOblu20dWigjHalMA2bcClRcAUr/ADsB/D0b/CqJMqbTluG3kfIv3fc+tY06+XI0focV2L/dIA6CuS1BSLp8Dk9KloaMu9vrHTdNmnuWbcn3VH8XoK5rw7eT302o3UhO47So7D73Aq3BZWmu+LG0fWLy5t7aWTajxyxxrFjkli/GMZ4HJOBVO0DaR4iu9KkWaNQ0kCJOFDqVJwGxxn6cVEk7GlNpMqST5lkeclnOSw64NN0u2upIQkKssm7Acf3SelXItPlf78X3ifn3AbSOufWrVz4gstFs/Jsgs14+Nzj7q1kk3odlSa6asvXWqjw3YvCJvNvpeFyc7R/eNcQ8sl1cM7MzuzZJPJY1XnmmurqSaaQvI7ZJJrs/Bnh/7XcJfXC/ukOVUj71G7shK1OPM9zrfB/h9dMsFmlANxKASfQdhXT+Xg1Hb/JmP+70+lWRgmumKsrHBOTk7sYBjmpSvy5XqvIoCg8dqs28ZZ8AZxVEHN+I4s2okH1zXD3eXwp+595vp6V3/wAQrO4sPC0tyGaIJNGNw/usTXnfibRdX0DQtLvbq5uRLemTzYjHgQYCFATj7xDZx2+uamRa1NKADJq2f9WKKK4juOi0BQLFz3Mh/kKvyORyDRRXZD4UcNT4mc1e28Vzq8l3MokkgiPlhug/CuIv5nn1C5kkYl89aKKxqHVR3+RoeHJHj8Rae6NgmVVOPQ8GvYCA04QjKgbse9FFVR2ZniviQ8ncrA9MGvMNYv5tN8Y3l7b7fOjlbG4ZHzJtPH0JoorY50c3CArsB0AArRt2IYDNFFctT4mdtL4EWdQYrol2wPPlmuDQbioPTANFFStjaO52vguwt7id5pU3tH90HoK9ChAVkOBkiiitobHNX+IvpzC30qzHyg+lFFanOx4rA8bADw2xx/y1j/maKKYjidZ19tYggjk06xgMKiON7dXUqgB+UAsQBznp15rmtHuporB9jkdRRRWVQ1pfEWdCldr+5LMSWUZzXd6bEkNuixqFB5NFFZrc2qGxAdkQYdQCa8u0K6mHiSGYN88kp3H1yeaKK0n0Io7SPYWYrAWHXAqQKFTA7UUVoc48DK59q529UC8JxyBRRQ9hnn9/rj6XruoIdP0+9imlDGO8g3gMo4IIII6nIzg9wa5jU9Uu7/VW1G5lL3Uspld8Yyx68Dp9KKKT2GTXsziI89ayMkqSTnkUUVnPY66Zc0yJZ76CJ87WYA17fYQR29vHHEoVVAAFFFFLdk4noaI4ljPrkGrC/eoorZHISL1rT0kBr9AehOKKKZLM742SMnguCJThTMhIHfB4rwTUPEGqajpsGm3d5NNb28jyoJJGYlnxnOTzjbx6ZPrRRUstbH//2Q==", 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", "info": {"video_id": "170906", "label": "squeezing ration bag", "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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OOvFMgy1uOOTTxMwBOafNp525AqlMZYiEAyzdPp60mIoawfNntY+wY/rjitG2iEUQHes3UCqS2mM/K+ST35FQ6z4hisMwxr5kvfB4Ue9Smle5pyuVkjP8eaqkemR2UQLSSSKx9MDt+ZrP8O2b3M32p1AEfA+tQuP+Eh0jezoLwyHr/CueP0rqtJto4LRbaLkr94+p7msZLmnc6k/Z0+VEvimRU8E35P3nEaD6kiuQ8B6l9l1VrKRgIroYHs46fnyK0vHWrxiyXSImBkZ1kkx/CB0H1rktFtbi+1O3jtciUMH3j+EA9aqcvfVgpQ/dO/U9pORhV++emf51KFwu1fvDkE+tRwgjDScuw59qlUYNbnGPVd6ZHcVzmoxG2unkYAEAYBrpoD5cnTg8iuf8SI01yrk4J6mgaOaubt/tJkX0xTLZcDOKnvVgiiBBBwRn6UyMfJgdT0rCrq0b0NLjNF0z7fq8t/MuQp8uIf3VHf8AGvSdLjjhkSWRA0cXzbT0YjoPzrA0e0FvbrxVvUNaisJ7WwH35cu59B2FaRtFambbk9DSup3mkeWRizuSzE9zWVKTuJNXHfcB7jNRPFuOashGY0jAmmpcE8E1ea1yhbFUZLJ1yw6VIyX7SVB5oiuyOCcnoo9apSSeUvz8Y601SVHnE/MOg9BSuDR0FtP5f3jknkn1rlviB4kuNCm0p4Y1lil8zzFb224x+Zq8l3hOW4rlfHbRalaW4Z8yQq+0Z9cf4Vbegor3hW1CHUYEvINwilGQG6j2qxa8ge/WsLRIGi0e3jcknG4D0zXRWseFya4pbndHRE10SsW4LuC4yPaujsdPjjsY5JgodhkL7msFLi2iJW4I2kc+w9aNV8QLbaLFd2cqzNMdkWTznOD+VbU6XNqZValtEbt/f2umaSksxAnRfkQdcjpXls88l5dSXMjEvKxYmpb27lupWMkpctw57E+1V0Us4VASc8Uqr+yjWhCy5mel+B737XovkM2Xtm2c/wB08j+tdYmF5JwK5LwbolxpkMt1cnY0ygCP0HXNdUqbiHbPHQVpD4dTlq253YcqmQkN91eQvr9ajvcfZ2+lTg5YH1+U1Hdp/o7VZmeWrliB2q9EnFVbZcj6VoKoRQTXEd42OCW6uViiGXY4ArttPtVsLWOIckck+p7msPw5bjzZrg9VAUfjya6TI2nmumlGyuctaV3Yl3DAqE3sBilkEisse7cQeBjrXPeKddl0uC3ht5FSe4cjcRnaoHJHvXIvqN1pmhvpwO17h2bPdYyefzpyqKLsKFFyVz0rSNQj1TSre9QAeYuSPQ9xWiAGG09DXAfD/Uf3k+myNwf3sY9/4h/I16BlVBY8Ad6qEuZXIqw5JNDHVBGcjJHGB3NVnsVCM7gF26+3tVsLmVZWGARgD09641ru+vvGV7pbaxc2kIMnkrGobJVNwX2HB5P9aoztcqa0Cj8dV3YrgJJ8yyPOSznJYdcGtKDWbq41FIbu4eUzxtsLno2BVeLT5X+/F94n59wG0jrn1rnnfmPQw7SjqU9LtrqSEJCrLJuwHH90npXSXWqjw3YvCJvNvpeFyc7R/eNUbnxBZaLZ+TZBZrx8bnH3Vrjp5prq6kmmkLyO2SSan4Vd7jS53a2hYeWS6uGdmZ3Zsknksa9Y8H+H10ywWaUA3EoBJ9B2Fcl4M8P/AGu4S+uF/dIcqpH3q9Qt/kzH/d6fSrpx6szxFT7CJPLwacBjmnjBNOCg8dq3OQCvy5XqvIrE8RxZtRIPrmukt4yz4AzisL4hWdxp/haW5VmiCTRgMO6sTQCZwN1lyFP3PvN9PStfT4vNuEHasHXreC28Pw6jp+r306tc/Zs3ESotwQm5nixztU4U7vUe4Gv4cvFl2OT0XOaxktUbQdkzsDJHbW7SMyqqKSWboPrXm95qP9oXr3cUpbbJ8rHq3v7fSuj1u9jvoJbKOTOVy4B7e9cz4b0s3NwTtIhiYnn+I1NZ30RtQXKnKR6NpspmsYmPUqM1dVkkZgpztOD9aqWC7Y9o6bsCsTRNU8zxJqtmXyDOWXn8DWqdkjm5bttHVooIx2pTANm3ApUXAFK/zsB/D0b/AAqiTKm05bht5HyL933PrWNOvlyNH6HFdi/3SAOgrktQUi6fA5PSpaGjLvb6x03TZp7lm3J91R/F6CuCt7uXUtQlln/5adF7AZ6CujgsrTXfFjaPrF5c29tLJtR45Y41ixySxfjGM8DknArM/s57HW7u2dJkFo7Qqk4AdQGIG7bxnjnHFRK6VzSmk3Y17SMZUAfKBgCtmNNqfWsyzAWtEyhIXkPRFJrm6nUYepXKR3Eskq5TJUA8ZrnvOHlhVG2PcT1zilvNRm1CXfKRwcKPSo0Us2zGcmtnUdrIcKS3ZNCOAo6V1/grTI7jUTczICsPKA9zR4e8L5X7Veoct9yP+prt9H0qHS7f92vO7J/GiEOrIq1lZxRqBG++3Jxx7U4Ekc1KB8lIEroRxCAZQr+VS+Sk9ozswHGNvcmsLxVdXFjobzWszxSiVBvXrgnmsHVx4k0PRtOu7jUrxZbsyGSIrgQ4ClQTj7xDZx/9egDJgAyatn/ViiiuE7zotAUCxc9zIf5Cr8jkcg0UV2Q+FHDU+JnNXtvFc6vJdzKJJIIj5YboPwriL+Z59QuZJGJfPWiisah1Ud/kaHhyR4/EWnujYJlVTj0PBr2AgNOEIyoG7HvRRVUdmZ4r4kPJ3KwPTBrzDWL+bTfGN5e2+3zo5WxuGR8ybTx9CaKK2OdHBau7QXNs0ZwVJwfypL2ZxEeetFFQ9zamZGSVJJzyKuaZEs99BE+drMAaKKwZ2rY9vsII7e3jjiUKqgACtEcSxn1yDRRXUjzmWF+9Ui9aKKZJp6SA1+gPQnFZ3xskZPBUMS8IZkJHrjpRRSYLc8N17xM+uwQQy6Vp1sYEWOKS2SRSkag4QAuVA5ycDk803R7qaKwfY5Haiispm9P4i1oUrtf3JZiSyjOa7vTYkht0WNQoPJoorNbmtQ2IDsiDDqATXl2hXUw8SQzBvnklO4+uTzRRWk+hFHaR7CzFYCw64FSBQqYHaiitDnHgZXPtXO3qgXhOOQKKKHsM8/v9cfS9d1BDp+n3sU0oYx3kG8BlHBBBBHU5GcHuDVK11C51S/vb28k8y4nk8yR8Yyxz27fSiioqfCaUviRr27EMBmrOoMV0S7YHnyzRRXMjrODQbioPTANdr4LsLe4neaVN7R/dB6Ciirj8Q5/Az0KEBWQ4GSKvpzC30oordHAyzHyg+lPFFFWiTA8bDHhtiOvmx/zNcFea1qF7YQWNzdSywQSNIoeRmJLY65POMcemT60UUDP/2Q==", 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", "info": {"video_id": "170906", "label": "squeezing ration bag", "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": "dcb005a81dc379473bba0389cecdd31d6ec78416c4cb88b59d3d734808c4209b"} +{"episode": 21876, "episode_seed": 2362983619, "split": "train", "timestamp": "2025-10-13T03:04:40.500733", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2362983619, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into a cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "50262", "label": "pouring water into a cup", "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": "50262", "label": "pouring water into a cup", "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": "52636789093dbf718f83ad6964d3ede02de8079646994193001877a385b7e8a9"} +{"episode": 21877, "episode_seed": 3056569345, "split": "train", "timestamp": "2025-10-13T03:04:41.598167", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3056569345, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote 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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"info": {"video_id": "84197", "label": "picking a remote 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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"info": {"video_id": "84197", "label": "picking a remote 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": "1d1e805ad012f91a4f173066c01f5d09c40a6f245343b99b23beeaac9c336450"} +{"episode": 21878, "episode_seed": 13082717, "split": "train", "timestamp": "2025-10-13T03:04:43.905091", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 13082717, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 oil container next to wallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "198096", "label": "putting oil container next to wallet", "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": "198096", "label": "putting oil container next to wallet", "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": "d604f5e94d7a51c9247fa7a2b7e077191e2794558e1f7c6f01262c19970a7ee1"} +{"episode": 21879, "episode_seed": 3841291722, "split": "train", "timestamp": "2025-10-13T03:04:47.789570", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3841291722, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 something is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 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": "173486", "label": "showing that something is empty", "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": "173486", "label": "showing that something is empty", "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": "b2b52f060c98c239e5439e50af70b8ee4d6e7704bc3f040dff02aa9f212acf03"} +{"episode": 21880, "episode_seed": 2150280977, "split": "train", "timestamp": "2025-10-13T03:04:50.568965", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2150280977, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'attaching a magnet to a radiator'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "130756", "label": "attaching a magnet to a radiator", "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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FGzWssMqbhjKtUvciDXKeSeIp7Qapp1xDjOY3cDpnIJrI8Z6imoa95ygKGCggfQCq+oJ5eorFIThJMEnsBVO5tpb/AFL9yNwJ4PtVRRkoOUrLc67S9Js7rwVfakZEVrXK7d3Lknjj2FedpIY9QFwOiS7gPoc10senX8NlLBnar/eGeK5KZysjj3zTUbFVqU6dudWPTrCawm+GV68sgF2JgI19R0JrjdHvUtPEqyZ+RZP0DA/0qna3Df2cybjjk4zxWf5pW9Zx1zmlGNrmDdz17T57XxHe6/fThFctNKD7BQAP0/WuU8M3dtYeKrd51DQq4ZgT1GDWVpd/LFaTRo5G9mz+VZM1wY7vcDg4FKK1YPY7jTRDqOvS9D+7xGP9rNRQrBB4ouEkwI442J46nFc3ot+8N6JFPNJqF+76pNMzZZjnNFnzB0Oi8VG3m8TyxWp/dBkUEnthf8ai1PSG0jU7VCOGYAnsQTiucN5I195rE5OP6f4V0HiHxAdTWyOOYURB+GP8KHe6BbE/jyzh07WYkgkDJ5akbenOSaxYIT5PnN93OB9f8mofEV9Jc3i+YSSoA/Smrel7cJ02sT+gH9Kre1gjpueveFvEdoPB+rx3JBuJQQg9SQP8a8+e9EXiSOReFUoR/wB803Q7j/Q5Qf8APFZF3MRqAfPOFNJRs2W3oe5+GNdg1DxDey3G0RbYlGe22MAf1/OuGmv4rfxPDKpG3zCx/wC+qy/D93Iz3AUsdxBOPTFZWtXJivoznoD/ADqIxfMVL4bnpr6za6n44NxwyEuBnoM8ZqHVpbey8c2SyMvlR7CfyBNed6NqMjamsiucg9c1d17UX/tYTMxLYAyaHB84r+6df4u1GC/msEgwP9FUt9csTU3inSIdOtbS5tmyjJ5inv2rzx76VpoJS2flwPp/k10mr67PeaRbwOf9WqovvyKJJ6Di1Y6L4i/ZF0/SJIMbzAu4jsTis/w74el1q3kkjXe8ZX5O5BGc1g+KrqYw2kTtnagrY8EeK5NDkuSyK6yRBOf4eBzTesRRdmeWxq0K5Y8kg4q3qB3REDuv9RVWRsqpqxK2RHWr3IWxBESFhB6jI/WtbUJC1ooPI21j5/eAej1pXT5gTGenNKW6HHY2vC+mvrN7BZoCd84z7DvX09YWsOmWUNtGoVFUAYrxf4M2SPd3N26/6vAUn1r2C8lMmEU8jkU7dTaMLpLuLc3EsNwZYwWjP3varFlcvMzK4II/UU35BZbu5Wn6fIssQcdhiiwStyPTYuVS1OBZ7VlYA5FXT0ryfUNX1a58cajpa65d2kCu4iWNQ3ITcF6cDg8mgwi7O55J8UNM/szWoo0XAcuw/MVyVux3EHqFArovGWo3uo3VnNe3Mk77WwX7dK5iFsTH6UdBzacroSQ4uUPof61t+HdUk0y+Z0XcH+VhnHB71ivjLHuDU9m370+9PoEZOMro+hPC0yy6XEmfnX5WHoc816VpiAW6+wrwf4WXsktxeQSyFgjKy5Oeo/8ArV7vpTboAc1n1NZO8bmgwyMViaxaQTQMsmd2OMVtnkVSlt/MfLdKckZ03Znj978Ov7S1NpzLtRjkjFZ154ftNEuzDb5YqOSa9slgSKNmAAwM14j44up4obi5gkZHMoAZfTNXTR7OVwjzyqvaKKs0WIWbHB4ryK4OZTzXpGtgW/h6C/sdZv5la4Nv/pESos5CbmeIDnapwp3eo9wPN5F3vknoKpu5lm2JhXUHFWtf9C3A2yJ0BzjiqnW5/X9Klgbhx71CQfODfhULc8c6DRDGNOlLhWZmxk9QAKyJVEl0c8jinWcrKrIGIU9R61Pp8P2nV4IiMhnFO5tOalCMUti9p2mTfaQIojt96n1Dw3exyeZIjBD0IFes+HfD0U1wnyj7oPSur1Xw3BNZmMINw5HFRfW4ez0sfM09rNbTIJlIyBgkdaWaYq0ZA5Ug/WvT/GfhtRowkiX97A4P4dDXlVxlZMHqDQtSJR5Rt9M05WRurU+NgFbPQmrvhq003WvElvpur3k9tDNhEmSaKNYz1JYycYxnjqTgd6hayNprd/YSrcILadowlwAJFwxGGxkZ9cHFUiDT0x9iMAeGANULk5vohnAOB+tWLVwszr0+Wq9wu6YSZ+5/jR1Kex0/hq5WBL5d+GLjPbK/4ZrH1ciXUM/w4Y1HYP8A6W/v/hUeoOTc5z2I/lTbu0jedfmoxp22NCBkivIGRVXKBjgVNLCmp6jKJScJHv4OMnOP61TjP+k22f8AngP51Yt5RHqM+ehhx+tSlqc99CtcwLbXKxoTtDHAJzird3O3lquehBFVL1gbtOvJzmkuZMsg9xQ1djjsTalcXE9iss5yxbAPrzUkEnlxSNnvisrU7ojS4kViH8wnj0zWlr3h/VvDvh7Sr68muFmvzIZYDGQIMbCgY4+8ytnHbp1BoaBM51idi/jU8jHZH+FFFNgiDP73/gVaMpJgT6UUUPoOJ7f8PbWOy0N5IMqxdAeeuRXdKxJ3E84oopy3PXqpLb+tCGW5lEOzdxmtfSABa8UUVCOTEK0TRPSvCPEt7Lp/jvU7qDb5kc7bdwyOU2n9CaKKo4DzHxWNrWgHbcP5Vzcf+uNFFHQp7isT89SWpPmn60UU+gup3vw2nkj8SyIpwrxc/ga+itEdjZrzRRUPc2j8Jtocio26miihma3KWpErYTEdQprw7xf82ksTzmZM/nRRW9L4We7l3+71TkfEXiJtZSCGTTNPtzAipHJbo6lUGcIAWKgc54HJ5rim/wBZ+dFFZnk4j4Y/MID96kb7o/3qKKXU5SW06kVteFUV/E1sGGcMf60UUn1Kjuj3/wAFndc4PYYFdfqAAPHpRRU9DoXxHDeJY1NvICOCOa8H8SQpBrMyRjC9cfhRRRDcmtsZdhrz6PJPGdN06/ilZXMd9B5gVkzggggjqcjOD3BqaHULrVNSutQvJTLc3MnmyvjGWOSeB0HtRRVnOXIiRdNSSH5Zf896KKOpXQdYE/aif89KZfHM5+tFFC+IPsl1CfOtz/0x/rT4iWvZc/3B/Oiihbi6DLzi7hH1/nUVwf3qfX+lFFHUFsZt7/x7qc8g/wBakvfEeq6lpVvpl5ezz29tI8qeZKzEs+M5JPONvHpk+tFFDBH/2Q==", 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", 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", "info": {"video_id": "130756", "label": "attaching a magnet to a radiator", "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": "116988121ed797e1cacbb6df0a69e352ed5698c99ef8253b2169bcc38cb3191d"} +{"episode": 21881, "episode_seed": 1057427539, "split": "train", "timestamp": "2025-10-13T03:04:54.022977", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1057427539, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 clothes into laundry bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 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": "143245", "label": "stuffing clothes into laundry bag", "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": "143245", "label": "stuffing clothes into laundry bag", "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": "c2d0c9eb6f78db4631241a6fa3c074411edfc644daa3bf0fa615f65124e17bfd"} +{"episode": 21882, "episode_seed": 2471767101, "split": "train", "timestamp": "2025-10-13T03:04:54.944484", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2471767101, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 onion, revealing onion 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', [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": "150693", "label": "removing onion, revealing onion behind", "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": "150693", "label": "removing onion, revealing onion behind", "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": "364b818b945d4ba7a5b99cde8f91f07c33c62a65e5374c4d79ea2ca3d23c4b3b"} +{"episode": 21883, "episode_seed": 467829836, "split": "train", "timestamp": "2025-10-13T03:04:56.882703", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 467829836, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin 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', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "27568", "label": "spinning coin that quickly stops spinning", "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": "27568", "label": "spinning coin that quickly stops spinning", "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": "858ddd7fde91751ab681a46982dc3c985321c35d9a49d5e95739b22104a3a92d"} +{"episode": 21884, "episode_seed": 1670092791, "split": "train", "timestamp": "2025-10-13T03:04:58.654237", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1670092791, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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WOe2MjgSFARz94Gorrwna20Ua2z7HhQD5Djp39/xrIW7k0szQzQMwfJadOc/h/hXbo9jmjdbmt4TWaXVJtRlIks7UgAFej9B+nJr0rTr6G+tZ2XDMjYbA6GvOvBd3AfD+uIJR1EgXPPzHH9BXW+B9OnSyuFiQstxIXZ24G7HJzXJNNzZ3UnGMLs2INMivbiZHUESIUI+tc19ku9HvI9LnhBeMNtcjKug6EH+fvXpOn6ctkmWbfKerYwB9KkvrC31G3MNwpK5yCDgqfUGtIRtuY1KnM9DyW9QSlVkkZ54mBZVOQR6D3qlDquLBopi8FwWPUbc4PAz9K6GezstLaa1LtdX0krSecx/1aZwo+uO9YerSW9vAzJbiZugHZfr3rWFmZyTjuSy6kttZRTLE8jJ+7ZgOMYGTn8qwvE9outaDfadKAJyolh5yN3UYP5j8atabdG8VEnX5Qc4zxn/P8qbqFyRqKI0bMI1ZWl6jHUZ9KwxdO9NtbrX7jbDT5amuz0fzOzg0mHSdMtdLW4HlW0KxoMDr6j8a5nXZZVuJMtuHQFODj6dK6HUdRiMUitbqBjjnNczcLujErb5Fc+oyOe9bI57HLHy4rvy3DSZO0qeGX6V2Pg7UYbG7tMsjRMxQtjGNx6GuUu/s0xIBJVm3Bw38XqD61WklfM8X2gRzMAVcDAc9ckdj9KclzKxUXZ3PoK5uINOgjkZgsUanAHc81w+qaxJq8MsysfJldY0B7gdTXDav4u1XVLGGAQybgAspVgRjuQferGrXV5cw6bbaaPsuwdGHLZGCP5nPtXE4VJaWsd0Z04q97sZoxgbVNQ1F33SGQiLb68j6dq1obh2QiRBMWUgeZkjpzj/GotDsobGBYUT+E/M/rnnipL6PzwxEjEBCoQHA578V3pWVjhk7u4qWiSxzz72RRjainAT86fY3BuomVJQdhwcnIx29v1pmmWdqYnMyB2BBG/kZHTINWYzZ6faeXK3M8hULt3ZA7AD2oZJr+F7JEmvp9yxyIioroR8ykk5/QdKtauFFmwgmyC3K461X0B4dPtJEtlMm7DHeCCOtQX0y3l42FMeAenAP1rPZ6AcrqK7z5jiTcDgFTn36U7SrqP7RE7BY2bKqw+45/oasX80MbrGwCyk5UBvQ9QfWseV0jRpYjgPIN8fZjnqB2NVe4HRtLBpc097LArwzOB8oA2MB1z79PrT7PxNbPqMcq21xcSwqQijDhAff1rIi1F57d4bWUMjjJjkHzL2xn/Gt3R7dxB+/Cfu02sFYckdxisZ4eMnzHTCvKEeUzLeyN/c/bb5wghHlxRDnjdnJ9TzWnJd5mC2/mCBVxsB5IHJPtThZLEZJFjOGLMMjGOe9WLh1khKCTYGUZ8vjA9OOa2iklZGM5OTuyKQpcypviSEsVO6IFTj8+9QTyW9tqXlQtuBPKqSx9KiW1jF4DIuQMEE+3vWqVtDdRlApWHJKqOAcZ/E02QVLzGPK81DJjGx1PA/z7108emw6dYW2nrMBFbxJHGMDjA61hW1zHcziSS1YNghTIRu59vStbUdRj8l1aAYwMd6h7gc7rUkwuZQW3KeAV4/+tXK5SC78so0mTja3DD/dP+etdNcKPKV2LSBjnkjK1z901tcAheUZsqwb+L1Hoaq4GlC6zaUiwuC6sCj4wUbOf0r0XS9cj1HSlDXLQ3CoYi6Yyp74zXkUd2IrmVJJ8SZG2QDhyOfmHqalU31zqX2jIWJh8/ktgc9Dz3rOpSlLWL1NqclHSWx6R4rgupfCl7Laamsk6LvZnXr7e3HSuJ0aGLTbYsZS9wIwEI7kg8nHFTXWlNPawwzSOZWIYqWJU9c5HSrdhbJb/LsUDZwW7c88UUoOKdwqzUrWFiuXliKygynbwXJwB68Uv2aN4J5mkZFGCqFuF/E9aZeRmbcyyMQE2hAcAD6CpNPtrTyHklVWYEEFxkDt3rYxG2VyJ4HZZgFTq3UY7c9Kpw6GmpeKrC8aWMQ2EM0itEeXc7Qv44ya0lmt7G2WPa7tMxyFAOR6c9BVmKW3tLZWhtxnGMN2z15qWBDchRbSslxmXZycdc+tcDqm+QFZC67BnKHOPw+tdbqt6Lt402eU5wNy9vr7cVzuorEiusy4zhQSwAcntRF2AwrOVI3TDGPDAGQH5WHUBh+Feu+CNbSz0Ke5lXEcFwROR/ApAIOPQD9K8gl2gyyL97ZiRW6OPf0PvXU+Adb063W+03ULjMF2qFVY4wwBBGfTGKirpHmXQ1oq8uV9T6BhlSeFJY2V0dQyspyCDyCD6VFezpBauzybMggN6e9cVY6nb+D9BsrO0l+3WnmGOLzJfmjBOduccgVlePvGNnHpb2aOTqEwURKnRc8kn2xWbqJ6R3ZoqDTvLY5HW2trPXZrewuppVEuWkdssTgYGe+KfJIk8AHkqpAIWTLBgfU884qnpMbtbRyNtQjPOATuzycmkntfnjUyuwIPz7zzn8a6opJJGE3zSbLlxGdMEUxlfLKCSxAye5q1NFJcweZtWVByOeSD7/jTZNKtnt4iijzCV+dvmYDpgZqS5jsLy8jgFyiPAQuVPOMcgn8qT1JN+7+zyr+5Dyxsfm2ucgemK5HVbg6bIbeMNIVXJ3NnP51Pq3iS106VzFvkcYDImOvufWuWu/Ftrq862lyjQu3EbyjBHtms0BAvmQXwRtnlS/Nn+E8foe1JLFvaVQ28Nhw2PzrWuLJJ7YKTtKj5SO2OhrGid7aRlXYx35KHoD6iqTGatj5drbKZsMAqgqT784rqLB1vm85J44YkOVTbljx0JJ9a4iO7j3eXdxB0GSDz19jW5pdzYW5eUzlVH3VaTOfyq9xo6K5V7ZPPYCUH5T22H+tZr3Nw10kasgVhklVHp7+lV7vUnltpAXbygVKjYc49fpUjSNFpSXcMDHzFX5nYHHPoMmkSyZXit7iI3BaQOOUB+UnPpVo6iJpCYrSMYXdtfof8iqYt7q5j+2OiQsCQFIxn0bLfjxiliuLNZlaNgJEJyWyT9Bnv9KG0I6Dw/eQyfaUlVV+6Y+WAY85HX6UmqwiK3a6MJEiDadrEg5PWsi31i3htrl5+JGYAADnOTwPyFYl/43u4y/l2MjIvGQwbP1Hes+oXtoN1J57/AC4ILRcqo7j69iKq7hPbxZkJuBgqMYLEZBHuRVvR9QstWhkuLZ1y5/exjgqfQiq2pww2828OAu75xn7rev1ouMs2MCpdtIw+Vl4/Pmul07W42cwq/lqX/wBaoHI9K4z7RcjbIHDMM4AGP1rStdRt5WHnW6hgRltnP6Vad0UjuzFDKmyKeQpjgnB5rGubuYmVQ4RkOMJ0PqaYb15og1tDLHDCQGfAGOewqKwb7RqM8RRAVXfl8kjn2xSE0T7ALTfcO7Hbg7ifvf408arOtqqRwxxpyRkVDHFdy3Mizy7IC53EELke3U0GaKzkKACY9VKDJGBjuabaEWJri7MamJyysoKNtAC5/DOa37ryJkAhDTRnO7bIc9PT61y8t6y+VwxU5ALDGT/nNM1fxNb6fLIYEaVhgFUIxn6+tQ2FrbjNVuG0+RraMFyoGdzdfXrXMASW17sZlMUuWB28Nx0x2NOuvF0Go3CWmoQtb7zhJJR0PpuFalxbR3Fr8zbQBwwPT0IpgZLQiQyBG8xG+dW9+9a9lLFY20fmYY4VSp/i7nFYkUskErpGy79+WU9B749amgvvKzHcQiWPHHy5H+IpxkM72yuY75DI1yY8HKxqo4OO/wCNF2GtYfP+V8/Kd3GD2x7VzumX1jAWkCNuB+VUDN/OrV3dzeQ6zJIuGDCNgBtB7mnYbRL51xLdhBMQhU/dGOSP8aeZobW5jJj85z1DHjP09aY4mXS4prdFBlCk7SWb+lPFvO0X2i4lWObn5c7eOucDnP1PehsknXUp55WAWOJ9pIXGd3rxS290jM8d0NiEDafu8+pAqvFeQGQCFCp54CfePpmoW1KFYZHuGwoyWLcDNTcLEt/bpOrOUcCP5ldXJBAHTr3NcPqV3JfxmAIMfeUsecjtVu98bJaN5cEVw4HRwB/Ks+xvrXWblrqAIkq5Dxjjn1xQgKkW64s3R3CuCVH94jGcGoUsxcXETsNoHJ/Cr2p2KxjzQeD97PX2P4VWNxJt42tgg7weWx7dKaYy7DKbSRoIJ3jkdRht2Ru5656VvW+h5HmS3yzSS8l2U5T9a5VHtZmBZCsx6lX25+oNdMl/b2tqqRXIebGfvZP/AOqq5UtUiuZtWbLy/wChFrURKHUZLMc7u/FRW7T3SDzGRU3HhVAwPb071T+1faNYRJHZnkAXES98e9SzXb292bVLQn5AAu7k+/GaZDL9rf2cEbCYSzzD5C3pjPQZpwvYo0EgtgiyZbeH2kn0wByapG2NkSLplSM871+XJz7knGPWpRc20VqFj2GN367skA8E1LaA4Oe+EK7pW+Zj8oPPPr71jXqm5tpjJN5nyllJHQjnpXUR+EItUhF3fXd/Y4+6qWolUr2PUEH2IqprHh/RrfTSmnahctcEkSPfQtGMeihQfzNZ3CEWUtC1+5utNFjPJnb8qv3Pcfj/AJ5rRtDKbyQyxh5EAGBxketYulaW9pBIZDE3z53I+SmO5BwcV32n6fHcQwX4kj8yW0VChfBDLkf5/pxRc0jG5ixyAktMB5bE5BB4+lammJZ71YyvIQw+VR2q+PD0EcZd5FZjwFzxmmWmlrp+otLJgQlcglht3eh/OjmNvZomv5Jr8mOMKruAoJ649/an2X2q1X7NNOXhjBClY9u0/wBRVlbi2VD5KvLIVJDKML+BNIZrgxbvsqhQMM0jE+3Yf5/kXFyIqsl7dbipCqeQWkOTTbZLiP5DE25c7WXp+dXF+1hCoECv6kHkf5+tYNpLdan4putJbWbi0jYSNGIYwS7KhYL/ALI4PP8AjQS0kTa8BbW9qzEK53tIc9hjk/rXGXF6t8+RKyKOAmeP/wBf51raDbT+K90UwuLi2CK03lyBXGR2JBycgda308J+GtKkPmaTrV0w6GaZCg/BcZHfFK6W5jytybSPOINQn0nxKJLSQr5wUOAeGyP8eRXVyTzXUP2xHYxMVEo7cnHSsqTw7G+sefHdSFUkyxltSNvHAIUnjHtXTaIlo8t3Z3UqRxzQ53A5G8Mp4+uP8aOZFqLT1CVJVaFHCooGUK8VLbXNt5sf2hHbGFLAY3V0TWGnTSKZ7hAhUbVxjPFVr2z06WORUubeNh91WfHTpRzG8YRsXVuXWyVIYxEnXjkmqy6bICbpZp1lkOfkbaAPf1q7BdW/lqkcZmZF2hU4XI6/Mev4VJ5s8kxdFhTeowDk4/l6UuYTiivKksu1UIjIHzErkfh6VGbCWORWSQOW/hYbatfv/ML/AGg5Q44QAH+tZPiW7uNN0R54LyUSmRdrjAwCTx0ouJqxqQqkE+65KKMYEfU9OmK84vNRFsvzMRIxO32962dUuBYaHHqOm63qMyy3P2fNxGqC4Kpud4/4tqnCnd6j3AbF4LttRhF7qh1a2fHC2yI67e3BIIPr15NPYwn7zRxd+gnsbgvMZPkLAnrkc9P8K0vDuvXNzpYsbiUkJ8iN34wRz7Vra5oGhRaZ5WnG/tpc4klvoS5ceg28KKx9L0j+z7aQSSwsS+75SVdMdDhgMjjtmnzIfI+qNuyW4+1zB0WSaMAcjB2ke1TxSbBvk5Ridy7c81u2FtaXMEV4tzCJpbRFdCwJVlyPWrI0nTYoyxuIXkbgkuMD/OKVzaME9WUtJksw6siPK4boTgD8Kv3fn6k3kB9m4gcDoPrUNtZ2+n6g85mh8tkwD5gIDfT6fyrS+0R+UywwOzMmRI/yj8O9HMU4orW0c1rmJ55pIVGE34yv0FM+zXNxuPmxop5GM5/GrbSXPlAkQoo+U/xE9vWgLc7RGbhFIOc+WOR+dK5PKt0VYILhQV2A44Dg4Fc742lEFrYQxuN5MhkCn0xjPv1qxbXf9o+MZ9HvdYvbW1lk2I0U0cap0OWL8EYzx1JwK5vVft13rM2nMLp5LeZ4limVRIgBwc44zgDPbNUjKT0sYFxebmMUcuxx9446+3tWdLczabeW95A+JQSG/wBoDHX1612B8E6NbHzLvVtVUNyUWwBYc/3gSK53XNGg+2smn3MbWy/cEu9XA9WyMf0ouSos05NTnvo/OBBZV+ZcZGKnUlLONFTAbBDg0miW6R6rbQybVE2Y3IYFSCpAYHuK6OHw/utYLcSxkKMMytnmi5cYXZgho3x5jKkgPJx1FdHp8lvbQSCItKzDbuIwMYps/huPaY4zvYDls85qfT4IbWxjiuXEcmTvD9foB36Ucxp7NFPyLprpbuBoolgxt3DcM9gK0GvbowKxY/aG+Vgvy5+h9KsC4iHliCGZ4znPAXJzjv06/rTHeRnBWzRSOfnk5x+VF2LkiZ80N+22aVCVU527gcVYt4zPtRY22MQXyuP1qHXrq7t9MeWIJCu5QGViTz1Bql4gtNe0LSNKvdQv7xZL7zPMh2lRBtCFAzY+8VbOPw6g0Euy6Hp00CLaPGBwpKg98Akf0/U1yepWsM8W2WMMrHBBoorJmkB66TZSsoe3RgDkZAOPkLfzFNsLO2XVnijgjjSO3dlVUGM4B5B4PU0UVYI0L7TLSFCiwph95OUXqAPb3rnVs4Ipy6xryMYIyOCOfrRRSZtDY0tPctau7clWOM9uKLdzLDclv+WartH16/yooprYiXxEc07rHJKD8yKcelcFcanc6P4nm1K2ZWuIZG2mQZB3LtOR9GNFFNGdTY7L4QxLHNrSjO1TGoB6Yw5/pXc6rEqO5A5yR+VFFZz3Jp7GNawRHzm8tQdznIGM7QMVLqUSW9iTGoB8wpnHbK//ABX6fWiihbGnUvwIm2OPbxGNq/MflwMcc8fhWVqNtDI7B0Dcshz3ANFFA4PUrwEtfxIegP8ASpLiZ2uIVzgO+0/QZP8ASiihFy6CyzMXQYA8xdxx61g+Lo1bSLlmy3lSxqoJ4xiiiqRnLY5bWfETeIbWGGfS9OtjahI4XtUdSiAH5AC5AHfgcnmvc5IE+xFccL8v8x/T9TRRTmYQ3Zy+owRSBUkjV1ZwMEVPDYW0s0SvEpBZe2cZz0/Kiis4m8iLToY21jYqLGPKO3YANuVDHH41oXtnBGqxqgCSSFWHXseaKKoOqOeFrDA5ljjUMw2nj3q7aMRYs2eS5HP0oopI1lsMtpGklkjY8BsD2AxSTSOqSOGIYLwfToP60UUyDgb/AFltH1O+/wBAsb5Jpt7Jew+YAyfdIOQR15GcHuDXQeCGbU9X1rUrxjLdySxyNIQOrMc49B7ew9KKK06HK/iOp1SNeDjt0/CuaewtnvZXaIFljbn6c0UVn1No/CSPpOnpFJN9khZwzEFlHUBSD/48at6Zp9tcabAskakNvY/KOocDg44HtRRVDRQ1Syty6nykBJYfKAvQ47fSqESLbxKYxhw23efvEA45NFFI3jsjWu5DDGGQAE5J96WR2Qkhst5YJJ6nPNFFMyW5z3imZ10iOMHiSYZPfj0rmtR1/VNQ0WPTbu9nngtJWmj8yRmJZiAcknkDHHpk+tFFUjGruf/Z", 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", "info": {"video_id": "153727", "label": "squeezing paper", "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": "153727", "label": "squeezing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a9f9fd06b932550a41949f1d8eb907acd66f9782dfbef2083880a69b8a666da5"} +{"episode": 21885, "episode_seed": 2033911977, "split": "train", "timestamp": "2025-10-13T03:04:59.264538", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2033911977, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing 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', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "7498", "label": "throwing glasses", "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": "7498", "label": "throwing glasses", "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": "c68e9b930208a4f642103ff05af0476bf43833859e54e2244f7c81ffcf93ab1b"} +{"episode": 21886, "episode_seed": 1153967320, "split": "train", "timestamp": "2025-10-13T03:04:59.957530", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 1153967320, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paint brush'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 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": "139988", "label": "holding paint brush", "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": "139988", "label": "holding paint brush", "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": "163dbe398c97cf85506331895dbab5f652531870582afe2fe6518a39bce5befb"} +{"episode": 21887, "episode_seed": 4249158062, "split": "train", "timestamp": "2025-10-13T03:05:03.117262", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 4249158062, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'digging keys out of blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "9537", "label": "digging keys out of blanket", "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": "9537", "label": "digging keys out of blanket", "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": "3d3d78942a9205ff03143e4be7e553fce5f9df50dbbe7ab62cc2ab1652421a6d"} +{"episode": 21888, "episode_seed": 2832277991, "split": "train", "timestamp": "2025-10-13T03:05:04.225690", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2832277991, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) tap of 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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", "info": {"video_id": "34427", "label": "touching (without moving) tap of 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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"info": {"video_id": "34427", "label": "touching (without moving) tap of 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": "2f88ed29a7b7bf5ff3bb4e6bd21ac7e736edd61c88d1ca13ade4f1ad24d99f61"} +{"episode": 21889, "episode_seed": 769871612, "split": "train", "timestamp": "2025-10-13T03:05:05.801610", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 769871612, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 usb cable into a charger'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "8336", "label": "plugging a usb cable into a charger", "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": "8336", "label": "plugging a usb cable into a charger", "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": "0d3b3b1d3b2cfe35ee3f4bc04793dd2cdf87e89fa6a780784977a9a7f0a02e53"} +{"episode": 21890, "episode_seed": 4102683416, "split": "train", "timestamp": "2025-10-13T03:05:08.266547", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 4102683416, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of tonsils to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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h8BahLqKx3U5zK/3iPbIrwxTXsfwvYnT4c+v9TU1IpK5Mp8ysewW//HrF/uD+VD0tv/x7Rf7g/lSP1ppmR5p8ScmRHGQyeUgP1LH/AArmrSxUWu4KNqjvXomuQwy69AkqK6uEyGGRn5xmuAuJWtfNszwUcqec5waxq3toevg2rK/b9SHMA/dNGMnrJ3B/wp01qGtt+wbSKsR2IazVyPmaNm/Wq6XmLcxMOKxdztViz4CE8OvOqIWTeg3EcZB/nivaoW4xXC6JbNbDR7Z1AlUB3Hpkk/nxXaI2K647HiYh3tbz/M+PdoPINamggjWbQ9t/9DWQpwa3NAQNqNu+eQ+BVvYwSb2PpPQP9Tb/APXN/wCYrbbpWL4f/wBTD7Rv/MVuEcVlDYlmfqSF9OulHVomH6GvPdZj8zw086gM8E4b3AYDgfmK9Llj3oyHowI/OuI0+2S5trqyfhZYAD/vqdp/pTZ00JWi2ulmcfpUJMryyfwxk/Tik1WMoYJlzho6k83EU1tB80rAhs8YA61OxMyJZOMyFsRepya5j2WaXhq0aHSJtSlUgzqY4T325xn2yf5V3ekLs0m29Sm78yT/AFrmbmNrOxstLjbLxoAxx1Odq/qSfwrsYo1iRUX7qAKPoK6IqyPIrzck5Pq/wR5H8cwT/YX/AG3/APZK8fCnY2fSvX/jmcHQf+2//sleSxHzGC+tbROY988CNnQh/wBchXox6GvNPARI0RF/6Z4r0w96xjuxMiauV1ceX4iibPBVC2e4O5P8K6xxXK+KF8u8t5sc+UxH+8jBgKpm2G/iW9TzrVYWttXurIKQI3wB14PI/StSCACGCHHzNG3HrV/xRZot5Bf5CxzoM+5A/wADWT9oke7WaJSVjUBCO/zDNc8lZnsUJOVNNmVHDM97HaRKTLJJ5aD3Jr0WK3S2u9N06MZWLbkj65z/AOOk/jWBoVmt5riXcZwsB3vjnk8D/PtXR6X/AKZr8k4+4oZgOwHCL/7Ma0prqc+Il76XRK505+4T7GvkFgwc8dzX18fuH6GvkEyfM2fU1tE8o6DwcceI4M9Cp/mK+kdF/wBUv/XIfzr5v8J869bEdN2P5V9IaKCYozn/AJYj/wBCqZ/GhWNRuhrO1dd2kXeP+eRP5c1pnkVVu032syYzujYY/CncI7o8v1W0htYob+GJVLTSJKwHLNnIJrKjJvr5VPIPJrpri1+3+G7+EZMiqky+x2gk/o1YGlxLCWmf+BScnvxWFRa3Pdoz+KPZ/mV51+xSQuvdc5961vDaG711ZwMLbozt6dMD+v5VUuYhd6ZGwwHTqPY81ueHLdbLws8pUiW4lKlj1POFA9gMmlCN3cWIm402u+h1Xh/mxkk/vyHgdsAV5v8AHTaf7Bz/ANN//ZK9N0OPZpEB/vgv+BJI/TFeX/Hb/mA/9t//AGSuiJ5Fd++zyNUGeDXr/wAMRiyiHof6mvH7fmZV9TXs3w2QeQABgZ/xoqvQhR0uevwf8e8X+4P5UjinQj/R4v8AcX+VDDmkQcn4jzFqFvMF4EeSfZXBP6GuP8Sab5fiGSYL8s6q4wOM9Cf0rufE8IMdpK3CeYYnP+yw/wAQKwtWtLrVdFt7i1CG4twVkQ9cAc8/h096iaujvw8lFQk/NGKkiLdRQE/IItrH0JzVXSdLWbxNbQzKXiDM7KOjYBI/DOKkt7LehLkebtDO3vn+ldFo1rNpukzajdBfPcYjC85GcD8zz9MVlFNs7a81GD79DTsP9I8Qs4OVhVhx+X8y1dIBXP8AhmHbHczZzlhEG9dv3j/30TXQdq6DyqytJR7Hx7gHtW34eO2+tun+srKNuR0rT0P5dStQP7/eqk9AhFpu59K+GzugQ+iP/MVv4yK5/wALNutU/wBwn9RXRYrOGxgyBuOlcTdB9O1ucqrEQy+aijvG/wB7H0P8q7h+9YHiCxeTyr+CPfLbgh0A5aM9ce4/xqmb4eSUrPZmVf8Ah63vpDe2ZiSSZMsQOH75z6mltNIWymN9fiH9yhK45KnoTn8/zrPR4VCvZ3sluJGOVVuPxFMub0PgPNNdysf3cec4b/dHvUcqvc61CrbkT0/E0LINfa+krfdBM7KR0UcIPzOa6xayNF057O3kmuObqc7pP9n0UfSuYfUNRu/Gt7pn9tXVpCGk8lY1DZKpuC+w4PJq9zlrSTlaOyOe+Ov/ADAf+2//ALJXklp/x8L9K6nxrqeo6utgby6kuNgcrvP3c7c4/KuYt1KS5PpV9DOCfMj3TwC27SE/3DXqBHNeU/DxwdKRc5zGf5V6zjmsobsUt2RMKwPFEe2xhusZFvMGYex+U/zFdE4qtdW8d1bSQSDKSKVb8asVOXLJSOPhsbfWdMfTLv8A1lu2VYdcfwke3+FZyeHb20ZY44fMRU2qU5H1/OrKw3EM5t/tDQ3tudgfpvU9PqCMVZGoaqu5Xe24ON23v9M1Dimej78Hens+4+Gzj0TSHiiRUurpiMKcgMf6AVb8Mw7Yri4xhXcRp/uoMfzzWFJJNeXSW8Upnu5srvxgRD1x2FafiWSbQ/CSjT5nheJ40DqeTknP500rGVW8YPm3Z1Dfcb6Gvj5h87fU17xqeq30Gix39l4g1KVWnNvmdFRZiEyzR99oPBz6j6Dwghsk+9WtDjOj8IkDV7TPXzK+kdC/1Ef/AFx/rXzV4XbZq1pnruzX0r4fINvHjP8Aqf61En76LnsjXxxUbKO9TY4qNhzVGRxGnstrqhhkGFLPbbR2wcqfyyK5jUNPvLTUXt5owtsclWU8MvtXW69aeRq5YMVW8AZGH8Mq/wD1hTk1PT7iEQaiixyKACXXgn1BrOUbnpxqyi1UjqmtTkYdNuZ5reG1wGm2hs9lx1/DBrpNVAjMNhFnESAKPRmG1R/M1biu9KswpsYxPOV2rsye3r2qtpate6ypb5/JPnyuOhcjCj8P6URjYdSo5tSeiR1cMawxJGvRFCj8BivIfjt/zAf+2/8A7JXSHVbqfxxc6XcaxeWls02yNopY0WPgEklxjGM8dSa82+IdzfXOox2t/cXUv2WWVEW5xvTkdccZ4GccVotDzrOTOHt/9ev1r2b4XkGHnuD/AFrx5IgkgIr1n4YOBAc8feqaj0NHFxhZntUX/HvF/uL/ACpWFNtjm2i/3F/lT26VS2MDL1ay/tDTLi2H32XKH0Ycj9a5WxvZLXdcrCzpLxLGDyjdP6V3LCuc1PRbgXTXem7cud0sDHAY+o96TR00Jxs4S2ZUN9oc8pkkh/edwYWB6+lVdR1EyhNsLJGmBDERhpG6A49B6VG9trQZgNMbcSTnI6HtWno+hywzi+1Bw9yB8iDkR/j3NI6HGnT95u/zNXTLX7Dp8FufvIvzn1Y8n9TV4Eetc54xvbnT/D73FpO8MolRd6dcE81zGrzeJ9F0jTry51S9WW6L+ZEVwIcbSoJx94hs4/8Ar07HDKTk7s8TbhQRVvR2P9q2v+/RRQ9joex9HeEnLWyg9o+PzFdUOlFFTT2OVjD3qJvvGiiqYluZtzoWmXcpaazjLtyWHyk/lSW2jafp8u+2tkSTpv6n8zRRSNfaTta5b2jFeSa3fTab42v7y32+bHO23cMjldp/QmiiqiQcJ4iAAtQOwYfyrD/iFFFM6YfCj1/4b/8AIMX2Q/yr2MdKKKzhuzmkI3SozRRVskx9Y0u2vofMlDLLFysiHDD2+lcdNZAT7fPmIc85Yf4UUVJ6uCd4anX6ZpNrpluPIVi8gBZ3OWPtmsfx4f8AilpP+u8f8zRRTRxYht1Xc4HVtebV4IY5NOsYDCipG8CupVAD8oBYgDnPTrzXmHY0UVQUeppeH/8AkL23+9X0n4aObOLP/PL+tFFZy+JE1d0b9MbrRRVmJkeILeOfSLguDmJfMQjqrCuSS4aezLyIjNkc4+lFFSz0MM/c+ZWvryWCJ/KwmDjgdvSuu0S1itdIg8sHMqCR2PVmPrRRQViH+6POtc1U6d4n1ZDZWV3HJcbil1FvAZRwQcgjr0zg9wa4Xxddz313Hd3L7553eSRsYyTiiir6HFD4jnO9elfDhiID9TRRWdTY1qbHuFmSbWHP9xf5CrB6CiiqWxyiOBioDRRQxoCOKiI5oooH1OY8e/8AIrP/ANd4/wCZrzq51m/vbGGxubqWWGB2kXfIzElsdcnnGOPTJ9aKKaA//9k=", 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", 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", "info": {"video_id": "85363", "label": "showing a photo of tonsils to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "85363", "label": "showing a photo of tonsils to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8d8657b071ddc3d5439454e1ef81420ce189db6e0e6ec35b0ee233fb4c50b13c"} +{"episode": 21891, "episode_seed": 3616595449, "split": "train", "timestamp": "2025-10-13T03:05:08.989022", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3616595449, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lighter on top of desk'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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kENVyJUU5ebOK5KlKNzWPMzU8XOSLQ5jJw+ArAkdOwrHSRQowvTjrRqbqRH5bllx3HQkiq0chA78++a2hH92kZy+I0FkGPu4+ppwc7eB+lVVkJHGDTtxxyQKTiUmWdx6AkfpTjg4JyT+dVhKVGA3FBlDcZqeUCwnBz82KkV2UDJw2eue1UDcJGPndRjuSKiOp2qcmVT9OapQb2Fc6G3v2j6v+prdtNSU4BI465Oa4FdWhbhcn8BVy31SVDhYmYH/aP9KyqYe+6KU+h3j3SElgcDHIx/WvNoSvmHdnGP5muij1m4igaUwRBVGSdm7H5k1y4fbIRj8MVWHhyqSFN7GgjR571LuXcCB+BqnHLUgfngYNaOIkyzlSegpy5ORwAfaoBI3/ANYml83Oeg+lTYZJwMYI/I1IrkFfQ9eKq+aQchjj60GfHVsfjRyiNS3upIm+U4AOM962bTU8n5nJHfFceb23Q4MqAjtup6ajGp3KxI74/wDr1MqPN0Gp2PQhcxvD8xAY9yf61yvjCQH7F04D9PwqO11tM8JI3tkD/GqfiG/iulhCxiNkBDDcSTnGM1nRouNQcpXRRikKxqAowAB0qyshxkhfwrNjcj/61WVkOOuPrXVJEJlsOdvBx+NL94e351WEg/vU4SDbkE4qbFlgkAf/AF8UKQCDkf8AfVVmnUfeOB78VXbUbePIM6n6HNHI3sJs1FkCrjdnnrnNWobzy++a5s63bjoXJ+n+NOi1cynCRNz7/wCFN0ZdULnR31nqf3QDgAZ4HWrrXasdw6+3SuChurtD8kYAPXcP8TWrHql/DC7+aRsGSqYU/oK5Z0UnozRN22OPa5VT8wUDH3mOKibU4I+kg/4DzWIyluRzUZr3FQicDmzYOrCRwql+e54qu4a4c5faB+NZ2cEEdqspOQxPqKp01H4QhO7940rWztZJNrM7kdRnFaq2drEB5Vohb1fn+dcms7xy+Yp5zXT6fei6hUjAYda5sRCaV76HXh5wlpbUmuIJpbOWJAihhgqg5I71yklu0Fy8MowynBxXYb26biR6Vj61ZsVW7jUkrw/09anDVOWXK+o8XS5o8y6DtEulVGtJTg53J7jvWgX2P8uTnsaw7bTdRu3ikt7WTCkEMK6PQdKXWfEr6Zd30tnlJTHsj3FnVCwX2HB5Pp71dSinO66mFKtaFn0IblzJHGOBg+tRK5X+IAVjSX0ojXd8+RkZPSoH1CduhC/QURoO1hSq6nQmdAuSWOPeq8+p+UvyIv41zz3Ez/ekY/jU0c3yoSeRwav6ulqyFVbdjQGpahMcRLgey/41Klpqd0MyThF/2n/oKzZrtkZdh6Vtafepcx4O0MB0qKicI80UjenyylytkS6Uikebdl/XYv8AjWTfjyLp0i3eXn5S3X0P611YdU5Cnn0GKoatbC6tXKIBIp3j1PrWdGu+f3tjStRXJ7u5maNePBqCLJgrINvzDOD2ro5Z5U6EYrjlZWjJJwR055BrWjvZp9M8wsRIrbSfWtMRR5pKSMMPVtFxZvpP5m5XkJDDB561nfMrscHGTWlq2m2Fl4et9V0vVL6UNdG1zcQiNbghNzPEOu1ThTu9R3yBy7amFJwjMSc/MamOHlHRDlWUjaV/Uhfwoa6ROrsxHpXPPqkx+6FX8M0yK7leQiRyciq+rO12R7bobE2tpGcLESfdqi/tW9nbEVuOfRSaoxyIqliBn1xVmw1P99skz7c03TUVdRuaRd2rvcseTq8vLt5a/wC0wX+VQXdrJBbNNJcK7jogyc/jW0Aj8tg9+uaV1gkj2GPIznAGK51Waex0ewTW5yK3Mg+6K6mwmhlsY5UhTdjDc55rnLu3+yXzx4+VuV+lWNPvGs7kQZPlS9vQ11VoKpC8TipTcKnLI6WO7cEqAFx7VFqEgfbJJJy2ASfaneG7Ww1bxQmnape3FrBM2xJo5oo1jPUljJxjGeOpOB3rH103Onapd2B89Ps88key4VfMXBxhsZGcdcZHpWEMNqpG0628bFsSBejGka7RByFHuTXOvczv96VvzxUBJPJOa6Fh11Zg6rR0M+pyhP3RAJ/u1VEt/cHBlZQfVsVQjmxGvqpp89yQRsOMHNNUraJFxmmrtmpFpDyjdPdqB7Amp00y0Q4zNMR74z+VR6ZqImXy5D8wHHHWtXeQOFz+NclSdSLszspwpyV0cvqkRgum8uNo484C56GnaXdvZX8blyEf5WOexrc1GD7baPHhQ33lwO9cyrKEZX4I4xiuqjJVafKzirxdKpzI7GZ5ByH/ADpYZ1ZsEk57GsC2uZn0s5JBRgobuRXRa94Y1Tw3oGkaheSTrPfGTzYTGQLfAQoGP95g2cdunUGudYd6rsdDrrR9zigTsamSKAMgUUV3o4ug1lARW7kmmiiirM+ola3h/wCa/wBhPykciiisq/8ADZrh/wCKjsI4YweFFYWtTSPqqWhY+SoDbR3PvRRXk4XWrqeljNKeh1vh07UQADHHas3Wb6XRvEcuqWgQXMMrKu9cjDIVOR9GNFFektzxofEcVMANijoBiqknB4oorSBvIjpQTg0UVqZIGJJ5qeykaO6QqepooqJfCy4P30dYp3DmrMECyAEk/hRRXjSPYMiz0y1m1i4jePKK/C5re17RrKw0ES20ZQ+YMjPByf8A61FFeg23FX8jxm7VWkZmu+KX1+C3hl0nTbUwIscUlqkilI1BwgBcqF5ycDk81yzqMZoordbl9CFutNBwciiitDJ7km4/MO1R5wc0UUIqXQ6fSpWktAWOTirx+tFFeTU+NnrQ+BGdrcCPZLKR86MAD7GrGj6HaTRpcOZN4+bqMfyoorqpN+x+84MR/FXyGwa42jXN1F/Z2nX0MrhzHeweYFZM4IIII6nIzg9way9Uv7nVNRlv7yQy3NzI0sr4xljz0HT6UUVrD4UTL4mZ8vDY9qhoordbGMtxR3oY9KKKYuhJbu0c6Mpwc12EI3qu7miiuHGdDvwWzLyW8flliMkDuaxdHhhvdTklmhjJLkYA49KKK58M3eQ8b8KOs8QaVZR+G3mjgWORGUhk471yV/4i1XUtLt9MvL2ee2tpHlQSSMxLPjOSTzjbx6ZPrRRXacVJ3jqf/9k=", 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", "info": {"video_id": "149806", "label": "showing lighter on top of desk", "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": "149806", "label": "showing lighter on top of desk", "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": "d6c8ffe46eeb46a04bf51efecf9c7cc7d05f4aa81d0e7930a91411fbde0aa30b"} +{"episode": 21892, "episode_seed": 103925052, "split": "train", "timestamp": "2025-10-13T03:05:10.141840", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 103925052, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering a pack of wet wipes'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "161382", "label": "uncovering a pack of wet wipes", "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": "161382", "label": "uncovering a pack of wet wipes", "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": "332949515ccf54c006aa3118cc34289a5dfcb7759c0f09b5e4098ee2d1337503"} +{"episode": 21893, "episode_seed": 2880328643, "split": "train", "timestamp": "2025-10-13T03:05:14.378425", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2880328643, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shorts into backpack'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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", "info": {"video_id": "73523", "label": "stuffing shorts into backpack", "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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45AX5VFIwbJ0t7VIVWZ52wc/M+1c+vFY9/HJcTtcquLRW8iPjHQZrc09Re3ahwWiUbpGxwB6VV1mK4uPNntjsslkL+UB95u5H4ZNUjORg6hJdi1htSdtsrfaFX+9uAXd+mPzp8LZjX6VNqEjz22mq8QCrC8COD9/5yefoWxUUK7UT3FE9j3Mg/iz9DTgjEvyquT0wBmvb9V0u2Hwye3mX90lupYD/AGRn+leafDbyZPEU0MwBzEWXPsa9D8aXpPgfVIUJGbZip/Cuao76HVnGIc6ipvp+p4vpDwvod63kLJNazRyZc4BQ5HP0J/lVvwSsTW9yZ5lPlkSLCeNz/wB73x/OmeBZWXVJoTyJ7eTA+mDzU/hexhm0HUPOTJFyiow4KkDsfxrp8j5hPU3cGVy+CFWub8RzTQz2rRrvzu4/KukWK+stltI0TwkhhcZw+B/Cy9yfUVh+JbV5ZLPyXQEb8l1z6VJpcyLWa9mf7ijPZ5BWhN9sZVV41giQfK3mjAPcmoorcWyASFZWbphQMUtxaXM+nTSRyqsAIVzgdCQD+QpoTZzttAks8SLyXbA9znAr0efxRb+G9K1LSrLK6k9zKi4H+qTgBifp0ribC1c6u/8AZrRyG2LTxFjkMI/m/HpWcZJri8mvZ5DLJO29nPVietE1pqdGBpKrXjFrTqaUcu4Akks3JJPWjfgEH1psIBjAPBFMY4YZ7nFZ8x96vdgjZ1NfJ8A2f9651GR/qEjUD9WNdj8F9d8k3OmyPkBt0Y9Aetcf4jPl+FPDUI7xXEp+plx/7KKzPC2ovpevW86tgZ2t9DVtXifDY+bli5vzPqDWZPMsHAPDKa8auJfKbjqBivWPMNzo8b9coCa8mv4pEu5l7q5GKwh8Zk/gPKbk7Uww+ZjwD6Vo+Ev+Q8sqqDIqkxj/AGjhc/hk1mahKJWjUNnGeduK6PwJDFDqMt3dzJDbpbs5Z+nysM/zFdEtInO9WeiRwJbo88x+RCEyf4j1P5mvK/EWty6xqUpSV/IXKIAxG4Z5J+v8qveJ/GkuqE2enFo7MZG7oX//AF1zEQJ4AyamnC2rC9zul1uO40ayWQPPHbWWwhQTslf5APc4H4bqb4QRkt7xm4HyxjPY85FZukXEL6BdadK2GDsQR7jj8iK2dEspbeyhyD5UpYqR3I4NVboetlOClVq88tjr7DSYrzS5LmJz5sZO7HYD/OajnWTT5AlwhAxncORiui8HQq1hdo8ZxnJP97jp/P8AOpNZ0957YpCVLvH3X0q0j2KmLlQxPslscfLqCFCEOa5LXB5/zA/Pmui8Q6X9imT7OxTzJCMHkBREjE/Us1chdS5by2JJ/wAmiw8RjqNTDya+5iRNcIuABkDnPersd3K6KioRjuBVCOSTeAqls/pW5a2UjBWchVqJfEfJNxbvFWRLbbth3vtyO/Ws/V13BBGNyxYZm9M8CtaMCSVYkAIzyRTdYs22Sm0Qf6sLIvrjnj3qkZyMS21F9O0e+g2k/aosLx1wcGqyYMSY7CpLiYHRoQV+aO5JVsdmUZH6A0yNNkagdMVE0fS8NyfPUXoWYJFjkErY+T5gD3Ne6+HrKHWvB8FzsCybARjscV4BIpJCDqa+gvhVN9o8CxL3Qsn5HFYzWh1Z7LSMux5HHZyRz65YhCfsk5cIOyOCGH57T+FQeB5RBFOxHGf1rpSoh+KesQMP3dxDyPwFYXhe2WKbWLUj/VyEAemCa1pu8UfJ1NJs1ncTyEqeeprj2RbzbFK5IY/KAMY9yK7SGwMLecp4KEEVx+nwLaq0877iR1qgvoaloqRwJYWu8tJkGTpx3P5VrXcCLai2hAG5TCi+gI5NVNNyge5n+VmXOP7i9hV+03zbrmQBcj92novr9TTRDPObwslhDuU5gmPHp0z/ACqRl/dK1aF9Die9gZeGkLfTms0OY4ijD5+MDHWm1fQ9LK8ZHC1JSmtGjpPA0ckni5GjOAsLE/iMV6T4niaTw3exY5eBhj8K4v4WWbS6pd3JGQqBR+f/ANavRNdt2k0+RccFCP0rlq6Mdav7es6nc8S8JgWniW0Vz8m5gxJ7Mpya6rR7VbPw46ofv3ROcdeQK4TT3lfV4snAQkNj9a7zT5Gl0azTBGZWP1+Y11PVnmbI3WU7eSvT+IZFch4ql2SWYRUVjv6DAPSu2dRt+bGK4fxvDvlsNhIX59wH/AagsxrKwmurnfJKWtz1bOPwFbbQfasWUJ8u2iX96e3Pb61nxBNscEeTIwwqg8D3Nb1ukVnaKvGwcknqxqkSzmbe1uNM16SKwCRNJbyGMOMgKUIIPvgH86x7WKNreMA5AFb+ria31a2uf+WjxsD7Hpj8jXN2WRlAMbWPP5USjzKyO/K8XDC1uaorp6ehaVPLkxuzxmo2lRmMefnU5pt1IyjKH5s4qB4CBgn5z8yk+veoVJ9T16ue01pTjpf8DoPEzmTSPDajjFk4/wDIrZrnSVhAZSQ3almvLm4W2t5pD5dshVF+pyf51r6tplva6LpM8asZrpS0jE9+MAe1XaysfP16qqVZTXVn0Z4ePn+G7UnnMK/yrznxOgs9enHZsMK9L8JxEeH7ZCORGq/pXEfECxKanHKBjIK1yxfvpl/YaPn66yZA20qpGAD6VZ1ESRWdjA0qMPJaQqjA4JbOGx3wBxUk9tt0+R2fLDkAL70/V7aGK10qeGFU8+3y+0febOCa6kcz3M6GEsMmrlvAx+VOCf4vSmRY2j3rVtUCoMD61TO/LsKsRVtLZEkECwIFUfU+tdn4Rb7XDNYP674iezD/ABrk8cAV0egK9rPHJ93nikj6+MEkoxVrHpOjXSxWCGMYaMlJF9Kt2eowzSbJOqhsE/nXKrcm1kmIY+XOhB9j61nRXc1vJ5iMSwz1PXiqOapgFVbk9+hZ1YDUNRMm/EcCzMf97Cbf/Qa82njL3rrIQrDA5+ldes8pf7JGCZLlwgPpk8/yrltJtItd8aXVhLqM1qjmYwmOPcXZVJC+w+U8+g96d7Hz2ZQdGbprZiiF7SaMKQc9R6VsrKZYQmcAj8jXJafeyzMHkYscAjJ6V0umwyPKskvC56VnLWR5ultDY02BbGP5m3uT8pPatlYFjtMsBluTWfZhZZwxHyqePetPcZ5dgHyqOTTRDPPb2Mw2l/alcbJgwHpgkfyNMjTdEvoBWrr0IGrXQx8ssYP44/8ArVRjXy4ASO1TM+j4dkouo/QhuJxJejgDaoAH0Fez/C668rw9HGvRhkfmc14jt3SyP6V6r8Kbsy2jWbdYHY/g2CP61FWNo3OHEZhOunTn3M/xP/xLPixbTscQ3Uark++V/wAKhs7Q2uu62x6M2ePcCr/xch+zz6VqSjmOfYT9RkfyrA1nU5Tp15d2sjRyFo13KetKl8KPOqr37nRxgG1VvVa8904G4kVmHyIflQnqfU1u6lK1t4egv9P1vUJUNx9mzPEqLOQm5niHXap+U7vUe4GBp0pRMkAyOeK0J6HQIv2iYQDPlLhpTnqewrdjUBQKyNNUJENrZHUn+8fWtaLlgaZJyWuwmLV5OOJAG/Mf4g1myonkIu3J6cdQK6fxTaFreK8QZMR2t9D0/wA+9cuZFOS3ORxTEeufC7R/K0WSbbjzpOPoOP8AGu31PTw1o4C54pngjTxaeGrBCOfKDH6kZ/rXRTQLJEykdRXLOLldm8Zctj5RuNPbT/E9/BtxtlYr/unn+tdX4eXfpNruz/rXA/76NXPiBpa6b4ie5wQJkAx2JH+RTPDNsYtHs1POze5OOpLE1vTleKZFRWkzbk781xPjeRllsQg5Ik57D7taNrdm88ZS6Xeapd2tu8uxHiljRY+5LFxjGM8dScCuS157o6zLZ3kt0RbTPGEuMB1wcfNt4zwM44oQ2WNN2JC0hfj+NzwT7Cti1VrmVJ5FOB/q0J4x6msWyAmZQ3+qQ8L/AHj/AIV0sBwuT1qiDF8SDE9qw6Dd/SualUrdEAAB2yT7966zxMhNnDKP4Hx+Y/8ArVzu2ORZPMGVxk/hTQjOlkEkyAcqP1pCWmlz0x0q1FbLvLgjb/DikMQVi3pViuVbiMABgPm6V111Zm8s/C0K52sufbC7cn9DXE3dzuBWLk16DoU8l4tmCNsVvEI4l9M8Z+pOTUTHFanvHh6Py9MQHpgfyrl/H0HmWqyLglWzVvxJeXel+DWuLK4eCYSxqHTrgnkVwPi9vEljoFjc3up3jPdb/MiZeIsbSoJx94hs4/8Ar1yqLeqOnmSdmeUTEpZSqOhXoabfsW8O6QxOSHkUfTIoorqfQ5mUojgD64rbtv8AVCiihnt5N8UjU0uJJrzEgyFGQK6K3Ob1R2Aooqo7H1UPhNN2JlKH7uM1Wk70UUmaRHaLGra3uYZMdvLIvswWvLbLVbnR9WXUrXZ9ojZtu9cj5lKnj6MaKKZ8dnX+8/JfqO0vh9vYYFdmjkIqg8HFFFQ9zyehtQny7TK8cGtKyAEfHcUUU+ojnvEqgahER1MRz+tZJAa0waKKUtz0cE2sNWa7IrRIuyTjvXoXwoAGpX/+4tFFFX4GedD4jX+LcSN4ZDEcrcRkfnXms7k6Ddg8jdCf50UVlR+H5mlXdegzV/ETa1a28cmmafbmFFjje3R1KIucIAWIA5zwOTzWZZOVwR1Ztv0FFFakHZWX+rT/AHRWtD90UUUCYmpKJNOmRhlWQ5rzyNQ21T0LgfgTRRT6Es+r9KjWLTYEQYVUAFXaKKzhsaPc8/8AH2m2l5dWDXEKyYkJweh+U9a5iYbdwXgZAwPSiippfCyp7o4HUtYbS9c1KM2FjeRSzBil3DvAZRwQQQR1ORnB7g1zt/fXGpam93dSGSe4dpJWxjJP06UUVoIv6ETIxkYnPQDsK6mLnFFFHUlkOtoH0a4z/CAR9c1xmSVTPfrRRVElu2A2JkA5c5qlqHEBI/iGDRRVIT3MiCNTdKOwr0zwoilAMdHQUUVMiluep+OFC+CHx/z3i/ma8p1fVr6902OxuLm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"info": {"video_id": "73523", "label": "stuffing shorts into backpack", "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": "ba7e53d14786909d072889c3955650fa3acde4f1570bcc665c88bab1aff36cb0"} +{"episode": 21894, "episode_seed": 798675748, "split": "train", "timestamp": "2025-10-13T03:05:17.055917", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 798675748, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 marker pen behind mobile phone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "54718", "label": "pretending to put marker pen behind mobile phone", "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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gEZ9cDn+YryvRtGudb1hI43ZIEOZpQOEX29/QV7Faxx21vHbW6hIo1CqvoKqbLctOU2DLhMg15h4gtkv/ABsBcRJKBafKHUHGH9/rXoe/93jPOK4XUVb/AITmFj0NnL+jL/jRS+IynsV72ygs9OM8cEUfkSJICiAfdcHt9K7ZFdSxBHIPI7iuT1pHfS5UVSQysuPqp/riul06536Xb3D8s8aN+YBoxHRkwLVunklifuscZzWvDc7cYjBzz9Kxo7mOWYB8hAOSemfSta1a3EbuSASRjBrnRRsW0irEXGP7xI71xPxc0xb7wZeeWuZETzxjvsIP8ia6u3lJfy+Ag4P9KztauIb1zYkqZFjIdOuA3Az+RpwdpJoUldM8f+DEinUNRBxvESAfQsf64r2YGvGfCVg/hrx0URcWd7E6Rk/wuvz7D/3yce1exZ9OldNfWV0Z09FYsI/zUXUhW3cKecVFHnmkuDuiYd8ViaHksdhDd65q8k9vFLILxss6AnkA9/rWxZWyWeuaeYYo4vNSWLKqF/hDDp/u1HYoBret/wDX0h/OMf4Ut9I8esac6g4W4jwfruX/ANmFdb1hbyMep1pVzFszgE9B61atMRhEdfujgfXvUBuFiRehOMkin200UhZ3JBJwA3BIrhRobEMyP+7KAE8bjWunltEIsDay8A1jRiJI4wGy2AcZzV63uNyiU4AXkfSqA8MkjSCJYYUCRoMADtTYbcyODVjZvPNaVhahj93vTuaFzS7AnB211EFtsjJ746VBYWwRQcVqbfk/Clco5bSNZ0nQfF+oSaqjFJbWMJtiLnIY9hXQ6n8QvDV1o15Z21ndt50TxZECrglcDqfeuE8WWd6mpLcWtqtwrJtZS5Ujnggj61k2Vjrt9MkUenWttk4Mj5kI98V1w5OXVnPNS5tEdjo1y0tnGJuCIhnHHarSFZJ1eQ4C/rVWGzFhI9sZWcRgLl+p46/rWigEa8AYA545rhlo9DUtKm2ZnP3Qo2D2xzWB8QfE76d4dFhA376+G0MOqp/F+nH41uNKsNs0rvhVXOW7CvE/EertrOuTThiYYyYov90Hr+NaU43Y0R6bpM2qPsjZUjTG9ieg9h3rubCyisrZLeFcIvr1J9TWJ4TAK3X/AAD+tdPEgL4zVyethsu2cXK10FrCSOKzbKHkcVv26gKKzuM5rxnCG0G4Dn5dnP5ivQrO38NwQxPLLaL8itmWUDt9a4vxVbm40W5QLuJjOAO/HSvLVv8ASYyAfNDDnats27Poc100EmtzCq2mena3eaWnjK4/suWCSGS1iJ8hgQrAlcHHtipJnCqOeSMjHb61x+hRzXKyXkdnLHbrhVebClyT2UdAMV1kaFyNxOAtc9dJT0Khe2pYiR1s+cuxIyMdMnrWvYzrbA5IIUZbJrMt8I2EGMjlSeR71ieMtb/sXR5DGcT3CmGP6nnP4DNRFXKOF8c+If7f8TTNC5NpAfKiHY46t+J/lVG2hN7dwWkZw8hxn+6O5/AVkwKDxz+NdJ4Xtv8AT5rkE/Km32ya6HojRaI7mwit9PtktrZAka+nUn1Pqa0opiWAzWTAS3HFa1lHkgmsiTRjRmAOax7PT4L74iafDcsQr284478A/wBK6KMYTiuC8bbba9s7pp2twpZfNVyu0kdyORnBq6XxE1PhPYW8L6KtqVkjXkcF36HFeaaFKrafBbA5MYMeM/3SV6/hXBHVNPJJk1MSk8bAXlrr9CSS3t4D5EkIZd6h1wcE8ZHY98VriI2juY03dmy5JcJGByfmGOlXQD9oVM4ITLY6YqnFFjDMxX6VoRElACOVHX1rjWpsX73VrXS9Duby5bakMZb/AHuOB9c1514C1G51XUNYvLlsyyNGx9APmwBVH4i63vjg0eJ/unzJfXH8IP8AP8KxvDPiNfDdvdkW/nS3GwJlsKMZ69+9bRj7o7XQviTWb7SPiO1s0oSxiniuFjCj5gcEnPX+Jq9lt5A9ujA5GMZ+nFfP3ifULjxNrSXxt40kS32OY2wMAnnk9cNXr3grVxqvhy3kLZkVFD/Xbz+oatqsfcTMY3U2mdVExOcZolU7GPtRBwKkk5jI9qwNDnvB+g22p+IfEDXE2wI0Bx65U81reL/D2jWXhy5uILmM3UGyVAZVz8rg8CvMfFEsFh4hne4d41lRSrbGKtjgjjv/AI1mWt3Z3kyW9kk93M7fKqwYGT6s3QV2xinBanPJvmPSopVniZh8yr6+lLbb3uRt2lVHBI6/lWfZrIkTxMu0g4I9a0YY/Lbh2DcHHQGvOehsXbFv3u/J2BiAD+VVPH3iKPRPDZ+zuBeXP7mJfTPU/hj+VWXYiMuAQeoHvXkPjXW11vxC5jfdb2/7uPHQ+p/P+VaxSbGldnSQWxJHFdBaQJEu5uAKowLsK4XOep9KuTSlYcAdeKhuyLRuWkqSICvSr4G4CsjSkYW67vrWwvy4pIoa1lFJyygmpI7SKH7qgH6U7fz7Uk0yxIWZgAKdwMPUYWXU2YZKMoJHv0/pUEcwklc5wF4p91fw3MgMbgMUOGIOMCskTIkhG8bf4snkn8aVtSWU/GWt/Y9DkhhI86YeWpz0z1P5V5NGgQ5LZ9gK1/EWpf2hqs024+UCViUngL/9frVXw1p0OveITp1xqElsrRSNGY03l3VCwX0A4PJ9K6qcNLHQ6cKUeaZ0nhFg4uwOcbP612FrDuYEjvXDfDt3mN+XYnAjPP8AwKvQrdkC7hWNRWk0YyabvHY07UBCBkZrYhA21y9rKZdRXBJAOK6m3GFrJO4BNbC4Qo3Q1mr4Ys/N3GJc59K2lIHNSBhjNVcDJ1Cyjh0l0iQAIQ2B7GstGEcW48McVv3sq+Q6FgpKkZNc1dliVwGCjkHH3qlq5LLyyLH8zYBI5NeSeOdTOp+IGjhJeK3GwY6bu5rtfEWrNYaQ06t++c7Y0PYn1+leTX00hjZ95Llsk+5ralHU1p0nKLm9kWoBjr1xXceH7M22mozjEkp3t7Dt+lcprGk6da+HbbVdM1O9mVrr7Lm5hEa3BCbneIZztUkKd3qPcD0NAFVc8dKupHlIcote6XLWEAZrZsgOlYyyiKInPAq5ojmRnJJOT1rnb1sJHSKPlGKoalo0WpIUlQMvoRWjHwoqdSBx600wOas/B+n20gkECAg54UVJqkXk30e0EBowBjpxXRsQBxWRqZVyjHBC5z60NtoTKKsAVQc8c0s93HZWEkruFSNSxPpWeJys7Nn73yr7VyfjfV2RP7NUhmkAaQg8KPT6miEeg4wc3ZHDXl9JqOqT3chLPK27J7Dt+lRXkmy2VcncTkfUVf8ADNrYat4lTTdUvJ7WCdtiSxSxRLGe5YvxjGeOpOBWLrkE1jq93ZyLcKLad4tlwAHXBxhscZwOcceldipvcbajddULZzST6jFAnViU45616n4CguNEuZ9PuZFaOaMywlenDZI/8fNcF4YtEtb8y3oaKRgNuV+6OvPpniuouNa8nxJpUUbbgzsnH90qQT+ZH5Upu65UQ4Jrne561bTK+MHIq5jI+tYOjMWt1JrdU4ArlQjNvtCt75t0qBvqKWy0G0sXDxxKGHfFawYdKZLJtGT0p3A5hovLvp4yCAshPXrzmpVcSZH8INP1Bx5sroNxIH3R04rNglZcx7sEHJJ6fSpS1uSyDxfrS6ZoU8iyYmcbIwDySa8chDd1O31I61ueNNalvbpoopP3MD7UYdWPc1X8QeFtS8O6BpGoXrzrPfGTzYWjIFvgIUDH+8wbOO3TqDjqhTbRqoqDXP1PTJB/oxwSpz1FXLeJWiQOS2OcmiiuOQkbluAqAAcVYYniiimMiklZc4Pas1Ha8llSVjtB6DiiiqEypqKKqRgKOSQfyrl9ela10e7eIBWCYzj1OP60UU1uOHxo8yb5ic881FY6ncaJrK39ns86IsF3rkfMpU8fRjRRXZDc6sX8B1/w0H/IS+kf/s1d+h/eFcDAFFFc1b4zjRe0qFPtDPjnJrpIuF49KKK547FsAxpk0rxxZU0UVaEzDkJuruQyknBwPpWNMWLpFuO1UGPaiimSzivGs8guoIdx2BMjPqT/APWrirtm8vlieRwaKK6afQ7v+XHyNLXfFsviCC2hm0nTLU26pHFJapIpSNc4QAuVA5ycDk816pjKjPpRRRiOh50NhT80LZ9K3tEiVIRtHU0UVxv4jTobwOEFLuNFFUC2ILyd44pNuOFyK5yZnASXzHL7t2SfXt9KKKYGZ9olkuDlzz1NeZ6/dSyancSOQWMjD8jgUUVpT3OnCbszdP8AEEmkvcI2nadfRTOrmO9t/MCsucEEEEdTkZwe4NVry/udY1KW7vpPNnupjLK2MbmPPboPaiiuzock/jka9g5jmULxg8Vf0aFdR8dp9oZiLeEyIAccj1/OiisOj9Cqnwo9q0xFSJQowAK0mY0UVzki7jmsfUrmVx5Zb5S2Dj0oopiMi8zbRM8RIJQA89eay7uWSHTbmRHIZYnI9BxRRQC+JHkt/IzRsSxGCOlOvfEur6npVtpl5fTz21tK8qeZIzEs2OpJ5xt49Mn1oorthsb4n40f/9k=", 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", "info": {"video_id": "54718", "label": "pretending to put marker pen behind mobile phone", "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": "48c53d83aa628b529418e6ede3170ee625c5c2f23848ac1970b551050a6ae7a7"} +{"episode": 21895, "episode_seed": 2156350697, "split": "train", "timestamp": "2025-10-13T03:05:17.846980", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2156350697, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 decor and ink pot so they pass each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "167070", "label": "moving decor and ink pot so they pass each other", "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": "167070", "label": "moving decor and ink pot so they pass each other", "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": "7a484cbfb26b17b3be08d72e0f41a8ff334ca8a87904b25beda07bcd11a8e94c"} +{"episode": 21896, "episode_seed": 3991814573, "split": "train", "timestamp": "2025-10-13T03:05:19.406143", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3991814573, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping sugar up with spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "142151", "label": "scooping sugar up with spoon", "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": "142151", "label": "scooping sugar up with spoon", "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": "2a70025e426712f243057135185f44a75f0cf53d62f99ffdf5b45908f7099e37"} +{"episode": 21897, "episode_seed": 3018760764, "split": "train", "timestamp": "2025-10-13T03:05:20.362779", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 3018760764, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a pouch so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14843", "label": "poking a pouch so 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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OBnn0psUrXqSLuXzFU4UHnNZ+oaxc6m3zYihH3VH+Pess7opA6MQw6EGpcl0OqFVrc1tYvluo4U3fIi5Yf7R7fhWIDtbkVKW8yQyuSzE5P+NRyuHlZqSYqkubUckmJASOKc7Dqp4PUUsdqzhSWAB60yeIxHvgnigWqWppeHkafWLNSfkjkL4+g/8A1V6PIeAQa888OIWunVCRKyYjxjrW1Y6xIrNBduwdSRnjr6UzGSubl+8sccdxCu5oW3FR/EMYIrOEUEwFyyExyptJPBBHOf8APpT7bV4JZGjWTODg5plq8YnmsJsFGYlQffmqTJTscUnerCI2wsAcDqaSztmuWJBCooy7twqj3q95EK+Z5c+9Ic5OMZPesbXNblCXgKcfnVVutdDo4juWWGbyJcps2SZB2nByMemPrzWRewJBeSQxOZFVioYrgnBx0p2shlV1LQlh1Tr9KRIC0LPvGFOMVbEXl2UsjD7w2j3NZ/mN5ezPA5poat1EU/MK6QQWmo6XHgpFexrjd0Dgdj7+9ZmlWdnc72vZ5olGAnlRhix79SMVttaaJHbHyp9QaTB4aJAD+OaG0QzJgv8Ay4ms7uMywA8AH5oz6g02e0Jj8+1kE8a/exwyj3H+FVZ4DGvmLnb6VHFMUYMj7WHeqYFhpzLDGh/gJx+NIKZH8zduT2NTNHhgodTk4z6GoluM0rbS43tlmy3m7gw9OvSt8bW2r6Gs63coscY6BRmrkLA3GCegzUs0iTXsEN7byxSDhjjI7VBa6ZaWcAaJMSgcOeSanVclvc05jg49BSVyjkdUut144Y5PH4cVmBTNMRGv3j8qirerxeXqExz95s4qGxkMNwso6qcitUZybZe0y/m0i+O9GA+7IjD+lTajarG/2m2+e0k5Vh/B/smk1S7hvIkldSJ+m8D73sapWl7PakmJhtPDIeQfqKdjPzGbtklC9atuLO+X5f8ARp+y9Ub/AAqKCPcck4wfzqZDTL62CfY2yMtjNMGkqLPd/HjNaCf6nHcjFWSuE2+gxUlxVzjpU3Ju/iXrWjolibqTJ4jHLGpoNKknu5MD93nB962EjTTrQQpwEHJ9adxxTWpzF5N5dxLCg+VWI/KoIo5Ly5CIN0jkKo9aku5EboBubJJHuaZZStBOsqHDL0NUgne5o2VxcaHqQMsbI6HDo3cVY1WBEl+2WvNrMdykfwN3U0t9qUGoWYF0pEyfckAyR7H1FZtpfzWhYIQ0bcPG3Kt+FOxl5jVkMc4bPIOauajOLi3tSeSu7+lRyRWt4u63YwTDnymOQfoaphmICkYwaT0Q92SLzRIoKipYkUodxOc4AFTQWRvdscUiiQlgQxAwQCf1xUWZRmkbW+lRyKFcN/Cf0qxLE8UjRyKVdTgj0NJ5ZeGRfQbh+FNOwhEuXwQFBPY1EXaQhWPfP40+C48tG4524FFtC9zMQm3IGeTiqLbbW5qyabeaQkF4rKyHDB0Odp9DVu8ZdWH221GZiP38I65/vAd6ihub+K0ePyJHjK4IdCRWN5rwzFhuRweCp6U9zOzLEUxguM5wa3bmZjbwXycrwrH0NYkt6l5ERcoDMPuzKMMfr61c0jU444ZLO5AaKT1poT7mWsm1GRi+wnOFPcdKVptsZcn5m5A9KYsixo27v0pqL5nJ4FQULbzSxzq6Z3r0xW5Ky3SreXkawpjkJwZW9h2FR2cFrp8f2u9QO/Bjtz/H7t7VRu7uW8mMspyewHRR6Ck30GT4k1QXGGCCCAukY6YBHH61kxwSyfdQ49e1XrJmSSYjODEwP0JArREQECY6ACleyEVYI/KhVe460ktx+7mQY+XC9eSTUzDaM9qzYlZ33Mfvv09e/wDhRFXYGg8e63C9SBVYWUM0IZGKOOD3FX19aseG9Hg1zxI2m3F9JaK8UrRGOPcXdULBfQDg8n0pxeo1bqZVvbR26StcsysSoiK8gk5qSSKNPKjBGSwJOfSqXmySKisxI+8PalST/SEUeoqmJrXQ6GI87quWmHZnNUYjmOrtucJtFZlpl6H17UyU5bIpyH5eKZM204pDZyevxkXaP/eGPxFXYNP0tbdI7i93HALeVbkkH0yTSasnmSRnsrZqoGA5J4qrkMlvbfTokX7I1y53dZQFH5AmsqaJoTyMirsr7polB4PNJermHcPWrT0sSUVZT1LL+tb4hgCgwqQvGNxyT9asa14c0i28N2+raVqF5MGuja5uYBGtwQm53iGc7VOFO4dx7gVg3y8dBSkxluJsyD0FWVYFDnuaowH5C1TxnIFQXFmjbERoWAxk1ma5L5dtIw6kYq8h4C+lZmtqZrcqOpIoW5Tehy3Wuntl0mOzSGRb2Q4BdQUVd3fHesWGzCsC5yc9BV4cVUn2Mi3epo4tT9lsrlZOOZJwR+QFYdzAYjv6g8/SrcswljjCE4Z/5VLcKHiz6fypp2QjJRxnqR+tW7QwB2e4ZmRVyFQcsfT2+ta3hTSNG1jxFFp+qXE1rDOdqypNHGsZ7ljJxjGeOpOB3rO1DT5NN1u/sgk8Jtp3jCzgCRcEgbsEjOOuCRTewyw2ohpjmFFVUAVUGAvFQ2V+lvPh40dGOGJHTnqPeqLOY0KjlietRKrbsL1/lQn1BaG9rUcktyboMrRyY2FQAAMDjj0qvFaSFEjVczXB2xr3I9fpUscLafZI14SQfnigb+I/3iOwo0i/Kau1zNhn8qTaT2O04xUvV6DZhMhSQpjkHGK29JubqwgYQyNEZDlsAZpscA2eYVG496fjFJyuBcutWvWtXWS7nZSMbS5way7y3DRKRwfU1AkpmlZP70mfwrSaMyRsvfHFPZCMaW3nt+ZEOD0PUUwOp6rz7VpSXEi2+0Z4wK2vEHgu68PeH9I1C9SRJ74yebAYiBb4CFAx/vMrZx26dQasprscw4AwcA/UVfs0VIWuNoZ1Ukbug/Ciis2SU5JXlYyOxZj3NItFFIZZtVH2S5k/i3Kv4cn+laq/6tR2wKKKJCKF+dtrIR16VVA2yWyjpsX9eTRRVQ2Bmmo+WqttqtzomspqNps8+IsF3ruHzKVPH0Y0UUo7gUbhREQF7DAqG35nU/7VFFWxnQwH90KvQf0ooqBouISBUM5PP0oopDZjXxJas65OLdvfiiihbkDYzmdM9kFT3P8AqDkZ5FFFUwL+ueLZfENvbwzaRplqbdEjiktUkUpGoOEALlQvOTgZJ5qL/lkKKKchlhP9WKsR0UVAInQ5zVS85XmiihFy2M3+KklJELkddpoopGZStTl4lPQE1qKAeD0NFFXICPTtebRnuIjp2nX8MrKxjvoPMCsmdpBBBHU5GcHuDVa+1K61O/uNRvJfNubl2llcjGWPJ4HQe1FFV0GUUJbcTzW1o0MZlmmZAxgj8xA3TcBkZ9aKKUthFC6uZbu4eeZt0jHJNJaD9859I2IooqUM1k5tE+lQS8RsR2BooqQKVooDRY/2m/Hp/StVeBxRRVzEUJuDKB03A1Yv/Emralpdvpd5ezz21tI8qCSRmJZ8ZySecbePTJ9aKKqOxfQ//9k=", 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", "info": {"video_id": "14843", "label": "poking a pouch so 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": "e9cd5e890741e50123585e09bdc08fe3ba89f5141ca30c693e5c8c51e69e190b"} +{"episode": 21898, "episode_seed": 2547945549, "split": "train", "timestamp": "2025-10-13T03:05:22.509571", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 2547945549, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bowl and knife so they collide with 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, 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": "190108", "label": "moving bowl and knife so they collide with each other", "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": "190108", "label": "moving bowl and knife so they collide with each other", "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": "8269ab1332ca5f5465a9d7e9f99261af733734d5a2dd0040b44b22aebcb51ae0"} +{"episode": 21899, "episode_seed": 833124684, "split": "train", "timestamp": "2025-10-13T03:05:24.446393", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 260, "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": 833124684, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting wallet on the edge of table so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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KU0eXzUflYatCS3YnrULRFa0uYMhjVlcMnDKciu+8M6290Y1kPzKea4uGBs5xWpo8rWuoA9A1TNXRUHZk/wAdG8+Lw4wGeJ//AGnXlEETZA216x8UR9sttDPXb5367K4e207JB20oaxQ56SKMMBPatGG0ZhjHUYrSttNx/DWrb6fyvy960sZXPKEKiRAeocA/nXqENkI41RVwo4ArzLUoTb6hcoBjy52H5Ma9vissxIcdQDWdPqb1nezMF7PP8NQPBjjFdJNahFORWb9n3ydK0MSlDbZ5wasLCUbIzWnDa/KOKV4AKYjJmTBz61zlvpfP3a6u4TAIp9tZDI+WkNGVbaX0G2taHTMfw1p21qAc4rRjg5HFMRx3i7TP+KUun2/6tkf8mH+Nc/8ADaIP4jnj9bUn8mH+Nej+JrPzvCuqRgcm2cj8Bn+ledfDJv8Ais417SW0g/kf6VlL4kzeD/dtHqTWaqCSKyLtAX2it7UZBEGUdcVm29s0sm4irMSXRZH026WZB14NdNDcG4Ybjkk7j7k1kfZwqUQTNDMoJ4rOpG6NKcrHXRRgoFPevHvjtd3Om/2EtuVVZPPzlFbps9R7167YzCZRjqK8f/aK+U+Gx/18f+06xgtbm8n0PHn1W9fksmfZFH8hQuo3eMbgD/u1TUkD7w/E1KWUr94Z+taMEyz/AGje5/4+PwAqRdUu4Yy/nM4HLRknDj0NZ7DaRyrfRqeuTkex/lS1WpV76XNh9Y8JayNupaVcabIetxaEOo9ypqSx0PU/D+o2/iLwpf22rxW7bs2xy6jHKyRH5sEcHiqWg2MV5cSrKDwgIIPvXqPh3wJ4d8QeG3WTT4xfWc5DzwzGKd0bkHjjuQMjtW8qnMryRyxp8srRZ2PgbXH8UWEV9cxwRGVQVSLPBUYYHPvS+P8Awqt9p5vLeIefGNyEd/UVP4Z8NW3h3Q1hsYpEe3l2l5fmeTL4xkdeK6xkaSOS2YAqhwM965Xo7o6vU+fLcBoQpHTilMQK47ium8ZeHzoeqefCP9GuCTj+4/cfTvXObh5nsRXVGXMrnJKPK7HOw2HtWlb2BPatiLT/AGrTt9OwBxRYm5j2+n8dK0oLDkDbWzDp4Cjir0FkBzinYVzwzAivlToVuAPyevZGssHPvXkWtQeTr94mMGO8b/0OvWtZ1OK2VlDAYJBxWcFub1XexSkkT7SIRjJqFod0mMVy9v4gjm8T2cG/h5Nv6Gu4ihDAP61djJkUcACjiho9jKw7GrpAVOK5a3kudT8XXWlvq1xaxHzPKEabssqFgvsODyfT3oYkdP4gAvrTTe+zf+u2s+2sAoHFZHhLULvU4phd3Ekwj2FAx+7nOf5V2MMSk4pQVlYqo7u5HBYDA4q9DZqOcVPGowKtomE6VZmeC+K4Ps/iXVo8dJ2I/HB/rXvFrErWFs/96ND+grxb4hRGLxjqIxgOqP8Amgr2W0uQnhzT37tbRH/x0VEd2bVNYop37AEgVBa2xYZI608KbmbJ6ZrXt7cInSq6mXQprAFTHeqk6AVrunUVy3jC4uLLQ3mtpWilEiAMvXBPSgYXK81egTiuK1eaSHRYdRsdb1CYG5+z5uI1RZyF3M8eOdqnCnd6j3A7uBOAPWi4NWLcCYAq7EMtUEa1cgXHNMQXdt9osbmH+/C6fmpFeK+ALj7L4z09m6bXQ/ihr3iEAnnvXgWhRG18dW8R4Ed48f6sKiS1RrTejR642+6nLep4FbVvaCJBxzUWlWQ8vzm4HarsN3aXbOLa5hmMbbXEcgbafQ46GmZkTx/L0qlNH8mR1Fabrwapyrw1AF/QJ8yhCelecftBwrM3h3KhsfaP/adQ2usXX/CfXGmy6xeWdu02yNopY0WPockuMYxnjqTWB4wudS1LUFt9Rubqb7JLIiLc7dycgc44zwM4rNRtI1b0OAjsU/55L+VaEFigH+qT/vmtSGw5AxWlDp/QYrSxm2ZMNkABiNf++RVfXrYxafG+MfvMfmDXXR2A44rK8XWpi0AOB92dP6ilJaDg/eRjeE4w8t0uOVVf611Cw3dvOt1YXctpcrwHjPDDOcMO4zWD4AQXF/fj+7Eh/wDHjXdm0wDx3pRV0VN2mbnhXx5fS3trpOtQxq0s6+XdRcK5zkgjsa9LdkFyGBBVuprwbULfejIrFG6q69VI5BH4133gPxBc6hZSW2oNm7iOGP8Ae5yD+INZzXKXCXNudB4w0mPVNIliI+bGUb0I6V4TMZInZGADISCD2Ir2nx/qFzaeFHubOd4ZRLGu9OuCTkV4p4u0jWNFsdP1K7u7nzr9pDLGUwIcBSoJx95g2ce31opuzCoro66ADctacIGRxRRXQjnL6AbelWUA2niiigR4Z4tUJ4r1YD/n6Y/yo8ZapdpeXirJgLKQKKKzjuzeeyOT0CR38Q2crMS4mU5r3+0GbCEnqUFFFUiJDJCQprz661GfS/Fdze2+3zopW27xkcrtPH0Y0UUMSNbwGAHvV7Dyx/Ou9hA60UURFIvJ0FXF+6KKKoR4/wDFFFTxe5H8VpET+RH9K73TpXfw9pIY5H2OL/0EUUVC3ZrL4UbWmRKQSRzmtNgAOKKKfUzKsn3jXIeOv+Rdb/rsn86KKbDqcNrHiFtZjgil02wtzCqxxvbo6lUHRQCxAHOeByea9Vtx936UUUkORoRgVeiAxRRVEFmPgV45fadFb6xr+qRO63FlLNPEONu5csMjHTNFFTIuHU83134heJvEEfk3epSR2w4Fvb/u0/EDr+Oa7r4C3Mo1HVLbd+6Kxvj3+YUUVPUp7Hur9DTfs0ctuWbIOCcg+lFFaR3IZ41rmo/2V4l1NPsVndxy3G4pdxbwGUcEHII69M4PcGq32mbUriS7u38yaZi7tjGSaKKiXxF/ZLcEKbulaUESZ6UUVZmXkhTPSsTxxGo8JzkDkSR/+hUUUnsEPiRgfDFFOsamMf8ALCP/ANDNekSoojOBRRShsVU+IwLgZmwfWr+gu1t4ltvKOPNjYP746UUVM/hZVP4kdV4+YnwdPntcxfzrxbxJrF/e6TFY3N1LLDbyNKgeRmJZsdcnnGOPTJ9aKKxjsbM//9k=", 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", 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", "info": {"video_id": "116931", "label": "putting wallet on the edge of table so it is not supported and falls 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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vlVj6LIOPzxWPKu7b3yK7rw/o+krqOnS39rFc2pdBLFP9whhgknqMZz+FdEKj5bNHPUppSunuaHgXXPEnh64h8I6jaRLC5Y2ss2T3BIRxkMOpFe5x2EF/ppXarrKMgGuAtvhhoWkeJIL2CznCRynbFHOZIeVJGFbnP416DaxSWTzooBSB1VABgAEAkD25rnnZu6N48yVmeK+INDOg668QQiCTLR+3qPwqk0akhvwr2PxZ4cXXNOkxhZ0G+J/9r0Psa8dYMm6KQFXU7SD2IrWlK6szCrGzujmPFK+W1rjvv/pWGhyRx+ldB4pQzCzwxXG/OB9KxorHdjM0v4GiSuxxkkhhX0Bz9Kbkq2CDn6VqQ6ZEcFvMJ/3qvw6Tbk8wlj/tMTU+zK9sjnzkxt+db3hVSz3H0X+tVtbs0tBCY4wgkVgcfUVqeEbcPb3Ei53Bwh+mM0RVpFTlzU7m865Qj2qr5XWtIwMUNRGBhzmtbnMUxHgCtfRdSl025Cgny3PP1qgIixxVkQMEHHNDV0Cdmew+Hb0TW5yfvA18rpE29vl7mvoXwlfExBSeQK8XisMsfl7msqe7RrU2TKcERIHFaENuxPStG303gfLWrBp4GPlrZIxbOL8QQmIWrMOG3D+VXvB0CTG6cDLI4APsQf8ACrvjWy8rS7SXb0nK/mp/wo+GsJlm1NDyB5bf+hVnb3za96R0K2nHSontAvOK6X7FgHiqN1CAcAVoYmKtvuYjBq0tthehq7b2vI461c+zYUUxXMryz5ZU5rG1W0+0PDxnbn+ldNLHgcVTEHmynIzikBiWul+q1s22mcZ21pwWgUD5a1IbYBelAMy4NN56V5l4vs/s3ia/TGNxDj8VFe3wwcdK8p+JNuYfFKv2ltkP5EioqLQ1oO0j0HQbUTeHdOl/vW0Z/wDHRVm7hSNTR4SYP4H0qQ9rYDP0yP6U26Zp5sL0qlsQ9zOitvNkJxxXX6fqUhs4rdzxHz/hWbaWe1eRUroY2ytKSuhxlZ3Oksxv+b8avNBvG5R83QVhaVecAMea6a35XPauXk96x082lz4sisU/55j8auw2CZH7pP8AvmtaKw6cVoW+n57V12OXmMuGxTIxGn/fIq/DZ8j5QPwrXgsOM4q7FY+1FhXPL7xPLvbhT/BIw/WvQY7VXgClAVZQCPYiuE8QD7PrOoxngCZv8a9XtrPNpAcdY0P6CogtWa1XoitpHiDxB4ckT7NP9utEYEW9yckcY+VuvSvXPDOu2/iLRJbxMozyndG33kIAyD9DXlk1vsQkiq2k6nd6HrSTQyH7FO4W4j7A9A38s0TjZXQQnd2Z7rHh7dlI56GvGvH2lf2fq32qJQI5+o9G/wDr163Z3azRCRTxIoP6V5J4kF1rnjPUdHuNWuLe3V5DAqIG+ZU3BR6Dg8n+tZRet0ayWlmcFfwtcPHkD5cn86SGw6DFHhlp9RE7TyM5ULjd2zmurg07LZ210bnM9DIg08nHy1pRWHtWzb6fz0rQjsBkcU7CPO/Gdt5NtYyFf43X9M/0q18P4hPb6hjosqfqtanxFtBHoNrIB925A/NWrO+G0iW1vq7ORjzIsZ+jf4Vm175snekdRcxpbxFmxVLiWAOOhrJ8Q+II4kb5/Wp/Ct4up6LHIDk+Y6/kf/r1djI0YLcE9Ks+SB2qzHEENZHie7ns9HeW2laOQSKAy9cUbCOg0Cb7NdspOBXOQacN2do61n6jcSWmlW+qadrmoybrn7NunjVFnIXczxd9qnCnd6j3A6u3jXbmlFatlyfupEVvYAnpWjFYqO1TW8YH41eiTLdKszOM+IVmB4V3gcx3EZ/PI/rWV8J1D6lqiHvDG3/jxrrPHsO/wVqJA+4Ef8nWuS+EjbfEGoqe9oD+Tj/GofxI1i/3bR6ZcqscZ+tYboZp8DpmtLULnfKUXpmksrTPzHrVsyQ2K12gEilljAFaTxgL0qrOnFAGPMvBqvapmRqxI7trvxrPpd5qt3a2zzbI3iljRY+hJYuMYxnjqTgVP4be7/tbWLS7luWNtMI1W4xvXlhzjjPAzjilcdjqIUywrQjGF+tVoV4z68VdjTkUxFmJPlzXmfxYt/L1DS58fehdPyYH+teoxjAArgfi9BnTNJnH8Ezpn6qD/SpnsVTdpIueEL0yeBtOgXqodT+Dmui0+zMjFyOBXJ/DyI3HhyCMckTSD9Qf616E8tnpsaJcXMMO8hV8xwu4noBnrQtgl8TE8oKBxVeVBnpV8gEZHIqvMvFAjPjbyLkHPFdtYOHtEOa8t8a3VxYaC9xazPDKJUG9OuCeazLi+8V6LomnXFzq98kt1vLxFceTjaVBOPvENnH/ANes5LW5pF6WOajhTA4rQghQKOKKK2MmaMUKbRxVqOFB2oooEeQ+NEUeI9VAHG/P/jor2WyRf7PtTj/lin/oIooqI7s1qfCipqIABArLSJJYpAwyCCDRRVGaPQfB1zLN4ftWkbLAAZ/EivPPFV9NpvjnUryDb5sdw23cMjlNp4+hNFFcsdzrZz/g1FS71FB0GzH/AI9Xc24GBRRXTDY557s0YFGOlW4wMniiiqMzmfiSg/4RPOORcx4/WvO9HuZbXR9TaJsHzYP/AGeiis38ZtH+GzjdYvri4u3SSQlQegr0j4Y/8g0x/wAIdz/KiiqJ6HeScHiua8XMf7Fb/rqn86KKGSjndZ8RNrUFvHJpmn25gVY43t0dSqDogBYgDnPA5PNelQAbF+lFFKJUjRiHP4Vcg60UVZBn+LEV/Bushu1qx/LBrzb4aSNH4ivNpxmyb/0JaKKiXxI0h8DPRoxvm+bnJroYY1VOBRRTZAyX7tVJelFFMR5TrGrtpniHU0NjY3kcs+4pdw7wGUcEEEEdeRnB7g1r+C7ufUL/AFa9un8yed0kkbGMk7vyooqepb2O7hA2ir0IFFFWQXFHIrlPiTbR3Xh+1STIH2tOR7hhRRSlsOHxHl/iPxRq/gVodL0K5EUVxAJmldA0isSQdpxgdB2rzi71fUL++F5eXs9xchtwklcsQeveiioZoj6/0mVp9It5X5ZkBP4jNWQgkmVW6E80UVSMzk/iLbRp4dJG7mWM4z05NebjWtQu7WGwuLqaWCB3kXzJGYktjqSecY49Mn1oooqbFUz/2Q==", 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", 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", "info": {"video_id": "116931", "label": "putting wallet on the edge of table so it is not supported and falls 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": "f51656b323be07dc6b34e0f3448f021eacaaef59ec60584a9fa0be92e2b74899"}