diff --git "a/video_unshuffle/reorder/train/batch_000723.jsonl" "b/video_unshuffle/reorder/train/batch_000723.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000723.jsonl" @@ -0,0 +1,100 @@ +{"episode": 72300, "episode_seed": 2045389853, "split": "train", "timestamp": "2025-10-13T03:38:08.164376", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2045389853, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 atomizer evod off of 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', [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": "139351", "label": "pushing atomizer evod off of book", "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": "139351", "label": "pushing atomizer evod off of book", "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": "fa708880b60940ea308f736273bd69302c85a0c38a29526d114e317a69baa3c1"} +{"episode": 72301, "episode_seed": 1569291994, "split": "train", "timestamp": "2025-10-13T03:38:09.308807", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1569291994, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 laundry clip behind a basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "12997", "label": "dropping a laundry clip behind a basket", "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": "12997", "label": "dropping a laundry clip behind a basket", "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": "87e375518b786470116e549cf6302da06456a5d540b7fb3ee201664d944be095"} +{"episode": 72302, "episode_seed": 1991962607, "split": "train", "timestamp": "2025-10-13T03:38:10.598000", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1991962607, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spoon behind the 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', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "131017", "label": "dropping a spoon behind the cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "131017", "label": "dropping a spoon behind the cup", "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": "965de9cca92665322e361e31caaf50fd46597975b60f9ce48c90de90a9f96a41"} +{"episode": 72303, "episode_seed": 681785860, "split": "train", "timestamp": "2025-10-13T03:38:12.067823", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 681785860, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 post it out of 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', [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": "202586", "label": "taking a post it out of a drawer", "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": "202586", "label": "taking a post it out of a drawer", "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": "f533fc60621a8bb0818fe451458922e242d2891bfb1ba7ad891565095915a12c"} +{"episode": 72304, "episode_seed": 1247074862, "split": "train", "timestamp": "2025-10-13T03:38:14.069277", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1247074862, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick knife up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "8565", "label": "pretending to pick knife up", "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": "8565", "label": "pretending to pick knife up", "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": "e4aa68e574a1aebca7938c87184e522e391bb4599f0ba697c0f7e48146a2b9ee"} +{"episode": 72305, "episode_seed": 92495131, "split": "train", "timestamp": "2025-10-13T03:38:16.082892", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 92495131, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning nokia mobile phone upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "186826", "label": "turning nokia mobile phone upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "186826", "label": "turning nokia mobile phone upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "aacbe07d24b23a8e12c2273df36fb5fff7aef9b4dab358f06543a87cbe919aac"} +{"episode": 72306, "episode_seed": 4052573137, "split": "train", "timestamp": "2025-10-13T03:38:18.299127", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 4052573137, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toothbrush onto water flask'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "83312", "label": "pretending to put toothbrush onto water flask", "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": "83312", "label": "pretending to put toothbrush onto water flask", "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": "a8ff8a9dcbd2ee574e0807d5ef9fe7ead7b1c6200f4a549433b6b2a81845e2a9"} +{"episode": 72307, "episode_seed": 1866687814, "split": "train", "timestamp": "2025-10-13T03:38:20.185167", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1866687814, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw 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', [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": "118486", "label": "pretending to throw spoon", "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": "118486", "label": "pretending to throw spoon", "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": "f0e3c7f8fbb379576e877cb27bd10638a2168627e3e968b88a76e0dd3753a850"} +{"episode": 72308, "episode_seed": 1097505756, "split": "train", "timestamp": "2025-10-13T03:38:20.767343", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1097505756, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ball 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', [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": "170113", "label": "spinning ball so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "170113", "label": "spinning ball so it continues spinning", "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": "30b2be5090db35814a5638690cf6ff3eed8766c935b497a99f634ea418a0d16a"} +{"episode": 72309, "episode_seed": 1033773007, "split": "train", "timestamp": "2025-10-13T03:38:23.704415", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1033773007, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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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", "info": {"video_id": "51556", "label": "closing 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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"info": {"video_id": "51556", "label": "closing 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": "bcc4583f390292892b81dfe30e439f9942628e14e8c9fbde713e0cda3e2ec829"} +{"episode": 72310, "episode_seed": 3151075388, "split": "train", "timestamp": "2025-10-13T03:38:24.365789", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3151075388, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "186965", "label": "uncovering cap", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "186965", "label": "uncovering cap", "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": "0c2205566847f8e268d62a1acd713260ee44cba10219728aba9242560b1ed8ef"} +{"episode": 72311, "episode_seed": 3552213267, "split": "train", "timestamp": "2025-10-13T03:38:26.105876", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3552213267, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 clamp with towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "177308", "label": "covering clamp with towel", "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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s8VsR3E4vHhKhsk4DDIVsEDHpzxR6iXkVLi9uLeAlLSFTK7LcjBILj8eMjmlimYWkc8duQisTJG3J6g5HfHvSW1xqB86OaEmcxn52jwQRyM9j3wadaK1/HC8sreYjBlkB+Yeqn2NakHCeMoVjeAGTNtKZHTB+6cgkY7GsJQ1xYhbdGxG/zKO69q2fGFxLcSQG4KgRlyMKBjOPSsqxlUwgQhlBbBY9TxUPcaWhe+0TLbW1uXfdjecnnnoK6DTJxcabMl7PsjRlXe3JPXjis6OzW9SM52zqOrdCPetS2NrBB9nETMFfe0h4OfYf40XtqwSvoaUCwWVrLcwN5rkeWQyfLg98Hr0qHV0a4to9XtAI5bNgxHTGB29iKv26Qx2rHieOYbzuUj5ewx60t/YtcWlu1tBJ5J3F0UFvm6flip3ditkXtOmnuY475WBtmQS71Oc9wPrmp1mtYjNqAiInVfnjU/K2TjP+NYXhdv7GkvNIvo2BypVs/wCrjfJGR6g5rbmMOlxkyxrM0+VRM/Ky9yfai1mPdDRc2slgZFt9zw42pJyEVj09wD6+tWFDzBJwQhRD5kWPkkUAngetRwTWhskdbRFjnDJINxyCD0B/I1YhntLa7W1Esrs4BUFRjkcDNaJ3e5DWhgNffaibW6hQRvgAIMbT2Irx2/LYJ7DivbIRZuz3FtDIZ485iduVHr714vcuo3FunpUVOh04Z+7Io2sZEcjbgu4YBPetC0iMUqsykIBkn1qgN3mdznpWhADFEqHO4nJBPT0rJslI07CCNHeWJiXjBYKR3pbcSWWp22pgM8cbAXJH9xjg/wA6l01HgUzBRuY4BPOBXTWj/arZre4iRoJPkkCqBkH+tOD7kyXY763EOpqqQZDRfLtY8so6NU7asLeQQQwo8MTYcsM7vXFENtaWF1FJLKfnG+NlX5QOnarE2hFi3lOnPJJbBzV2e6IutmaC3LNeeQ+JInYbQRxtPTFRxXtxK89tFEsLbW8kgc5Hr9aa8kmmafaxbkeXB/eAZwM8AfnS2851FSr7UuVG5JF4zj1q0miXYr298b0LBM5juFPykcBvY+9Z+rCOKZZMKJHz5gHqO9aFxYJPqcc8EiNiRTMqt909SfxrnNbuQJi2fvMxqK7tBl0fiGS3YX6VnXWoD1qhdX4VetYdzqBOTmuHc70jUu9W2gqprltT1KR1OM1Mplnyw6eprIvJfmZMjI61SR3U6Xu3ZViH2i6UyA9cV0dujzzrYxKRGcEnHGKwrNJLgiOLlgwz7V6hoFjAluuWUS45zVWO2hGyL9nGsVvHCmAQvQ8ZrY0dkF5EHXcucMprMcNt8iYAEfdcVsaEqLM08q7wgwCfWtqauzPGzUKEmdOLq3gvBaqpBJ4YngHtWat5HNPLC0Sw3IJ2nsT6fWrfmwagxVV8q5HKns2KytZtpXjW9VcP0lA7EfxV1K58ozldMlcaPDI0amVOFd15AzjIz+FWvJudQsWUpvfcDGxPfofr709JGMs42q7pnYrdDkcD8wKwEv7ia/guZZDvV1IxwFGegHYUmhI6c39m7vEJXMqIflVcb8DJwenaoLS+GpLP5zpEsYDoSOE5xj8eKauivb6v9rE0Zt0dnbDfMo9CP0pfs1lFK9lbh0luYg6l3yFIOVX8ef0qGpPc0TSNGG0MMDzRsszS4BKNkADtx7/ypjRiC2uGljWUyHayb8bR159D6VU0j7TBKr+XIke7LNggYHJBqnpbTNfean3WOZy33dp65qYpblN9CpqFtas1tLah4JkkIfL5aRGUjaD9QDWhcTXa6V56xFbtsL5g6kY5IHY9s1nazquk6fA04leUIwMcSr8wJbAwfUdaXRtWlntbu5MJWIxlhC+cHBAzg881SWmpN9dCSwvrqSOW3M0rzRt5iDcckdCPfsatTXbW0lvI1kAJRmV+QeuOB0z3pLSS3kupZorLy5ooXYOrkgcelZ1tqEgfbOzSW8nDoxzn3Hoaa23E3qcn44l3anbRPbokm+QOUzhwcYOP89axLGWO0gxMxXexI+XPFbHxKZbeXTY45leZfMRyp5CgrtB965yGCe9tIZEG5lBB596HuC2NyW+8sqsGVR1DbweW/wDrV0kT2DXCLPI6MyguAvBJHTPasC2tLdbKMXYcyQR7mAPQZ+7WkIWvWjubVS3mgBlXnawpNDTOqdIkge4knU24x9zr6AAVM0wngW6tJJBEuF2g4MfsR/WsmaKeHTVSZCHklHA5yAOP51et5Bo9vJJLtM8qgeV/dXqc+/8AKhxQ1ItW8T3ExeWNnOAodTzJg5Ck/nVx4LTUrOOSNhE0Z8tVlOMHk9fxrlrnUtU8Q3EVhoois7ZSyzSnIBJPy9OeB1x1710UmnyWmkRxlkmxOBujbdn5cfzp207krcfaWTWFreNceVNCNrIgfJ3dM8dKSK5i1GQRmJYrgY8qRehx0BpyQwwWr2UzFZbkAkjpH/dzVO1tZY9TgidCjrJlvoOaaWlhNsj1S2ubeePUIUMbSH5gP4X6fka8PvXYsTnjnivZp7m+tL+VppGL5IZHOQVzx/8AWrxuY7A+Rnbk1E2dFDSMiHz5IiiqcYUdRWpaXPm/fVWwCd3pismMG5QEkB0PJPpV+1EA3RRzZkdSo44/Os2ibmlo804vEeMlpHYAqeQ3sa9O0FdLttQe6nmCwW4Z2UjI3AZwfqeBXBaNa/Zo3keRYlQAz3DD5Yx2UerHsB19hzW3pMS685ystvpMbgccvO3qf88DgVcUS2dXpPiK78WS+ZbaXLb6bGpaPKchieRnv/LpXTzW7zapNEoO4sAM+mBVeOKTT9LiexnKw7/+WeBgY71pWl8bq2uMIq3vl/fA+8OmfqKtxuQnYddQR3MCRWxLSWo27f7w74/Gq1lbPM9wE+Q+SVB/2jU1pBK0cUkDDcB989KmvpgpMeAm7lipxk0XsrsduxzqmXT7oE7kkTqvr/8AWrH8YskP2WdAUWcM2w9VPFddcXJSzMvlrJNGQNzjkA151441Q3a2RkULInmDI6EcYrOrZwZdK/Ojmrq7ySM1nmTzJNrH5e9QSSbmJzUiTQw2shl++3TPYVyxienRipS12Jb+9aCJRA42gYNc/JMZpBhcuxpJ5jI5WNsir2l2LCdJXXIzWlrbndzOpK0TpvCVrBaybp0+Zj3HFd/BaWrxHySFPUEGue0qO2uVAOFYcVtfY/Ki3wvgqOmaS1PQjFRjyokeXcuyU/Oh4NdTp1m40EyLzKDuZe+K5awgfUL+NAN2BubA7V2Vu0luiyKMFMgg966KatqeHmtZNKmvUq2+ftcOw8lx+FVr7VLuO+kwRtVipQjhvrW2Y7cMt3H8oPIQ9jWbexRalvYjyp15J7OK28jxPM59d/2+fbGeRndjjOAakgstPjulZICZCxZXZs4J5GB6c1XubueKZYyT1G1V/iFTeU5dEB2lCVJbtg5z+RFK/YRnadLNb6jkqXaZvLeM/wAYJ5zWulvZS6vJL9pEsyZdI1XCrtHAJ74xWRc67otlfPcxNJLPtIWMLxu7nNc0via7TVpLpYVS2+ZURT82SMUKNlqVe50s+s3scysbuQsPmKZ4P1HpWVf69can/oulW4WIHAji+6D3LN3/AM9ajstOu9btrh5YvItkUP5Y6v8AU9T/APW7Vv6CWsIJ4YwNiws6qVAAYf8A66Ta2GilpugwWccMuqlpLt8sHx8sQ6D5e/fmta+vWt7l7S6RHtpIgokRfmAI6g9+RQRJfxiGaQPdou9G4G8dxxSXNg81hHBI6rcqSYEY4Zl7j/CnEGRXEhtJY7ayJC7BK0v989h9MVB9iiunS4hYLFvDTJn7hHJ/A1asoPKsVe8iKvESsW44O09QRXOQzXGq+LbvSW1Seyi/eNEkSBssqFgvsOCcn+tGwtzm/iFZRtfWs8MymKV5W56qflyDXOh3t2ihjZgqAHIPU+tP1S/ur027XMzyMAcbu2cU+O2luYUeMZboc1ne7LtodBAPt9hvVkjLkCV3OBgelaxBsbKCK1lYJIC7OpwW6Vg3zW9jawRSMSYx8qjqT3OKtXOsafBYWsfnfaWCcQRBlYseSrHsB6LyfUVqttTO5s2OrNpcMtzLIPKPylpCT846bfUj0/MimW2m6l4mnU7ZYLBjku/Dy++fT/IrOXSLy+uLe81AbUKAwwIMKi9gAOB9K7iEyyaXZwmVlG9s/NgsB0GanyKRbtJbfT5xZGJBbRthAFwUx396rGSXRdSdUJMeclR0dT0//XVy3hTVAHDATxkJIT0YdjSyLZ6gUs1dlkjG2KZud/qPp6U0DGmzkuLueYZaObEiSHpg9B+AqWeRre1QPIruMqZQOQPSnORbW62kZLCPhs9Tn/8AXWF4lnuLXQLh4ZikgmTYy9QMkEUn1SD1LMzwy2UjTxee0S7kJPOPTPpXhUx8xTkhQTya9N1NzaaJHqWn63qEiG4NsTcRrGk+EyzxjrtUnad3qPcDy+RDJhVA/HpWetlc2p7SGuqrbps5BOSfWrNrHbwx/aLmQ5yNkKfeY+pPYfr9KrXGy2IgWVJtvO9M4J9s/wA6dHE8kQkxxnGaCTqdMjn8Rzos0qR20PIgQ8DPUn3Pc16RpEVvPp4hsQR5JyARjf24rz7wtCY2nbGB5J6V6BpDmH7MYB8wHQfqKaZLOq0WNnV4XXdBIp3g8bT61Pb6fc2uoxmNchWyJP4Svf8ASi8nWNEhiAVZBvcjuD0FXNKklltZod2QmAh7jPatF2JfcluZgWZE6AZAH8VVLiPzrVHZcHG1h/KpNpV9jgqcHBqpf3r27LGm31bcP09qVr7he2xBCVAfzmAiIKsWPFea/EK3+zPYbXDo3mbWHccf41qz6j/anjF9Ju9Uu7SwmmKxmOWKNYiMZLFxjAGeOpOK4PX5byPU7ixupbki1nkRUuMb05xyBxngZxxWdRJQsaUneaM4tjnBOOoqtLNJdzYMGE6fhV+OweVBKzlV7ilkeOOPYMj3rFHt06LUdSmLREH7sAn1rd0ogYSRcGsOMt52QcjNdXpccU/BwDipeu52UYq50tnp0UkYZCMn0qzJHLaNtD5jbg1Rit5oCvlSEDHFWftLyHyrjkjoapHW27G94aDWt4bpRgA4I9RXbNDDACyksrHcAfesTwrBbS6aEcZlQlgfUVp3Exd+ONp6e1dUdIo+RxcnKvIhu282AsuAVbtWQs+yQBx3wfQ1W8XXk+neH557Sd4ZGlQblPIBJyK5HXIvEWi6Rp1/d6jdrLdb/MiK4EIG0oCcfeIbOO350NO9znTVrG5dzNDpoulCmUYALDOM1k6hdTtarL5rBpEQvjjJIIP8qKKuJmcdrDGG7SOPCg9T3rpvDGnW39lzSsheRZeGbkj5c0UUMpHZ2CLDbwIg4mYo/uADgVnW5yt2DghYG4/Giio7FIr6azPqMMjEllZQPxOP5GoL6eR72eQud4kOD6YOBiiiofwj6mtfMzmBmOS0Yz+I5rzu7v5tK8WXN5bbfNikYLvGRym05/BjRRVv4iehyV8oWaFR0HH8qS8keGQBGIAGAM9KKKnqV0Kc1xIigg8nqTzmuo8LafbyypNKpeRh95jnH0ooq2SejXeBFHgD92+xfpilmYrp1owOGO/n8aKKJbsaLWnkpb3IXjdCxJH1/wDrmq1nzfW47CQUUVHYfc2dSQI4kXhiQD+JrmPHDFPDrbeN1wuce2aKK0e7J6HGeIvEsmt6dbRy6bYW5iCxo9ujqVRQcIAWIA7njk81w80zhcAgZoorN7mtPZldAC4B55ret1H2PbjgLu/GiipkB1PhkZjuW7+Sa7TReE3dTtzzRRTjsT1OukQO8anp5S/ypUzHp05RmVhKpBBwfu0UVfUnoS6RfT3byRzkPsGQxHNZurk+dJ8x4Y0UU38JPU8z1LVzpupakjWFjexPcBjHeQ7wGUZBBBBHU5GcHuDXN3V1NqurNd3khknuZS8rYxknmiis6nwm+H/ixLt2xUYHAxWLdk/KPU0UVzo+lqkunovn7T0rp4YETEi5VsZ4NFFDLoG1Y3EhPLZx61euVDF3P3hjFFFCN5bHa+Df+PZT7Vq6ggilDJwSwoorsj8B8hiP40vU4/4hsV8LvjjM8f8AOvNLnXdS1DSRp11dSywW7NKm+RmJZsZySecbePTJ9aKKb3MD/9k=", 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", "info": {"video_id": "177308", "label": "covering clamp with towel", "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": "dbdef6b058ae3b386d1f96208bc7458636d545eb09eeb787802a50afffa42f23"} +{"episode": 72312, "episode_seed": 3047304704, "split": "train", "timestamp": "2025-10-13T03:38:27.569012", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3047304704, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cotton bud stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "162729", "label": "putting a cotton bud stick", "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": "162729", "label": "putting a cotton bud stick", "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": "25b6e090c3af113c6c9de0b598f57002e2f934c40f41895dbf30945299d409fc"} +{"episode": 72313, "episode_seed": 3430332070, "split": "train", "timestamp": "2025-10-13T03:38:28.215490", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3430332070, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mug'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "193522", "label": "holding mug", "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": "193522", "label": "holding mug", "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": "f4e781a6a75669362981af3eefc6ebe88ee9f587785e9050159b9b19aef21d55"} +{"episode": 72314, "episode_seed": 3831635443, "split": "train", "timestamp": "2025-10-13T03:38:28.767084", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3831635443, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing green plastic building block from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "171340", "label": "pushing green plastic building block from left to right", "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": "171340", "label": "pushing green plastic building block from left to right", "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": "5bedf6c753a40a258b4325765f3ab17f398df5aa2ed8f4381c92dc9b56e21b15"} +{"episode": 72315, "episode_seed": 588645266, "split": "train", "timestamp": "2025-10-13T03:38:30.018820", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 588645266, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spoon on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "128691", "label": "putting a spoon on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "128691", "label": "putting a spoon on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8f3c159998f6a1ce5128b4286e2860e97d715b4a7f36d51927cb92e190771139"} +{"episode": 72316, "episode_seed": 868541377, "split": "train", "timestamp": "2025-10-13T03:38:33.977690", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 868541377, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cap out of rocks'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "84123", "label": "digging cap out of rocks", "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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q1qXSVvMFqAQFBwARJjvgZ4rZbGKiTCa5v3uClucyS7vmIGwFcICf8Ks3Wt3GqaHa2YVUhineZyu4b2wF+bPZR+ZNNXUG+z2OnsggPmRxzszDOM8keuc5BqrqVlBZa1HawTMLY7ZFEg+UYycH155FNCfY6OwsIPtdrNp9sixiBll2ycv6Ee+R0rRvbqR4rUTKwZHcAEfMRxyfyrD8KXNw+tSRxobhGjJ3RjKg7v64rsNV0dIJIQgw7Fnbn1xx/OsqvwDo6VLGJcyu8m4HhVwMVkaxpn2nT5AHYF+OuDz7/Wt6aBrcgONytxn0qHWbOQWcflkneeQO/euVHoNJ6MwtHbzEsZVdvPt5jBIzjnkYz/KsfxVKLXW7y0imAeQrJ5eOMEZyT69RitaOB49YMoLCKSPc5AzhgRggepPH41g+MJJLjxC7PAojlijMbP1G3g/jkEV0Q7mFZpQsQ6fZ/aLySaSGSOSBxKE27d20dSPU+3U1pyELZGUFY43lXeXP3l3bRgdQByMe1Z+l6jcRPFHNdKBIpRWCFiSD1P1yOa1pdRit2u3Fu0nnMUw2Mg9CMDhUH59a1S2ObSwXaRskTPc3Tz+cI96SBQr447ZYlSfrzUl9pQsrMRbzNdeW3lxJyF2kbSB3AzzWfGyXEZmkjlktrS1G6WMnqCMuPcZAH41p6Nd3H9pnUMPM6wMA2cu2SBwDwD3IpvUGUra4R7iHyyGljGT/AAKNo5/XAAHpmu00hYdTa4vI3kExUIxDZ6DOMd6497e5GryqLRZGuyxgBYfJkn8s5zXe+EvC19poa5vX8uOZw6wpyOAB1/Om7bkSR5RpKT2GqadfPtmvEmjuV3uSsYQ7jkL9MVuXt7BPaQlI2Mrk+Yeu5iTuKjPGM8fUDrWXpj3tlI7pYJGWCKkiyYChj39/8KneG0Z5lObeG2iLC46GSX5lKqT16knPv3xRIcI8qsLpaC+RFYLcJHc7WWSXoVXcpPH3c4/Fqrw6c93Bc75VgeLc+WTll5+X2wensav6Tb29lY63BaKGLYCFSPu9yT9CDxVJ0aG+MdxfDInDSBlysi4JBB7Z9PepH0HWMslrL5XmzbnQSK7KdqEFQDk9e/tWtc6fe/ZZBuitrbcFNvO4jLA9FGMgD1Pf2zWZI11PFbTRqYrYny025w4yWBz25/HBFX7ye41O2MMvkvN5hdGVtqleCB69zjj1z0o1GkRSRXUdhcyNIj3DXCeZE+D8hH3gc8gHGCPSprS5iWwuEaeYLJh34DNIrDb8vv17VVltRLqH2GyjMruMqg+8MKAf1z7c16D4X8Fvp6R3F9Ej3Iz5WekQ7Y9T7n8PWhXW4nJLVmT4T8EjU5kTUPPS0JzFA/ykIezD+lekpp6W8P2e1UJEjcKF6gU+wtvK9eM5/wA/WtUKuw9/ek2ZXuzhdf08SbfOZ4goPKHJ5xVCCSwtbVEhjKonKhsksfU+prp9ehSRodw+X5sj8q5TUZUhhEsRAAOAcc/hWE5Ns7sPSglzJale/ikktZp5m8osm2OLg4H+0P6V51qcG2VyUMm1V2+UCEC5ySB2YnHFa3izxS9pbeRAVa564PIUepFc/Fe3ktorz4eSWMSEAYVVLfKeOhyKdNPcdaUfh6kslvqEE8cyKdpVhFLIAd4xnPX9a1lvftFqvmtGwBD43gDehYBcnrwScf7PFVkmbdu1CLy7e2dQFbDqwOCxyP5+9P0e+j095i1iRGibAiLkk7gd3twf85rc5USX93duzSS2zxZgMKGRCFYHBLZ6DpxTbqI285sfs4hYQRu2TlWBX5e+NwxjNW7q4u7jVJkhvJGiELBQeVYKDhfQkZ+6elZ5+03M8McPmzSxsAkfUkjoAfTk/Si7b1K8jV1aR7uxtM3MOIgGtzuyZiAAAB9e1dP4Z8F3GouuqajKV8obxEq7SDjGCe/FWvD/AIUiskS4nHnXecqWG5YRnOFJ6n/a/Ku90+DyoWiUABuSBRcxlLoik8DRxqkaBY1TC7TkmuNeb/T2nijRN64dlUBmx0yetelvEqxEg9R2ryQXcag7X4z09OawqvY6cMtzVe/Cr87KMDqexqP7ajECPdMx/AVz1zdh3ZD0J4xWnp8u4DAwfUVgdqDUZ5IwryFVctkbeMCuG8QeLzeu9pp8XmlBhpWOAD049a1/FVyymYK2FjTcw9v/AK9cTo1jc6tcSxWys2+J5JFC/NtGSSPYVrSgpasxrVXHRHXWGnS31qks94Y7TeQwUFmjboxU9Pb8D61Wt4tNhvIJBcPcQQS4MTpsfGTnBHDZwMjg9ajsJpbK3jZZiFCMGhf7rFx6+5B57cUsslrb2EjrMsrNJ5qPGMNgAjBGeeT/ACroaZyPYS3cWt5IYX+0NGzSxuyk/KG4Hr0JroLLQX11l8m0jh04MCsx5eQj+FR3HXnoKt+GvBFzqDRX9+uIVwwjOQXOP4sdvbvXo8FisYTIUhRtAUYAA7cUyJTtoh2kaTa2OkKsEKJKW7DHH4fzrjPidNd6etiLSWSETLL5hTk4G38up5r0mBVRQCOfSuB+KzeXDYSrDvaOOUhiMqmSgyR078ZpbvUmF07nm0HiS/uTcB9SkYwxM4DqqhmyAozjoKt+GfFVxb3ccF9M95as7LIWGWgXn5/zzx6VAujNJqVnpUYimeW1SeMk42ox3E57846etYltK1pfylo4/tDSyQyEkhGyNoLc9s7v/wBdVKEbbGynJO9z0C8j2aqGgYPasAdwb5dp5zn0rk/FTQS6jFDbzrMbGH948fzguzFuD0YAYH51RNxqVnpd5ZRXkn2IN5RQbW3AnJCnquefaqTKWjLRSl5lIOWOBwMbRxyf8KzhHlViqk1OzL4uY4ykljCGlMKhmQfcfIbv0ycDjtXTPqsCaXcvprLDKkapM4QAkEA7s/UHnrmoEttPXwgbma4K3zXUYgt2G1tvXBHqOoOMYA71lwXk87NJCULxnCb/AJi7AleMdCF4/D2q7aEJ6lprq6QB5TCpuoAHYINsqsSBnHB+vXnmnaFZX2o3uyzUCaNg/mMMJGpGMFu30HJrU0XwzqXiS7ikeP7LYQtyCuNwH8IB9z1r0+00Ow0a0SGGBV7nPc9yfU0rJbEOaWxhaH4Ws9NbKB5Zzy87nJY98f3R7V3Owy+UOR5a4GKqJCqHPRcDIFXIJQxxjAHOPShsz1buzxPS77Q4b7UHcqYo7nfaXb/cbCcjPQYPT1rIl024uILR3lzBd3Dsqowyqlt28+oPT2rN0y3lEUcReMxF0kkDDAXIIGB681t3Iu4LaygubcrCYllRoz/BkfKWPTGc5PpV8t0dF9NTIme4jnu49NZZJBKIVfI6k8nHQjsPxpk8ayWKzTXMSSh8Fd2WJGRk9j835AVrahbW1rYx2dg0QNusk821f9njn/eIx6YqlfanAJYYpkjuFaOPZGpXjb94n07/AJUrdBGjLrRk0m30GFIDDDJ9rmvIs7SWHYduvPPpjHNVtF0W41S+/s/y2eVcO06EsEwOAD6H0rS8KaHqWo3Uhitlh00g7rliMAD7oUfxH9BXrug6PZ6TZlLWEIpJJOOSx6k+9BnKSjsZvhPwhYaLGpYLJeumXd8FsZ7DsM1v3CsLhG6pkA+1TCC3+0i6aMCcRmJZD1CkgkfmBSOw5z2qWzO1xnVgvTvx3qZSdijPXnmqrFS6yA/h6etSbgRwKlstIxvEJ+aHJwPmyPXpXn/ibU47e3bP8HRf73oBXb+J5f8Aj0xzw/8ASvJtbnW61N2c4gh7twCa53rI9Ck7U0cXftLcXsm7JfYWkPua09O1OJbaOyx87RFWcc4U89O7egoNjcT3lxHGigzsqO+c7VHUjHtV62toIr+W3dmKxlj5qIA37sZ4znHLDP0PrXXFWRyy1lcdp8D/ANqxpP50cQZCX2lgmMZLD6H8CB1q/r9zYR6zdvo217IyhFYklCdnIyOoz0PfA9qoztIrNeLqT5eNQyFxuKuCOfbNbnh7QjrVpFDpkpjjQeXNKPmUHgsMHq3b2pkvQq6dZanqbrBZOZopGVWdgBtY8tn8f55r1fwp4MttBswz/v7g5MkjD+InJA9qu6D4csNDsYobWADHzEk5Oe5z6mte1W4gtCtzOsr73IcLtG3cdo/AYFIylJyZWi/eeYCCMY4qyrFcBMbQcUhRd5YdSMUyIkOwbgZBHHapbEkWpHO0jsBXz6bpmLIOOete9s5wec5BzXgEbQwTIkh3OxJWPPJ6n+lYzTk7I6qD5bk5WYyRsATXR2coWNSVKvjnFZmn6y0du99caX9o0/zBEGtjukQlQQdvcc44qvqXieCS3L6Si7nGImmx97t8uf50nRne1joVaFtzD8VTD+0ZbLzggkXzJCVJyT0U/wA6g8LaxcaBayyabKkt5NutxG6Z8tW/iB789jxVQ3Zia7ur65WWZLnMqNwz8YG38iPwq/pdtqOq3kK6XZI86Yyu87c54ZjjgYx+VdEI8qsctSXM7sX7JLFdQG3xPcghEg2ndvGckZ6jmvS/Dnge0stuo6lGFCRh8SthEIOc/wD162fDnhqGwlSSbbLeAANL2HqF9B/OuqmghuYZIJ4hJFIpR0boy9CKbMJTvohZLdVttkeFyM8etV4cpHhh8wY9utWXZVxsxtAx9OOlQllJ2Z681LYkh0ODtbPXqc1598U5S02lW24hLiO4WQbiBgBSAfUZx+Vd5EQgKgA88Y9K88+LQiaxsmcgNslUAHBIO3oe3aiL1RaR5rpGq3Frd3E8m7zt6rHKVDlMHawA/u4J4qXUrWW4toJoESeeWbJKjGeW7HuOlYthcTW6LHHEwYxMq5/vHlfx4zXTw60s+nRK8EVuYYpFhkPDStkEAj2JI/Ctt0VcyQrRIHhXytsgia23ZVpAuCQffOR9cdqsO7X0Nvjbb74g+1l3EjAG7tg96W6voo7i1gTbJPuYtzkK7Dpke5z+FRrpmqajc2mnWWJVhyjttwFU5ADMO2M8daTQbF2yiWbUAl3deZPbxmCEjGc5OAB3xXd+GvAj3OorqWpYj2HdFGi7SR6v23e1X/Dfguy0ny7uSBbm/UYWV1AEeeu0dvrXcWyiKIg9fWpZnKfYjggks7i1htrZWtyXMrlsGP5cg++TxVi5VZwQR9OKd5wUEqdxBxULTKWJUgnODz0NS2ShkxKIDyx4P1qdWPOAeeAareZvDAjOemacjHA54HHFS2WkfOC2d41wYTKiM4BBPQ7CCMn3NaonvotEwZnuFuoGjQs2VjG4tjHp0FNs55LyC+aQBZFWMBByc4PzE+pNRaPqFzfSxWkNn9qmaKS2+zdOWGd/ttwCD9c9a3W1i33KyXK3WtZIZEmCeYrnuAcjP5cV2Xh34fDU7uLU9UgMaLxHbdMryRv/ABPT8/St7wl4FjsAlzqDJcXRO5wB8kXoFHc56n8q7hQISBjg8LgdBSIlPoiOK1jjhRdgCr0UcAVaV9qHHBzTJG4255AyMUgbCEdeKlmQon3J8xOQc4NQeaxA3PuySM0BSWzkn2pTCCqgg7e3NQWiRB8h5AJGR7VKhUqCOR0600HGV6D1Ned3Op6nP441DSl1u6tIFeQQrEoPITcF6cDg81NrlbG94zdYvsfB539/pXl+tX2n2WpW1vcW/wBo3g+Zbg8lW4z9ec0l94t1S4tGS5vJJ7gxloXmIIjxgn8T/SuVtiy6lavM5cu4dmfksTnIJP1ohT9/mZ0Kp+75Ua9r5Vo+bE8yWhlCN8xX5jkZ9OaWO6kubeO88wJ5SkO7Dly3zMTnj2qrdWUK21vdW7Am5lkCwJzIrAgDj0YEEV3/AIQ8ClI0n1IBkjfcsLYbY4GPm7Ej07GtzJysjF8FeCb3UHa81YNHCzFguNryZwfwH6165Y6dDYwpb2sEVvbxD5I41wPrVq3gjjVdoAHWnnhwAKTMHJsstKoxkduMU2a4MYLYJXjgfzqCTlQSSc4NRHey7ehz39KhgiZ5CehPHOafySpPfg+1QIjmYkcr9axfHF9daf4Ye4sbmSGYTIN6cEAnkVL3LR0jKGQjcO/evl9Yb6OSG5lk+Z2EoPc7jwfyr0zUta1GDR476z8RalKrTGDMyKizYXLNH3wCcHPqPoODsLpp7m2gdBCiySeXubJwRwv071cFYtO4WTXVis0sUzzpaPH+5R8B15IOOhPP6VkT3o8tI9pWaKdyGH3SrZP55NWY9QNpc3Fq7FBlXVsZyF5x/Sun0fwtNrWqy381otrDKxkisweOcHk9Qvt1+laNhexS0rwy/iKVY0jKWhCl5QAS5wThfXGeT2r2Hw/oFro9ittBEEVRk47k9T9am0/S7fTLZI4I1RFUZwOntWujDaT2PekZSlcIVSIqFwMd/WnfaCHGWIXrTFyGOezYpknzk4OBzxUMSHO7B1VWwvOQe9MQ+YwII6/lSBMkMQSwGKfGgjDNk/Q+tQy0Sjarg5GCOBXmnxilk+zaTbIjeXL5vmsBnYBs5/WrE2r3k3ju70yfWLy0tvP2RGKWNFiGAeS4xjGfcmuM8TXms3mrJZzXVxPLBNJEkd1jcq992OM8DOKcVrcpPUxo5YtQw8I+dIWLFRgBgdoIHuOoqSwntby1gtrl9kQuXeWYjPk8HBx/vEfrUDxSafqbRxMJQY9oTB74zgfWul8P+ChLe/bLuMiNju+zMT8x6gv9PT862uUzK8O+GbzWp7VwWhgiIWGQqPnP3iFHf0ya9i0TQLPSoFhhiAwdx927knufermnWC2gACAcDA44+lXigYqckEE596RjKVx6oEjUDtUiMdhweOtRMR07EYpQ3y/Xjj2qWyUhokKsV3HB4/wqJmO1m28lvzqRSGzntzzUhjOzIOSDj/69QWkJAM4YDr6elPizllUYAOc+prnfG1/d6d4ba5srh4JRLGoePg4J5Fchqt54p0bStPu7jVr1Zbov5kRGBFjaVBOPvENnH/16m1yr2ORmt0sry6a3Z0w/QNwep5r1Dwzo9nZ2MFzGhNxcRqZJW+8R6fT2oorboXM7CNApGKGPzKO1FFN7HORuTuBpF5TnsSKKKzY0JETux2xmrA+ZCD2PFFFSy0NJ5A9QQa8b8QXsum+O9Rurfb5kc7hdwyOV2/yJoopR3Gzh9ZRVWE4zsDAA9Ogpupr5tlbyEkOI1YEcc4ooraOxUdj0XwBpVq+lwatIm+8lZhvb+ADjC+lep28SLBGFGAQCQKKKaM5Cxfefk9TTVck5OM5IooqWSLKcY9+KeoBbkd6KKhlIdgCYqBx0rlviCdvhOQDoLiIfqaKKnqV0PN9V11tWt4kk0+ygMKBI3gV1KoM4UAsQB36daytVsYrS6s3hLiRrcOX3c5wc0UVqhw6mj4f063vT9suFMksTqEz0B5+b68V6lpECLbq4HzDJz3ooqluKexuZwp4BB45pznaMAcUUUmZAv/suajLHKnuetFFZlFmI85oAALAdMUUVLLR4/wCIdUOneLdXjNnZ3UctzuKXMW8BlHBByCOvIzg9wa5691O6nuzdSOGuLqQmSTaM89cen/1qKK0huC3NXwPpcFwbrUZ2kluY5SiMx+7gkAj3969T0+2ijUbUA460UVoTIvgnb9DipVcmPP8AdBx+dFFD2M+pGTksD2BqWQ7QuO/+FFFZMpCJ98fTNSRNlAT3ODRRUlo5f4h8eFHAP/LeI/qa8wutYv7yzhsbi5llhhZpF3uzElsdcnnGOPTJ9aKKFsDP/9k=", 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", 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", "info": {"video_id": "84123", "label": "digging cap out of rocks", "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": "2a18209361dd15e1cd7398d529c422901ceb3b59ec2fd800c5535e564b898da1"} +{"episode": 72317, "episode_seed": 2852218256, "split": "train", "timestamp": "2025-10-13T03:38:35.264640", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2852218256, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting pencil roll down a slanted surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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pTgjDeWSfriqulaKYgssq49FrVulY2sij0/rRe5zNWGyLtUD0FZ1yiyDHQ1pzEZNZlywU4PeqRlJGa8Txk4GfpVa5RQTs+X2q3I3PBqnMTVGexWmiKBTnIZQwrQ0uCS6sryNULKq7mIHC9v8ACqcnNvEfTcv65/rWt4akYLfRBiA8fI9aipLljc3w9L2lRQ7mVo9wVR45Cx8p9qgngL1x7c5rohcW91EqMPnB+XYPu+1YNhKbDxQ6ZIjmBBUHAPcVrX8bRTmWOOTyyN0jD5gc88Y9KmSVztoTbhY951B1jstgA6cn0r55+JtwZNTjGeAMV7tqUn+i/MeNuTXz/wDEU/8AEzQVEX76Lpw5cPJnHWzlZgc12VvN5lujeoriIc+aK6zTifsa5/Ct2eeyeTDDkCqckYHTFW35NV5RwaZmzPmQmm3Z/wBIJ9QD+gqaQHmqzjPXrTIL2jv+8ljPcA1Fo/7nV7i0IGJFI6dCDTdObZfJ23AinTo8Hie2dCBvcdfcVJrSlaSZ1Oh6dLM8kuHaC2mQc9t2T+u2vXpMPCrA5BHUVyHw3mtf+Jlpt0Yd8+whGPMmM5/LIrr5tNa2Ui2nYL/cfkVkzsm7ybMq4FZkxyTxWlcCdD86Bh6qazZnHTkfWmjFlGbiqT4NW5+9UZDgdKsyZTnGRWfKDWhKQRiqMqHBpmbRUcc8Vr+H2HmTRHvg1lMMn61d0R9mpKD/ABKRQwgrMZoEMsPiW9tldVVoiCD7MK9l8YXo+w+WrYQL0H0rx6aUWnjWKVcbJGw3/Al/xFdx4svz9kOT2rGo/wAT1MFDnaf8tzzvULj52VThRVC1lIvYdp53r/OkupNzk02wBfUrZR1Mq1S2OmtLc7WZjmqcrHJq1L3qlI3PSqPGZVk+6crVCXbz1q/Lzn2FUZAKozaK1w4dkI/hUL+VT6TJsvgD/GCtVpB296W2fy7qJ/RxQxLcnc/YvF0LZ2rK+38GH+NdBb2Yn8TW0u3ciiTtxkAdPzrC8SRKlzZXJXIBBPb7rf4Guv0qJP7Z3quF8ptv44qJdztpN+zlHzL8kYAPFU5K07hcZrMl4JpIzkVJTjocVSmIYEECrMpzVOQ9qtGbKUsQJyMZqnKhAxir8gqjL1zVGbIH4tPpJ/Mf/Wq/4efbeuD3T+tZr55BPFWtGO2/PuhrKsr02dGDlavD1INeBtNSgugOUYE/gcf4VsSxuLiNoGZRMMEBeAD/ADqn4pgMloZF6huPxGf5irulPI9hZSOqPvgCD5iMcY6+tHxRTOqi/Z1ZxPY7+Um0yRk+leBfEEk6qv4171qB22xAHPTBNeB+Pn26qrMO5rKHxnQ1/s0jlreFiwJU/lXW28Yjt0T0FZula1p8duYp5djZ/iXitBb20k/1VxE30YV0nlMH4NQORipmmPYBh61XeVccqRj0NBDaIHU1VYc81YeVM/xflUDSR/3/APx2mRoJCfLuEb0YVa18+XNbTp95efyOaqM0JKnzOnXg1JpFpH4k8Stp1zqM1tG0crRbI95Z1QsF9AODkn096EtSr2NK/uBxPCzI6MNpU4PIq1ZePPEFiAqX7SoP4Zhu/nXP6QLi+0iaSRmcR7DknOMg/wCFJ5WTUpLZnfJOUVJdTvIPibOwAvNPjf1aJyP0NWj440i4H7wTQn/aTI/SvPVhNJJAccVXIjFxZ6F/bumTj91fREnsWx/OmteB1+Uo49R/9avLJxhiDVUzSRN8kjrn0YijlMXc9SmuFJy0f5GqbzxjjDCvPF1TUIvu3kw/4HmnjXNRHW5LfUA0cpGp3Znizy7/APfNLHdQRXHmhm9QAuK4Zdfve7ofqopLjXbtovldVbI5UYNHKF2dRqN6zXKTIfmDqVz7V6PrTLfWKunRwGFeW6zp9lH4fttV07Vr643XX2UG5gWNbghNzvEOu1SQp3eo75A9QsI/N0a1Z+d0S1hXVrHr5VqpI88vYzHMwIxzU+gQtNq6MBxEpc/yH86s+IEAvHZRx0FYUetXWjzsbYId64YOuciqhqisV7qZ3E9zGjbXOGqsfnJKkEe1cc/iuSSYST2yn/cbFWV8WWLYEiSx/hmrszyWzfkLBcnP1qo5BbnPvWePEVg4wt5t/wB7IpG1aB/u3kTH3YU7ENosOBu61EwIIbHXpURvg3R4m/I0n207f+WXtxQF0amvzpc6fCncf1FdH4UW41G3+1wyKGijRcN0PBzz+FcLorWuteKV03VdRuLaCZ9iSxTRRrH6ljJxjGeByTgd6t6R4jvvBt9f2CwyPGlw8TQ3eBIm1jjO04DYPOMilKLsa0p6tM9MuJJV/wBdbspHdeRWdLIj9GrJi+JNhcgC5tZoG7lcMKm/4SPRbw/Ldxg+jjaalRZbY+U8nFUZTyaneWF+YpkYf7LA1Vlk29QDVIyZA7CqkuT9KsSTITyrD6VTkkTszZ+lO5DIZAQeaW0umsrpJ1VX25G1uh4prSof+Wg/EVGWiKsDIuT9aBrR3Ruahcx6hoskiw+UQg4znJB/wqno1wj6VDA7BSsjJuPYZyP51janfGDSDHBMQ24ZK+9W7/QdY8MaHpmoXUtws160jSwFCBb4CFAxx94q2cdvqDS5dNDaFX95eR75qRIt3YHkCvAPiESdSQn3oorCn8Z6b/3aRwzmoTwaKK60eOxy3E0f3JXX6MalXVL1OBcOfrzRRQQxf7ZvM4Lqfqop41S4bqE/KiigkkF9KR0X8qSx1m70nVl1G18vz4t23euV+ZSp4+jGiigZ2ngKFJtD1UOMhVix+bVWkiVZmA6ZoorFfGz2I/7vD5/maul6dBdTRpJuwTzg16vB4G0Gz8PQXYtTLPLPGhaVs/KXAIA6cjiiitFuZVNIqx88XhzMx9WJ/WsyXqPrRRVHIyNutMNFFIkaO9WWjT7D5m35twFFFMk6C+8UN4i+yRT6RplsbdFSJ7VJFKIoOEALlQuTk4HJ5r2jTY1/4Rqx4/5YiiiufE9D08r+18v1OQ1+CMRqcckmuC1MD7Qv+7RRRR2NscZUwwBjvVZ/uk0UV0Hjy3IutIetFFBLDNPUnHWiigRe0zXn0czxnTtOv4pmVzHfQeYFZM4IIII6nIzg9wat3N9cao76jeSeZdXUryyvjG5ifQdPpRRQyqe5CDT1560UUItjXJTlWIPsaYNQvIj8l1KP+BGiimRIX+3tRX/l43f7yg0o8QXzdfKP/AKKKRmTJq1w55WP8j/jUov5SPup+RoopCKl/dyPb7flHzDkVbj8SatqVjFpl5ezT21s7yoJJGYlnxnJJ5xt49Mn1ooo6Fx3P//Z", 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", 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", "info": {"video_id": "139565", "label": "letting pencil roll down a slanted surface", "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": "139565", "label": "letting pencil roll down a slanted surface", "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": "f0412711f9bd71231506119bdaf8227ef3bb4f77e0d29fd8217c2140b10a70e5"} +{"episode": 72318, "episode_seed": 3393558407, "split": "train", "timestamp": "2025-10-13T03:38:39.085289", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3393558407, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping a can over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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+Jg6n8qzszpTTJ4YsIA0o5HBUZqZCC2AzMQP7tRxrtbkfUdRVmKYKjIyjaRjOenfg0hkMriys7u4kXYNoLNt9Aetc14M1ezv7G5sdTtobqLzDIgmjDgbuo5ra8QXTadoeoS+ZnfE2P++T1/OvMPCun69qZZdKspTD8qvLvVAD75qHG92bU5LRM7XxD4e0m406afRlOmXUS7h5X+rfB5BQ8fiMVxUc+sWi5uLBLpOha3fDcHrtNdk/hbxFFaPJKySRqCSqTAkgdfrWH5hVSV+YgEgf0qoN21FXjHmvHQyL7WVuLIJCk0TOcOsq7WAHauh8AeHn1TUEdkJUOPxNcjp8U2sagp5aSV+frXv/AIcsYfC3hlr5wA4UrHnue5rpirHmTk5MqeP9eh0XR00m2cBgP3hHc188apdvdzOpO7JNdT4v1x9Qvp2Z88nHNcjbxPKfMx1NNsUVcveE7R7fV7SfkM0mwD2IOa9RaPy4g8jFwcn5T0NYfhywSHTlnBR2k5JUhto9OOhrcjYr0OeOh7/jWMndnXBcqI1NtIMOm4A55wazLjwno8z+ZFbtayn/AJaWshjP6cVsNBC/zD5G68DijcSqjHBOKiTfQ1gk9zDTSNdsSfsWrpcxLgql6hLe43CpBrerWX/IS0GYovWaycSr/wB89a2y4XAzUiPyO2Pep5u5fIujM218S6RetsjvESQdY5h5bD8DVy/1K2s4g5YMzD5VU5z/APWqrrkFlPp073NlBcOiEr5iAkE8Dnr3rmtJspr24+yKv+rxhVHGPb2qoxUjGrJwRYuJrrVph1KZ4A6V6J4M8BC8t0uLlTHGrZwR1rW8J+BURY7m5ACDGBjrXQ+IfE9podoYYWUSAYAHQV0KyRxNtu7JNd1/T/C+kuURS0S/LGvH515NofiX+2tT1V8AEz+dtXoA/XH/AAIE/jWF4m8STal5hkkO18rgmsr4ZXZHia5ixlZLZuMf3WBqJ6pl0naR6qswZOnQdqxPEseqkWsmkPaZXd5sdyCN/TGCOnet5UicZxtJ9OlVNSCxKgYjGTg/lWCO3c4xdc1CykCapodzGQC3m2n75CAeenIrWsvFWh30gRNShWbP+rnHlsPzrUV2Vdw69DjjFR3OnafqabLyytrjPGZYwx/PrQ7dUNRa6miJCEV0YEN0YYOamb5ArBskjpXLN4MsbcltJ1C90tyeFhkLx/8AfDZqRbfxrpygx3Gm6zCOCky+RKR9RxmjToyXfqjpkjwxXAAPIyau2wVAFCDd79DXGHxstiQmt6HqemkdXMfmx/8AfQrotK1/RdVA/s7VbWc4/wBWJAr/APfLYNDTFdG5HEzKzZG1R90detR7rZy0bpuB4IbBz+GKVcockMpz3FT4imH7xQT6ikAwRwBcRqoBxx/9asO+8JaRdyNLLYQecefNRNj/APfS4Nbottw/dyBgTwD1pMlR1II4IxVq5L8y1q0xaWFQCC8oGaw9fv5I7OS3UnzJZCAR1C4Gf5frWjfuftlm2cgSE4P0NKfssXmXc4DSwxYDHoAck/jXKt9TsSsrI8V8RoY9UjYcCWEjP0J/xrD0uWRLMxs0i7XPGSMCuh8ZT2r3Fskcqeeu8tGOqKcEZrmkctGPQHNdsdjilpI1oCjAEtyx+VQfX1rtdGiWK3UkAjaFyfpXCacmbmM8ZY16FpUDfYFI9abWgov3kX5IorqEwTRpJGeqSKGU1z0vgWySc3GlT3Wk3BOQ9rIdufdTXRqrAA8DHpU+/BGOPcVmrrY2dnuct9r8Y6MT9qtLXXbcD/WwHyp8fTv+Rq3YeOdEupPInml066BwYb1PLIP+90/lW+HVAS2Tk5DDtSXmm6VrNssF9ZwXI9JE+YfQ9R+FCfcTj2ZyXj+/A0WFYnUpOWxsbIIGOmOKz/CerDSdPc5bczfdH061R8ZeFdN8PmBbFp1t7ovmF5CyoQV+73HWu28H3dnpvg2yLW0JnJL7nUE4Lccn2qZ2sbUE7lT/AIS26itdi2c37wkB3G1effvXMkEfMPvV1niDxLaa1D9jgw5jcMSOi+2a5HVbmDSbU3UrHgYWMdWb0p01bYMRJt69DpfhtoNvca5dowVSv74E/wAKH735Hj8RWj8RfFaTH+z7I7beFdoA/nXj2k+M9T07xCNRWdkWRTDJGpwvlnt/Wrmq6m93KzBifMOcV0q9jy5JX0M2d2urrA55rf0OxinukSTbsRTIVPVsf0zWQsQgAmb5VC5YnsKb4a1CW48X28g4WQNGFPQLg4H6VL1NIWVjsH8HWJcTWElzp0x5D28hA/EGiS28X6Z9yW11eFf748uTH6f1rajYhhhivtVlbh8Hfz79KzuzotE5uLxlbQt5GrWN3p0x6GRCVz9a6bbgAqPepJltryHy50RlP8DrkH8DUoKFcevapky6aavqVXHZuw9aSNX2/N61PLbIyqGJUZz9aVMdFIFRc02KOpoTpNyOvyZ/I5qp4Gu7e08a6cbogQyuYXz05HGfxx+daerT21jpc8t5KscJQrnuSR0A7mvLG1eQzgqcFSCpHqK0powrNbM+nfFPiyDTbdoLeQA4wSP6V4prXiF7qR98hKNkkE1n3/iKW/j3O5PT+VYREl5Jhc4zya19TisMmke8mCrk81ueG9G1aO/Z9GnggvI4GkZpl3KVLAbT9cH8qbpmmq1xDAGVZJXCKWOMn2/WvSdE0lNGSZ1YyyTsN7leAo4VQOwHP4k1EpW2OmnT7mEvibxLo/y6x4baePvNYPv/APHav2/iXTfEUTGx84SQkCaGeIoyE9P5GuojkjkHIx+oqC8tbcuHVU3MDuYdTWbkuxsotbMxHJkwckd8+1EMzkn/AGT1qzNaSPGwjf5ug3ccUsUW0YKhscEgd6V0XawsbkvubqOBjitCJyfvqMe9V0iHQocnkHrVpIVyApBPfmkK5aESjk5AJ+oNZWoeD/D+sFmutKti4/5aRr5b/UFcVpoXbGAevGD2qZo3KlijFRj5gOn1oQn5nMf8IHqGnoD4f8U6hZjtb3J8+L9eaaL7x7oiH7Zo1lrFuOsllJscj12n/CuuiZhjax29OTkVbE21AsijFVzPqTZdDjLb4k6Eji31WK90q4B+7eW7KB+Irp7PUrHVEElhfW92h5/cyhuPcdaszWtpfJ5c8McqkfdlQN+hrlNR+Gvh2ebzra3exn6iSzlMRz9Bx+lUmiWmdZc2wZxKeiHIArA8d6ZrmqeG4LTw75i3bzAuI8AlR6sSMDOM10N1OEtX574qjf8AiSy0a3Mt5OsaCNuSevSuWLs00dk1eJ4N4s8Kah4P1SzTUL2K8kvIWkaSMEYcH5lOevUc1T09hJCY/Xip/Hfi1vFXiL7VGpS0gBjgU9SM5LH61Q0t23EKQc13K/LdnnuylaOx0Nipiu7ce9emadCsWmQBuG5/nXnForC6gcnow4rsj4l0lNTfSZb2OK6hxhHO0HdzgHpnpxUvVDWkkbiKSHI+bjg470kaLvAZWX3Wm2zhA27uAN3rVmIrI4CsOT1WoN9xrQLsaRZBuH8O08j+lRKyueeD6VoBArEkjB6nGK4hXur7xnd6YdXubSLMnkiNA2WVCwX0A4Jz7VUVcicuUq+P7Z7yfSIEZnd2kCIoyWPy8e1Ude8E65a6Ssk2qxwxxqqrDG5YjtzwB+VM0fW5DrNnfatdSSi2jd4lPJLEAAD/AD2qfUdauNXkQSfu4U+7GDn8T71LTUrGsHHku+pykdzr+jriW1S9gX+OLqB+H+FY+v65Hq/kBA8ezcWR/wC8f/rCvQIQQMA89jXI+OLRBdWs4jVd8ZViB1IPf861i02c9SLUdGcg1bujutyoLtl4xgj27GsIxkdDTra5ltJvMjODjHPQ1o1c509TY1q93t9ljPH8ZH6Ct7wNoVx9uTU5kaOGNCYiw++SMZ+mM81leFNIh1W/Mt1NGUjOTEz/ADSHr064r1e3YJGBtCjGAB0GKiTsrI2hG7ux0ivLEpPOwYGB2qJSVwCTz0NXBhl4PHU561k+IpZ7XSGmhdo5BIoBHXr61mjR9y45ViRnHbI5H5Vygk8YaP1SLU4B3HLD+R/nV7Vo0t9Hi1PT9Y1CTddfZ908Sos5C7meIDnap+U7vUe4G/GSBiiXujp2nc5ez8eWbXBi1W3uLKTp03Af1H5V1Fjqen343WV7DP7K3P5daLi0tL6Hy721inB4/eKGP/1q5+98A6TK3mWr3FnJ1BjbcF/A8/rU+6y2przOZ8b301x4hmgdj5VuAiL2HAJOPU5rly5BzWp4j0u+0nVWhnuvtZZA4lYHLDpzn0xWKzlmAKFTXRHY5Jt8zudJp8Ul9FEq8Db8x+hrZna30y13Odqr1Pc1n6BNHBpEtxOwSONjljWSWvvFGrxW1tGzl22xRDsPU/1NS7tlK0VfqW9MutQ1nxVYS20TsYp0McaDOwbhkn+pr3hklQghDg9CDWZ4T8L2vhvTPJiIe4cZnmxyx9B7DsK6ExZxgHgfwmspyT2NoRaWpWUqVzjBPccGuX8WeIv+EfFk8lpLdQylw8kQ5TGMZ7c5P5UqX01z43uNLutVu7a2aUxxvHJGix9CSxcYxjPuTUVhPenU9Rtbya5k+zyGNUucb1wSOQOM8DOOKOWyuHNd8qKtj470jVJEi+3LbccLcDYM/XpXRQhSokjkjkTH3kYEfmKxL3wtoWqKxvNPjWU8eZEPLP1yOtYT/D9rB/O0XXLm0b+EP0z77cfypWixvmXmeixXDKMnnt1zVqBhK549ec44rzVLzx3o/wDrrW31iAfxRYL4/DB/Sr+m/ErSfM8nULa606fowdMqPy5H4il7PsHP3PRUhXcNo5z2OKtJGfmVi2D6msbStZstTBksr+3ugOnlsM/lW3HIHHzYwOaWo9CERMudmCfapHZkOCjAAdcZBqddrc7hz0zUhQkg5bA445pisVSF2HaQvf1FNO7YDuQN3AaszxjdXFl4dkuLWVoZRLGPMTg4JINcdr3/AAkujaPp15cale+bdFy8RXAixtKgnH3iGzj/AOvVxjfUzlKzsdTq13KkPB/5aY/WvGviBqNzd660M0mY4lG1R0570UVjh/iOrE/wzj271paKx89aKK7Hseetzq2ne3gMqY3IpYZ9RXX3PhXSNagSG9tQ0ipxcJ8sucZyWHXn1zRRWTOiKueZ2fiTVvDmpvZWd48lqkxjEU/zrjOMj0P0xXs9hIZYfOICsygnb06UUU57k0zWhYsME5BrzbV76bS/Gl7eW+3zY5m27hkcrtPH0JooojuOpsYkHykEDkcCrsSgjp170UUPcI7FhMjYQSM1Q8UwxzeHJZHXLwurIfQk4P8AOiiktxv4WecN1qzpVpFeara28ufLklVWwecZoorc5Ud5rXhXSl06a8gha2mhXK+S2AfqDmua0fxZq9pcQ232jzoWYDbMN2PoetFFZx1WptPSWh6lHM7QqxxkgNVHxRI39hc8/vV60UVC3Lexh6v4hbW4LeOXTNPt2gVUje2R1KoOiAFiAOc8Dk8104JAjAYjcuc0UU6hNHqWrdi24NzxmpcnbnPWiisjqOK+IkEYXT5wMSEuhPtwf61wMnKGiiuiHwnHV+JkL3ErW4gLnylbcFHTJ71e0TXr/wAP3ZuLB0V3G1g6BgR1x/8Aqooquhmnqe+eGdRm1XR4budUWRxyEBA/UmugiUEnr1oormkdkdjzHWdYfTfFWpxGysruKWbeUuod4DKOCCCCOpyM4PcGpdJvrm8u9RvJ5N88p812wOWOaKK0fwmK+M6CzYzqC4HKjpTpHZe+e3NFFZI3JoP4W7g5p1za2upRut9awXKg4xLGG/XrRRT6h0OQ8UeBtG07TBqmni4tJwCcQynbnHvkj8DXI6R4+8R6YUjW/a4iz9y4G8fn1/WiitY6x1MJ6S0PddEvZNQ0q3uZVRXkAJCZx+prcgGUzk5BNFFZMtHK+OpnbQJ4yflEsJH5mvOL/XNRvLGGwuLqWWCB2kXe7MSWx1yecY49Mn1oorSGxlU3P//Z", "info": {"video_id": "141515", "label": "tipping a can over", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "141515", "label": "tipping a can over", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "229f88ef710f14d2622932744dade5d87604c96d2f5a085fc0e9d02a317e50bf"} +{"episode": 72319, "episode_seed": 712565034, "split": "train", "timestamp": "2025-10-13T03:38:40.413786", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 712565034, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning toy upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 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": "62872", "label": "turning toy upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "62872", "label": "turning toy upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e6e4ccce49cdd70e4edd3606a6e1363044989e869812d74e743ffc8cfe71a48f"} +{"episode": 72320, "episode_seed": 3551161764, "split": "train", "timestamp": "2025-10-13T03:38:41.732117", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3551161764, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle 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', [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": "85722", "label": "poking a bottle so lightly that it doesn't or almost doesn't move", "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": "85722", "label": "poking a bottle so lightly that it doesn't or almost doesn't move", "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": "228020ecd3f775ac0d3105e72ab9b3a59689af66296e73ba8283997d04353672"} +{"episode": 72321, "episode_seed": 3173613028, "split": "train", "timestamp": "2025-10-13T03:38:42.471885", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3173613028, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "198308", "label": "squeezing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "198308", "label": "squeezing paper", "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": "784194d5a621ccd32ae673ae3ddc2052dd6c2f3409d7b7b5825bb3562a60053a"} +{"episode": 72322, "episode_seed": 2946409280, "split": "train", "timestamp": "2025-10-13T03:38:44.078433", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2946409280, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing thick paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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4VSHItQ8SKT0zXhGkXIn13ULn/npdSOPoWJr2PXdQOnaJd3CkArE7Ak9MKa8T8NQMkinq2M8VlV+E1ofHc9Ui1BbnSpbCeIS29xC0UiE9VI/Ssbwx4Z0vSrh3hiMk+MGaXlvoOwq7p9uxjViAK14kS1iaSU4yMY9a4lKysei4p6s4XxcVlvxGOqrzXIS6dHIpUHGfaui1Bmnu5ZCSSzE81S8qumCsrHn1J3ldGXb2EdsrN99sHqK991b4UeHdc0y3ktIRp10IAVeEfIxIB+de/wCGK8VmjKxOcfwn+VfUmn86ZaH1gj/9BFaR1MpSZ4HP8GvE8EzrFBbXCjO145wMj6HBrd0TwVqHhGFm1EQq12AVVH3FdvY9u46V7QjYuAnqhP6iua8ZBXawVv8Ab/8AZatLUTm2rHORL8oFePLdvdeMNWuZCPMN064Hop2j9AK9cmnFpFvxk54GcZrxPRlkvdanm43zzu/5sTU1fhLo/GeljVJb/Rp9Mm+e3uIvLcdDj2PY1reFdPSztjHHEqRJ91QOn+NZ+lacUjTevJ4rr7O28tIo42C5PO4dfx9a4b9Eek0lqzSsAIbeSduGm5A9FHSrkMyzr5gI/wBr2I61j3t75abc9BiuUvLzUdX83TdOMjRb/wB4qdXOOmfSuuHuqx5cpOUm2RfE3xJZ3ugXOl2qfaEVleaUNhPlOQoI684r5/uFbzASAB2wOBXu914A1y/sZLQW6R+apAdpBhSORnHuMfjXOR/BvxLehEkhtrUbss8swOPwXJNWmUrWPLguE6U0g17/AA/Amy/sxkn1eU3hHDpEPLB+h5P515B4k8M3/hnVPsN/EFdkEkbKcq6HowP4U9QTTPV4ZfMiBXOPpXAfEWcXd/YRK2RHvyB26VlzRrNJ8l9e4x1Mz1BBpkr3JPzsvYscn8acpKxMYts1fDsTu2EGSK7u3tdqquPmNYeg2f2Z1Ygc9a6yJd0okI+VRgiuGbuz0oK0SjcGS31DSj+6S3jvY5JpXlVAFXJI5PJ6cUzUI7e63iLU9OUHu1ytUvEmkWWtTxm4ileOEE7lPrjk+vQDNZkHgvQSpD2r7xyBnO4V0U0lHU4a8m5l+Hw/YMwM3iTSk9cSg/1FaH/CNeHJVMcniq05GPkkj/q1Yx8FaEXAFgAMD+MmrUfgXw8U5su/3s8VpoY6nqUPiDRYoUQatYFUUKCblOcDHrUUfi7w/wD2nIr6zYJ5cWCxuVAyT0688CvPYPBOgRuM6VC5XkZ5z/Q1iTeArMXjuPliJypEY/KqTE0d5408UaPP9hNpqVtc7fMDeRIH29OuOnQ15xrmrNf2slvCjHzV2j6HvSaj4Wt9OMD2/wDy0zuAGM4xitXStHQ2+8qQ2eP/AK1RUqqOhtSouepmeG9Le2lWTafQ16XpNtvYSYGVGKp6VpiEAFR0PFdBbwLaI+7owzXC5c0j0IrkjYr3viIaLf6PKBtgmv0t5yTwI3DAn6ZKnj0rr9V1ew0YYvruGKQ/cjeQKzfQE9PevIPGVha69cW8UpZltSWAjOMs2OfyA/WsW98OWep6g95qhvLu5fBkeeUsxHbk11wilE8+u+aZ6heeKbC+mVpdQskVRhQJ14H1zSR6/pCqc6rYj/t4T/GvMx4J8PgNtszIMZDFiKdH4I0HaWaxyRztDHmtU0Y2Nbx94ijvmt9Ns5kkt1AmkeNshmP3RkdcDn8a4G+tPtdsEBAYHIzVyWzmtflkt2hA4C7cAD0FQtIEXJPApXKWhgtos880UKeWpLfekkVF/MkAV7XJ4ptfK2QMZG2nowA4rkLfwfHe2sbX5xI3zeWVzs9B9ajtbFY1/eISvQt6GlKfIjSEHUZb8Q6rcav/AKLGSVcAP6Aen4/0qLRNKNvdo7qfSuisNGCwpNsUk9gMgitVNNUR5VBwMg45rlqVeY7aVFQRJbRKfLRB8nOT6U7WXEWnyqyK4KEbWHBPqPcU60Jhimd1PHXjtVBop71Zi+4oAVDKcjB9f0qIRuyqtTlizh5IckmgW3bFdta+GbJkb7RNMXBztQYDCrEvhbTZXA2TqCACFnI/lXXY8088vbYpbyZBHyH+VfQGmeINHXSbIPq1grC3jDBrlAQdo4615+3w+8NzJ+9tZHOc7nlZv51JB8O/C0TgnRLdyvPzc5+vY1S0E7s7weL/AA6NRdH1vTl8uL5ibpAMkjjrz0rlvHPjHSAbA2N9BfH94GFtKrlfu9cdO9cbcfDTT/t8kgwsRO5MRL69Ko6l4PttIEMlqMCTO8qoHI6fzNVKVlcIR5pWItS1y+1CIx2/DOTgZzt7daj0HQHtpEkC8rXQaLpKmB3ljAYnAPrXTafYIpGQOvQ1x1KzloehSoKOounw+aVz1Xke1Sarrn9jWj3axhjbvGXHqu9QT74BPvVxbdLQF+gIxzXJ+JLC18Q232Ofe0KSK5CHBYjOAfpmppq7KrTtFm7rDW41Oa1N9aw4P3pZlXAPIOM88Va0KTw/odu8aaxZvJK26SV7lAWP0zwK84/4V/oTTl7i3uHfOX3vyR9avD4deFwrbLFpBjIZnI//AF12Kx5mp6mniTRApzrOnAD/AKek/wAanj8Q6Kw+XV9PP/b0n+NeTwfDnwy2N1h36B81cT4ceFwxddMjYdSrE8U7oLM9KufFGh2ttJJJq9gFUHP+kof5GsjWZvA/iPTIrPVtT0pysYCP9rQSRHH8LZ4/lXEap8PNDl09YrHT4baQHduVAS/sSefwrNh+HGmbVR8E+hjAwapO4tUcpDp7wHDR9ONp7/jXSWemKLZJAeT6jFaUOmC4cyMu1VGFLcVdKxxx4G4sPbtXDKdz1IwsQ2+n4i4GMYNTzEW1sQxGR+Rp6XawgZOOK57X9TEsxVT8mAPqe+KUIuTCpNRQ+CV5XkaNHOOcd8dMirga2Me6OV0mU5JYZBPvXPWmrT2cxltiOeqk5BHcVduLmCSE3duxEpwZIwPl9/wrs2POeupqqZIyDNuyeo9j6VZjZozvGNhHy7Tn8weRWda3hvEEfmHIUeWG/hI7fSltCxla2yhkXIJLDH1zTEjdidZFEiKc+npTkAkLA4MbDGCelUIJpUDIybiOgz/I1j21xdah4uudOOs3FvCwk8kxoGJZU3Bfboefb3pjv3NttMFxcIHIaFMnJH6Vehto4YcRxgoRwT1+tc/4L1S51FbkXly8wAQpvPTOa612VctKfl29+1cNd++zvoW5ENt8wD5sZBpZ737Q8ECNjc2Gb0BFVGuDPgrgD+dWo7WC0gNzduVaKNpCoPAxUwWpcmcdcytLeSStucs5+Ze2DV5UWNgt4sip1UjODxwRWPHNGwKruDHBGW6HvW7bagNQg+x6mQsajMUq/eHt6V29DznqyJo3VysMpeJTknHK59aWPLjauDIOBubbx/j9ahWd7K+mt1lbIGEk6bl9D7Ut6hUJdKwMB6j0JqiC6rxyqIJ03gjHzAdazD4YtE1aK7QlY0ywhPK7+x+g9KtL5kaJMoG045VuT7kVX1++uLfSHktpDBLvQKUPDZPP0pFG1NF5iK6nEgHPfd9f8aX+xxcXBKL8qj5sDqf8a5fULqS30aDUbDXNQlVrn7Nm4iVFnIXLPF32qcKd3qPcD0iFQkKiPCbgCzKOa58S2rHVhdblZbZLa1VTtCrxgev/AOupUnQLg4wRzUdw8eSwxtyfyrm9S1QoTHEcsDiuVJs627Gjqd8IrnyIf9ZIAVwM85xT9MWQQERRyErhmA68nkj8a54rcWxN3eBkMg2IM8+vStDT9buLKYzWmCGxlGOQR3/z71204WRw15XdjpAbZot8UzpOhydwyCfemjzojmYtk8FfY1UupraS1N/aSETHDSQgfLz1+g96tW9yb2IIsnOwGIN/CR/D9K1OfYnR2jO8Y8sj5drZ/MHkVcjdZFEiKc+npWHbK3mvakoZUyDubg++avQTSoroyAkdBnn8DQMuqokZgxBjYYwT0rOn03zbiIOwMK5PzD9DXNJqtxceNrjTbjWbu2tHl8uKSOWNFj4BO4uMY68Dqa0fDd9ey6jqtnqFxcyC2l8tFucb05bg44zwM1Fa6ps1ote0Rtxwxwx5jQbSD96nRgwglj7/AFqaSRY8vKcKFJye1ZM96bhQEO1e2fSuBK56DdhdS1LzIkhjPzGQZPoOax5D5c5X55ACRuHUYrTFlb20Xn3rcqC5UHgY6VzgvopHfbuV2O4Zboe/4c12Uo6HHXZ0iKiEC9Eqp1UrnacjgikkjkVykExeFTknHK5qK01cajD9i1MqsajMUq/eHtUUd09lfzW6ytkDEch43D0Pt/OtTlsWkLONi4Mo4G5tvH8s/WrcE4JWJ85x949jWZfqVEd2GBtz1A7E9fwGKkTzY0jmQAq2OVbk+5FMaNZjhdo+U9jUc8BkRZFIEoXn/ax6/wCNYfifULm10R5bWVrebzECsh4bJ5+lY2rN4k0TSdMvLnUrxJrvfviK4EIAUqCcfeIbOO351SQNo2YkDwxhhkbQfrVW4c+a3+9/SiivN6nq9DDvJXLkbjgVl63EsMdmUzlojIST1OSP6UUV10jjrbGQrHe4zxjOKsW8jBzg44oorY5i5bOyXaID8rN0/P8AwrsNKtoLiySN4l5ZvmAww4z1/CiilIESrLJK88Urb/JX5WPBxg8HH0rgbvUrjSvFFxfW2zzklbG9cjldp4+jGiiqW5L2NXwa7Rx3SqeA8Y+vWug1C6lkuxGzfJnoKKK46v8AEZ3Uf4aC2uZC5JI+TOKq67qFw4ERf5JGVGHqD/8Aqoop0/iHP4WYQJSNtpIKKHB/Hp9KtlmAUgnJGfx9aKK6WcaJJmZ7WNyxBCrtx/CNpOB7ZrR0MLcSWrzIrkylSCOMdKKKOgPc1tRUabGLi1AQyZV0wNpAOPw6dq57xgAmk4HRnU49OT0oooiJ7nPap4lk1qOBJNN0+3aAKkb26OpVF6KAXIA5zwOTzXrEMrlWUt0IwaKK58X0OnCdTH1i4kjjCK2FZ8GqNgF8yVyisYwCuRnn1oorGGx0TMPU76e4n3SPny87cfnTbaZ/Mddx27dwHpRRXdH4Thn8TNewuJPNb5sfITx9Rn8+9aNo7LqMcQJ8t3IK+mCen5UUUyTttOsLWfTljaFR87jcoww4z1/CqQlklknikbd5I+ViMHGDwcfSiilHqJ9DzDVdXbTvEGpq1lZXkc1wGaO6h3gMo4IwQR1ORnB7g1r+Fr+5vZ9Tu7iUvPNLG8jdMk7s0UVNf+Gy6H8VGtqt1NJeiFn+QHoKz4byZpmJb7hO0dhiiiuSGx3yKes6hcSSiNn+UkAj2NYhmkRDtYjaAwPp/wDWoorrp/CcVb4i/BNJ8vzHJGfx9a03kd7SJixDBV2kfwjaTge2aKKoz6G14fC3RtZJkV2MxU7hkY6dPwrZ1JBpsIuLUBDJlXTA2kA4/D8KKKX2g6M5jxyNmhbR0aVD9PmOMVxE+valfWENjdXcssNvI0i73ZiS2OuTzjHHpk+tFFaRIZ//2Q==", 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", "info": {"video_id": "119266", "label": "tearing thick paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "119266", "label": "tearing thick paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "458e82ee884bcb2a8bbda3211a5e1800bdc7a75bd4432f8bbb64b02ea75fc170"} +{"episode": 72323, "episode_seed": 4118417041, "split": "train", "timestamp": "2025-10-13T03:38:45.302219", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 4118417041, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 jam'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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8zrfAvNvfnAHzr/I1z3jgBteIP3TAv4da3/AwIt9QB/vpjP0NYPjtD/bgI6m3XPP1rD7J0L/f5f10RuaxH53hyWMj71t2/wB2rEPhRrXfDZXDJJcR/clGVk47HsRSSYm0qMfwvAB+a12unRxalpiAMBKmCD3Rx0NUtTzVdXXmYnh5763sJrbVYZMW8gRZSM4B9fb3rp5bNUs2KggNySvb3qwCqxJO6gnbsMZH8XcUhuIrOGNFbFvI21GPPln+6fatFdG8qilq9GZcrBrhLCa3Se3uEb7Sp+6E6ZH1P8q+dPiP4Tk8LeI5rXlreT97byf30P8AUdDX05a2oMM90RhphkD+6o6D/PrXE/ErQ18U+DHmiTdf6avnRkdWXHzL+I5+opN31K0g7I+XxlJlI9a9R0H/AJA0HH97+ZrzV48y8Doc16ZoS/8AElg9938zWcy6j/d/Nfqc74fwdbfjoj/zpfFQ/e23phv5ijw//wAhtvdH/nS+K1O+1P8Avc/lUrY6J/7wvQniXdoUa+sGP0qv4IOwai/91UOf++qtWPzaVbDt5eKr+C1Jkv4QPvvGuPxanc5pfDNef6nqXhay+VCy89TWn40u1sPC10MDdJiJB6kmrOiW4htx61xfj/V1bW7HTpctbRsJpVU8kZxj8s/nUU1eQ29DsfhT4c+z21xr+oKXur75YTIM/us8n/gRH5AeteXfEHwwfDnia5tUTFtIfNtz/sHt+ByPwr6Utmt5NOtpLPaLYxqYto42Y4x+GK5L4l+GP+Eh8ONNAm69ssyx4HLr/Ev9R9K60zOL5Xc+e9B1GbRtZt72M7TE4b64Oa6Lxf4um12ztdNhYpYWIYgbvv5JwT9AcD/69cm6l5vLUqCehJwKoXM5JYKSEbGQabdkdCpqcuYdpOovpuuW14pwUkGfcV33hHD+ISduP3TmvLXy2SO3NemeApmn1OGU/wAVs276jArnlujWVlTn5ou+O+RZjtl8/pUmlr/xTtuvcxkfqaj8cg7LIg87n/pUmktnw/aeykH8zR1OOf8AukfX/M8rIyQa3dDsG1SQW0alpCQAAMmsqKIunTkZzWv4Y16bw1rcOowKrSRbgAw45BGfwzmtI7nXO7joXre4u/CniR43+Wa0mMcgBznB5r3K38QpLCJo33QXSAoR2bFeA67dC9mS+By8gxIfU+tdR4I1aS5sLjTd2ZIcTQjPYHkU5aO6KoRjNNS6r8T3DQrzbYLC7fdcj8zXGfEPWl0q0uZQ2CeQPr/9etG0v/LgllDYV1Ei/iM15t40vv8AhI/EiWanMEELTzY9gSBWt0lc8eUXKpyspeAt7fa2cfvJFDn8Sag8XsF1xevMS/zNaHg7G+7boNi/zNZvjLDauv8A1xX+Zrjk76nrU48uKt5fob+tndot1gZzEa5bw0MS3QP9xePxNdPq7f8AEiuAx/5YH+Vcn4ab9/de6L/Oh7mFL+BNG9ZxiXVbgDqYR/7NXpXha3VII4x/CoLEetecaZGX1Z1HUqoJHpk16noEDR4OO1ZPdm05p0qceyf5nXSygWqj+6MVj+HNQS61u5COxBhHBPAw2OPzqt4k1hNK0O6unPEafKM9Segryaz8banazbrDZbts2bgNzYznqe9dVPUwfwvue8a1rNvokPmygBHb5mLdCf8A61chrHxA0KTw9qdss+6eWN0jRFJySvBz9a4G60zxP4h02bWZxcXECkfPI33u3yj0Hr0riZ2aOTZI20ZwSOcVqlZEXUtEad54guz4jGqJMBdAiQSMM4ZRx/Kl8LXzT6vrbSEs09hIze5Dqf8AGuXu5yJTsfIx1/CtLwpMI9emUNlXtJ0z6/Ln+lROV0zaNLls/Q9W8ByB478DrlDjPPesrx0udYjJ4/cA5z7mr/gTi4v8ZA2p/M1m+PmH9rw4xnyMH/vo1h9kt6Zg/wCuhv25H9k2menkp/Kl13UL3w7rNvfWLNggiaLs6j+tQWj7tGtDnpCn8qn19/tlyyoM+XEcnHrRzWaMcLSVSrOD/rc7zRNUOsO7+WhtnRHjkU8Pxz+VaV9pkV3CqHja+/jv614z4Q1a+0aaKSPzGgjlPmRZ4Knrj3r3KOVJYkkRtyOAyn1Bre5hCjKEeWeu5TnLCJY0yDnGB6YrKmeOzuYgR/rAVYY4I/yf1rWnH7/eOgH+f61y+tXR+0gj7q559B3NWlciT0sj5w8YaQuheLtUsVGIo3LRf7jfMv8APH4V1mhZ/sW33dgf51Q+J7Jd+Jra6UgmeBVcj/ZY/wBK0NGYf2Nbj1B/ma52bt3o381+pzOhtjXmGB0cVN4qH/HqSR/F/SoNG/5Dwz/00/rUvitsrbYHdv5CpWx1z/jx9CbTSP7Jtz/s/wBaf4CjMms3gHRXBwfq1QaW4Okw+wI/WtT4cR51jVT/AHXX+bVLehglrJf1uex237qyB9BXjHiq6N34rvZP4UIjB+gr2G4mEOnbvbNeDXDz3V5dSKjNumYkjoMk1VFakvTc91+EXiQajoLaPO4+0WQ3RZ7xH/A8fQivQ85HBIx09ua+YfD2qXvhjWLXU4kzsb5lzw6n7yn6j+lez+J/ErX3h21tvD7/AGi+1lSlttPKR4+dj6YHyn/61dLRi2jxvxVFpOoeN57bSmFvZSXWHmYZVcnBIH93OcfX0rA8Y+H28Oa09orM9u6iSCRurKfX3ByDXeQ+C5YbuazKBQINzyTDAUFQWkJ7Ac4+lVvF+ntcWS6Vey77q1Ae0u248+Ijv+WD6EA96H7ybOhy9hKKb3PK4YvMJJOFA5Nd78OpxJqKYBVRHIq57gYrC0PQv7Y1NdOgk3Rj555l6BR6V0fhKBLfxBDHENqqkg/DBrB9DVyU4zt0RqeN1LRWeAfvNz+ApNF/5AEHP97+Zo8dMPJtOf42/kKj0Rs6DAPQN/M0nuc7/wB0j6/5nP6Hocup38dpGhLtJtJx6msPV7I2erz2e4Hy5GTcOhweteyeF7K08O+FL7Xrr5Z3Dw24756Z/M/pXjOrzma6mlJyxbk+tbO1rmtOUudxfQrGcbWiByvbNXNA1V9I1u1vFPyxyDePVc8j8qxPM+apFJJ+tQzo6HvGqXQ07TTGrZ8tnRcd0+8v6NXG6JaSrpOrandIVnuQygMOQoH+fyrpPDEba5bWElx8yxWyiXPdkyo/QCo9XlH2bVEQBY0jIXH05qefSxxyhrzdTA8HsRPdr6qv8zVHxg4/thR/0xX+Zq74R/110T2A/mao+MAP7VU+sIH6mo6HWtMW/Q39SAk0eYdcwnH/AHzXHeH2K3soJxmPp+IrrpW3aQwPU2//ALLXGeErQap4mNjJqM1oHhlMZjTeWZULBfQDgnJ9Pena7OalpTmjvfCsIn1adsdEUfqa9VsYhBbjFePfC64nvbu+eaRn2rERntndXq+o3yafpckrdFQmspfEQtjzn4k621zejS4n/dQr5sgB6t2FX/hL4Z0vXJby81D989q6hbc/dOR94+vTpXm19f3Fzf3VzLnfMxLZ9D0H8q7D4Xa+NE8UQrK223vB5EmegJ+6fz/nXVBWVipJKNz3nVtPTUdCvdNChRLA0agcAHHH64r5K1DfFPJG+Q6kqwPYjrX1pPdeXISzAf09/wCX5V83/E/Sxp3i65lhH+j3n+kR46An7y/g2fzrRppGNGrGVTlOIlO761o+GSRriEdopc/98GqkNlNcthUO3bknoAPUnsK3/DdlGNRYQssrCCRndVOEAU9z1rF7HfOcbpHovgOQNNf+pRP5mqXj5QL+2cDrG2fzqXwSSl/dL6xDj6GqPxQmlht7OSJyjZYZH4cVH2TKo7Y6/wDWxq6TLu0K0yckJj9TXSaZo8/2maO7HPO8noTXmVzL9h8MW17pmt6hLF9pNuPPiWNZyF3M8Q67VPynd6j3A9o0DU7Dxrosd5avslUBZo88qf7p/oaHF3RnTrSozm0viMuw0JIR5CAAs5GfbNdjBOlui2qHHlpgL/s9M/hUdlAiSk7cFBt5/Wor2aPzBIrASAlVP4dPyreK1FWrOolYuyuVgLN1IwQK4TxTcrBYOUbE0a8/RuK6p5WeRYycIBwPUcY/WvNviDeC2LNuIAQE+45xWhxxd5WPJNdvWvtXQAkrbxbM+9dPohI0iAegP8zXJiIDSFunH7y4mZufQdK6vRf+QTb/AE/qa5pbndJJUFbuc3o7ka+M9/MH86t+KBut7c+jkfpVHTjjX1Hfe39aveJcGzhPcSf0NT0Nqn8aJFpJP9mKB2Yj9a3vhmn/ABNda9pE/m1c74Pis9S1uPTNRvrm0gnk2rLFLFGsZ6ksZOMYzwOScCuo+HlrJZ+I/EtrIs6tBcLHtuABIMM4+bHGfXHFKS925ntOR6Jq7Y0mQBuiMf0rz2Cxi06VIZ0JkZhvR+AR1GTXfajmW3MAHLgjHpXD30eDLBM2ZUPyuT1FVSdjnxCukXNf0Yrp0TxyLIZyG3KuF3+gA9Rx+Ap/w/vm0zW0twnmyyrtR17HJzH7A9c+oo0XxT9jjhintlmS2c+ZvxgxkfN+PPFdFpNtp2hG4lhYO12xlhmwQREeQCD0Pr9KdfExormlsZQSVKUZb9C/4tSd7JnsboCKRl87YNxYg8AnsijJwOSxFeReL9Zv9TlSziZnR2bEzckjPIB9PXFdfcXMmt602nWU8kduT/pTqcDHoPc+tX/HNrZQ6LaLBEkZhZUQKOi+laSqxlH3S8JQba5yr4O0W10jQoni+aadA0kh6n2+lc54YkU+JF9dsldrowxodpzgmIVwugfJ4kiOf4nH6Gsm9Ub0dqy/rqaXjdR9ktmxyJCD+VU9AkP9jAE5w7ce1TfECR49EidHKsJ15Hbg1l3+i614Z8NaZd3Nxcxy3zSGWApgQYCFAxx94q2cdunUGi12RF3w/L5nonxTVbKxis7dRHBHnCD+deEzsWLZNFFaPY6KRQPWrNqN1xGD0JooqTZnvXhSNbXwe0sQw7Bsn8K41bqW4sdcMjZ25A/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", "info": {"video_id": "58437", "label": "holding jam", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "58437", "label": "holding jam", "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": "0e426b1a0428617f15b94598ce40c52711b29e9d33bd93c5766d84cec368e573"} +{"episode": 72324, "episode_seed": 655503496, "split": "train", "timestamp": "2025-10-13T03:38:46.335679", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 655503496, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "42692", "label": "closing door", "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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SWQnd1CAV3GrOVsjn+7XD+E5NoXnvXVa1cgWR5/hryq7/AHjR6VJXgjza7fMzf71YOtv8iD1JrXmfdIT71g63Jyg9/wCtdVFEV3od38KkxFq03/XNP5mvULRvkFea/C8bdA1GX+9cAfkv/wBevQLSQ4XmtGc61Ojhf5BzXzx8Q4/J8X6ymODcbh+IB/rXv0EnyCvC/iqgi8bXx7PHFJ/46B/Sq6EpWZxEJPkRHAIAFeu+FJv9AA/2a8bhuNqLGR7Z/GvVvCkmLEc9q5cb8CN8Ha7NfUH+Zq5q7f5zW5fyctXN3Mn7w151NHomTftm4T61j3J3SN7t/WtK8fN2KypmBk5/v16NFHHWZTum3XjfU19C/BhPI8Jx/wDTRi/5sa+c5ZM3LMOhJxX0j8L/ANx4btI84Jt0b88n+tdsVqjzKzvCR6tG25AafVW1kynWrVdB5rPEviYPI8YzMOPMijf9Mf0rhfOAkf8A3q774wjyvElm/wDftB+jN/jXDaFarqWsxwyAmENvl/3Bya46yu7HoUWlBNjl0+e50+51BP8AVQOqv+NZ2p20+n3v2W6QpKjDKn3GR+hr0bT7CyFg9rHMIUndpjG3O5A3A/DivO9YuZdY1+aYvnLnk/3QMCsnBI0hVcm0UZZQBzWXcvuYYPer09i24lpKptaYIJccUlGxo5Fa4bao+lY9y2Sa0L2UFyB9KypmyTW9KJhVlofSlpLwOa2oJfmQ+9cvaS8DmtqGYYU5rY5j5+8WIYPEepxH+G6k/maw4LkI5zkA10nxCj8vxlqg7NLuH4gGuPpxRM200ba6lCZ4RyNuMselbMepWuP+PiP/AL6rjG9D1pBVrQzk7vU7q2v4JL6IJMjHPQNXq+nXG3TuD2r5/wBCH/E3g9jXtVrPt07r2rz8Y/eR6GDXuM5/xVcFsrnqayfhuwTxY7k8JA/P1IFJ4juS0h56GqXw9gN/4kltf7RmsjJA+xok3F2ClgvoB8ucn0963or3TKtKzPY45Qbp+fStm0l5HNea+DNTur5rl7md5cBCu49M5rvbaXBFOfxHVQ1por+P187wHqY/uBH/ACcV85Xb4lJr6P8AFB8/whrEfraufyGf6V82XRy3WiO5NbSJPa6iYNvy7iKuWOsxRs/nAru6bRmsVR+FIRz0x7VrZHK5yset+Eb+KZUaNup710+t3H+iNz/DXAeBmIij46V1WuzYtm57V41b+Mz3aP8ACRyMknzE+9YWrsGVWJ5zgVpSyYzWDq0hAQA85zXfRXQ5MROyueo/DeUReFZQer3DN+QAru7SQbRXlipDpXhKzvNG1m/eA3TW48+FY1uDt3O8Q67VPynd6j3A9GtJflFXUVrGNKoprQ6WCXMYrx74wx7PE0Ev/PWzX9GYV6lBNha8z+Ma7rrSZ/70MifkwP8AWhGjPJC2JMjqDXq/hKUnT1ye1eTuMsT05r0vwnN/oK4/u1jjV+7QYF++zevpevNc5cSfvDWnfT5JrAnl/eV59OJ6knYo3b/6UDWXIdzZ981buHzcE+1VF5Br0KMTgrSM+ds3D/lX0d4DlENhHCesUMa/pXhHhPT9L1nxRHp+rXM1tFO+1Jo5Y41jOeSxk4xjPHUnA71634Da5i1jXbO4e4zayrEqXGA6gFhhscZwBnHFdijZpnlyqpxlE9jsp+OtaiSA45rlrK4KkAmtiO4ztwa0RzWPNPjemyXSJsfeSVM/ip/rXHeEYGjgnuw2GlOxc/3R1P8An0ru/jRbvd6TopjGXN2Yh/wJf/rVj2OmLZ2EcAx8qgVz1V7xspWp2INYnHl3k0SgTFRHEB05P+fyrzG4d7eRlJIYEg4r0XVl8hdxOc+vavL7+6EsjP8A3mJrKSNKMtRk07EZLH86oyzse9NkmyOtVJJKIxubuQ2aTJqq5p0hJ6da6LxJ4KvfDfh3R9RvBKs98ZPNhaMgW+AhQMf7zK2cdunXOOqETjqz6HrVqxwOa1oXbjmiikhnjXxK/wCRyu/dIyf++RXGnoKKKqJnMVvuAUgAPFFFMg0dF/5CkXtXrMTt/ZoGaKK8/F/Ej0cL8DOG8QMd781meGdSn0jUmv7bZ50QO3eMj5lKnj6MaKK6qPwnNW3O58CfKbsDoBGP516DbMcjmiipn8R24f8Ahok1P59D1FT0NrLn/vk182T8Y+lFFVDcnEfCRj7u7uKXGV3HrmiitDkR33g0kQxkelb2vO32due1FFePV/jHu0f4SOMkJ3ViascTL34HFFFehS3ODFfCzq7/AMTPr1hYpLpWm2phjVI3tUdSiLnCAFyAOcnjk816baMdq80UVdbdGOF2Zr25OK4H4wD/AETR2775R+i0UVETplseQEck+9d/4Xc/Yxz/AA0UVnjPgJwX8Rly8Y881hzMd/WiiuGkelMzn+ZpCewqrGTRRXoUjzqgaTrraRcTxHTdOv4ZpFYx3sHmBWXOCCCCOpyM4PcGvV/h5fXGo6lrF9dSGS5uXSSV8Yyx3du30oorr6I8vuenxMQQa1IXbA5oopok5/4hndpGlMeSmoxkf98PXPQTPJGdxzRRWFb4y1sYniZiLKQjrsP8q8hLFlGTRRWZrTK0hIzVVic0UVrAqWxG5OM1pah4n1fVNHttLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1ooraJyVNz/2Q==", 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", 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", "info": {"video_id": "42692", "label": "closing door", "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": "da215593c5f0a5249be44056137ea1d68b13f2e8e5a174f56587cf7fe80782a2"} +{"episode": 72325, "episode_seed": 447918675, "split": "train", "timestamp": "2025-10-13T03:38:47.792363", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 447918675, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 binder clips next to 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', [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": "100654", "label": "dropping binder clips next to cup", "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": "100654", "label": "dropping binder clips next to cup", "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": "84a876d1507c97f1acc639b5be6e5970380f0f8fb35bf583d185b5464ec5be05"} +{"episode": 72326, "episode_seed": 3039958685, "split": "train", "timestamp": "2025-10-13T03:38:49.348532", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3039958685, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick cool drinks bottle up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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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3K3h3RJjqBcElInV9xBHHpn14rrorRbcXIEKx+bKXJDZ3k9z6emParlnZtpWgxQ43zBdze7E9P1x+FR3TttI3YwANwHeqSHcx59schwx5rlfF94E02KDOTNKB+A5/wrbu3KXDFmbaemetcP4juWutdSEcpbxj82/+tWjdoDirySLehIGu1wMAYArV8UXQgtFDErskXcfQZqt4cgO9XI+X71QeMHMkMkXaUdK8p61EerJWhoUb7xNJbzfZtMto7kqNsju+IwfT3NbFrMbiwikZNrlFLqeqH0rh7WBoIDabCkisPm+pHP0rvvFGkw+H9T02W1YmO6UiQ5yGIwd345rr5Lo8qpNQkk92TRBCZGYZxVS92i0Z5BtLDgHsasj5RG6/dYcj1OetP1G2We1J3BSBuJPapS1KOVvMuUTIyByf73pWVDLJ/aiSxJvaNwQvrir058iGRg4JbhWHQ1V0fjVIA7HbJ6CulK0TPdnUaxdSeU4bGyVlKEeuRmvY/M+UfSvH5HN7e2sTR5TfgY/hX/OK9U8wbfwpIbPMviBKJvGEKg5McMY+mWJrp9CZV08SqfrXF+K5fP8AG90cfc2L+S11+hA/2WB684rzsbqz0cJH3TL8V2ou4JAfuSRtG3tnofwODXIyfEoPpSWUVpKdUCCIH+HeOC39a73VJNykBRjGDXFz+HGtzJe20MRlyWyR2pYWsoKzJxFHndyjp1mNM09p5iJLmTLySnqzH1p2qXr3Ogs0igFbYp6EgZ/xqZj9ohihfIJG5/pVDWJANOuQFwPLIArtppyfMzmrSSXKjzuX34FRMtTz9Mmo+o4roOUrMvNb/hiLfJO4HzLtx+v+FYbDmug8L7livCuM5Qc++6oqO0WaUviR1SIzzQhQyjHDDt3Nei+ErWO2sLq/nUZZlVHI/hHf8zXFaFbJMHmvbsLbQxh5W7Ad6deeKLvWNSjitZzZ6fGcW8Y43AdC31x0rKGh0VNVY7nUdRubuOeGB/LiZCo45Pua5+GdtjLKv79DsXHetiIh1GM9O9WLLRvPv/tDY8rd82ex6VoctyPTtLcWomeL5T+dOnR5JAjcqpwAvU11CXKQSx2nlcMxUBe1VreySKWW7nTaFztBHU5poGZt9ax6ZZeVGP3koBY+grwz4gSFvEjDssKDH517RqtwZJGZjk59a8N8aSeZ4luif4QoH/fIrWKJOeZvbtUZPtTjTScVTEelxuv2ppZMncASSea2LGdWYSdEQfnWK0YEkhJyi8DjGfX/AAqxbSOtu0URy8jYTPQD1NclenpdHdQq20ZOD9t1FpGGY0YE56Z7D+tdZFOGjj3NyvauZt7ZbRFjPzbTlv8AaPrWtbSoAqnBJYYPrxUKNkZ1Jc0rlyS4eS7BjB2oPmFSm8WWNIG+87EuPbtSpyCD0zms9JQJJ7n+HkKPargrsylojSsYfP1FiBuEfyrx1J/+tXSeHtGZpZbnUQVy4aKMnlh6mq3hnRriVFmeR4Ah3MwGGZj2HtXQalPJFhwBvTCp61fxO4LREV9erLOWjlx5LFSmPvnp/MisvU9QWGLpvdcbwp4zUlzdrbWm4Rl5WAJKAcD1NedtPcah4yutObV7m1gZpTEI1D7mCbgvsODyfT1NVuI39TutypI4CEAlsHjGM1wUjtcXdxdL8wllwCPQcVSsjqPiOPy7jUnFtGys6FvmbI4A/Kr8UMlqYoHRlRQfLJH3h/nFTVvym1FrmOq0mQRwORwVTAqvrcXnwRSZzztNFk22I+pHNO1ZhHpiOxx8+QPWvPa989OT90yXjjuTOeQ/lLFu985/pUDX1xfTQ20jysyOADKfuIKswxCKLaTmVyHf/CrrQRhvNMS+YeCcV1Jux5VWMZT5matptaIRu+duQCf0NO1OYQ2Mm7lSm3GOp6CqkTnaMnZj9ag1W5D+TApyE+dvr2pxV2S9EYF3E900dsoA8tckD0zU2g2TPqaK6HCupPHY1Yso1bzZHHzyHI+lal/9o0jwlJqMLtDdySqquvB2ZOB+Nbb6Eo2LOyW2gZVyXDtlmXB69PpXYeaO5rybV72eDRYdQsde1GUNc/Z83Eaos5ChmePvtU4U7vUe4HpMtxthd8fdQt+lO1gvc8wubkXviO+n6hpWK/TOB+gr0fRwE02LPFeV6SfMmlkY85FemWE+bKIDpjArysU7yPWw6tBBqUQaUgHrzVdVCWrq69qvXRBVG98GsTWLkw2/ytzXNHXQ0kcz9xrgg9ZDt+lYeryE2U4znK4/Wta6YpGMH3P41z+pvm2kHrj+de5TVoo8WpK8mcrcJj5iRVdcgmrV4AXOPuiqhYgjHSrIGPwa6LwqAYb8Hodn/s1VPC1hpes+JotO1W6mtoJztSaOaONYz3LGTjGM8dScDvWrotk1jquuWLJPH9nn8oJcACRQCww2CRn1wSKmqvcZrR+NCPaXMUblZZTbM29ow3B9OK6Pw5p6X+oJJJxHAA5X1Pb8KrAiGJwcYYYrsPDGk/YYYHPDSQHeCMcNg8/pWUXzbm1T3NupuQQvLxEjMx9O1b6S/YLERqN7IMM5H8RqrHcLAoS3BUf3sckdDmpbWylnl2KGKF/lUnr71okcpPo9ncXF+tw7Hao+Zj6VZ1y8DsY0GFHStW4VNNsRbofmPLH1rj9SufnJzmtIxEzB1Kb7wzXi/iZ/M1+8b/bx+QFet6hLkH3rx3XGL61e5/56mtXoCRkmoyaWbIBwe9dB4i8G3/hvw7o+o3nnLPfmTzYWjIFvgIUDH+8ytnHbp1ziAPQNTPm6bZXD/NLer9olP+2HZDj0BCjI9RmqenMRe9AeO9FFRU2Nepp3DEgDtnFTWnzyQBum4n9cUUVh0KZpzu0VjMV6gHB9Kfo9tHc6xpttIuYnkBZfXAJ/pRRWtLqZz6HqLMUIVScA1R1Rv3jcA4QtyO4FFFD2H1OZ1CUxLFGiqBJGXJxz24+leTavqVxpPi69vLYr5kMpKBxuHzJtP6MaKKIiIfDJ8vTtUZfvRxLtPp1rcLtcWlu8jEnePp0ooqnsXDcuea6BEU4BYA0mtyN9ptYOPLLrxRRXnf8ALw9GXwMgdiH6961COdvbZn8aKK6WeeyvExZmBPGap6gSrzEdeBmiinDciWxaiiVdQtoBnZ5eK1vHqiDw2kaZ2pLEAD6c0UVpHcOhwut+In1mC2jk02wtzCqpG9ujqVQfwgFiAOc9OTzXpd7cyfYdRAwPKhypH+6aKKuRKOA0cZswx+8x5Nd/ppP2WIdqKK8jEfEz2KPwl+6/1A/3hXIa0zG8RSeMk4oorOh8aCv8D9DBvuEJzXPXxJibNFFe2jxWc9NwGHbNQIoY4PpRRQMk07XW0V7iL+zdOv4pXVjHfQeYFZc4IIII6nIzg9wa6DwzqFzq1/q+oXsplubh1lkcjGWO4ngdPpRRSq/AaUP4iOlsY0m1K0ikUMjSgMD36n+lejQqHtrLdyZZArH2J6UUVjT2Na25rSRoLnygoCKqqAK3/DqgW7yfxD5R7UUVsjmKepzO0rAnua4+/diWye9FFbx2JOevuleRawSdVvD/ANNm/nRRUz3GZMvC/jV6/wDE2r6ppNtpd7fTT21tK8qCSRmJZgvUk8428emT60UVKA//2Q==", "info": {"video_id": "108252", "label": "pretending to pick cool drinks bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "108252", "label": "pretending to pick cool drinks bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4ba56c31bd5a34ee98d3e70fb311f87eeff21f2598247709ddda6d286218b82f"} +{"episode": 72327, "episode_seed": 3959533815, "split": "train", "timestamp": "2025-10-13T03:38:50.868378", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3959533815, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing 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', [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": "26176", "label": "pretending to be tearing bag", "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": "26176", "label": "pretending to be tearing bag", "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": "9d909fd670c9f2ea936114fd585664cd387f5ea2aabd82fdd23f88b7f880ee16"} +{"episode": 72328, "episode_seed": 250186968, "split": "train", "timestamp": "2025-10-13T03:38:54.772888", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 250186968, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 eveready aa battery 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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Xg8+4rNkM9x5kjQNIACzY5GO+aBnH+J9Mgt9AitrVy3m3fmSFuT904H4VizeH21BfEF1DmKTT2VkQtjKgYYfkM1r67qRt5IJZYRJDHMGePjkD096ZeSnT7LUryW6iniv1Uo0TY3e5HY4xkVm0dlK7hzdjmNL1SUuEZzntW8NcaErl8fjXE5ImBjOPpWzpHhzV/EjypYoD5Yy8kj7VB9M+tSa8yS1O0tPGAjtHeX+Fetcl/b73Vy0skhLOSzGs7XtE8QeGrV01C1YW7dJkO9PpuHT8a5qK+I9ia6KWhw4iSk0kfRsZlvpgFk+dyVCFcneeMAD19aiuDJHI6kbhkpvDfnn3pbd1gu/scoBT7rNgsAw6cjBHPHWoJpwUlYmPLMflQk4z/L/69SZjFZmO0ckDAJ5/yacz3FvN8hdX6E9xUlpGd4kdH8pW6qOp9KnkizcmdsqoYENyMeuaARSvhIrhpmcyuAzFh1zVa/jY2sOPLQCQ4jXAYA85JHbirb+VHL5jHzxKWd8g56/z71Dew7HkOCp6fN+nPfigDm5JGjkLPkFWwCf4q0La44DOAS3IzkEdqgu4VD7FPm4/iHTr2qJY3R95J2E7Rj+GkMsy+FtG1O5M8tt87HLNGxXd9QOM1n6t8O7O4t5H0m4eCdB/qpfmRvx6g/mK6XTpV+bKkFF6r0P4VoI253zgKTuznsKVkwU5LqcP8N4rvTbnWbC8gMVyGhISQY/vH8QR+dd4DKkRlaIhCpJbvjP6f4VT8vOH2gpggtgg9eAe+B+XPvV2S4xp6yoz+VK4cDZn5gMHnrjpximlZWJbu7lZ51PlgMpRRg/SlErmIqF3BhyCOP0qOYkttyw6bgeDk/8A66twwqLGWZlXb0Unkgd6YEdvLA0TRC23ysMB92NuOenfvTotxcqX2BeuBngkdPfmlhV4IpJFgWSVtqr1I59vpUlvbnY0ylXKfKVPVT6/SgCGSZI7qRcFkVvlZhg49xTlcMpL5GMlRnrz/kVFdv57s0pDSS4DYGM4wBj8qijYxvuPCoPlUcEY9aQF75oYt6EEdRzmhb1I5xE0gLPyR3AxVC8v/stpLOccKSMjt6V53beJHk1eSRm46Ck2XTp8z1PVkmTzGbG8du1SLIssheTeAhzlO6joB6Gud03UVmjXBGTW5v8AsU8Yj+ZOC+Dk4I5HPB/GiLuOpBRehPdIbeQpHKj+WBuycjJ5yCOvFU8nzMKcc5OB3xU1xMFuZdjgbBhUEeCoHT2HvUdrA8rDahKYBIHUiqIGzxywqpAwxGRzjPpSXEMgtkknLlnyV3tyB1zj0zmtC5hNy6lY8KoxsPUY6VRmWHcZo3LSDYgyMj3oAr4ZrCceYEDx8A9ZCvOKzGVkcIw/d4yTngVt3EYlSOVITGD0wMgEZz9KyZEUKDv8xnPKLnAwe9AD7eUuqyHBUDHK9Qe9X4HBcFApJGNvXr0rPETmMFARtUsy+uKuWhAZAVyXORjAKn/CkI2VuSQqZxnnjjOPeuY8NaLd6J4k8R3cpWSDUJoniIY7iBu3Ke4PIroWfMqlF+VSeTwfSlSNPOlJcboowR35yePT/CmIurHCsTuXZWRd4BPXJwMDvjjJqlMWC7ZChAPUDv61Il0fsUquTGynCsACFU9vUHiq8jeZtVSWATIO3A/D26UFCCN516E4BYjHT1NUFjuJZjFGXC9TsOOO+fwNbkMTQxuZIiWkGA+QQBWfc2yxQyiU7WlQqCo+8fpQByWo2azyvHs3bgRtzkE9M1zV9o810I7FbhdifOrAcDOcg16F5MfmyW6R+YuSImAwc49fes59PUOBuWMMScsMYpNXLhUlC9inoOhaRZwoslnHNM64bzRvP1x2rurKK1tbdbaKCKNV7RjaB+H5Vy9mAJidrEf3j16Y/Ktm1MgdUkIYsNwJxhh6UWIbbK3j2JJ/hzrcUmdqWwYFeSWVgw/Cvmffg96+tp7O21XRrqznV/Juo2hYY/vDnH6V4Pr3wm17SYpJ7YJf26DJaLiQD3Q9fwzVxdiT1AXWxklCZOcnLYI6f5zUKEiVBFtO5hkA8g5yOvb0+lQqhlg3hSQB85bjAHQDPtUqRswWX5QScDb1GPbt2qQNvTJHFybaUhftAIZz1HOeO1S3StBEYJgQZFyBjGRmqlqgW4WabGxW/D9KlvbiS9vMtHkEbV2jGQKBoyLlPmGJCqdAScnnrTmmUhVdmaEfxE5+lTbI1OZUyegHpVa5aMbAYyjEnIPH5CgLmVIu6QKzHlsH/Gp763gV/MtyyAoCV3Z3sOpH+FTRbPP3Mgkx/AvP60s+WKRRxssijLKT39aAuR2shiGQRjPB9vetUSCGZNxRWI5AHI9PrWGm5CV2gPvO7046fWs6KebVvG1zYDVrm1hIkMJjTO5lTcFx2HBOT6Y6mhIR13mbDNalsDzNxHTAwD/U/nUAkXyFSCTaQ5Zto56c/wAv1rmfDGpX2oNO1zcPM+1NjOfuk5Oc1uCX5mbeQc/KQMYI9aLAXIJI5GL43EsOSeMc5z39P1rdMcJjhmhX5GGCwBA3egHpWFavticGNSc5BwOv1rodLdIdMk+1MPLXJReQckd8UDKl0zwyoYdyxj5iBjqO/vVKzuVMzBomZCpyd2NuTkGnyOxUFiGXuT3piQTjkMAGx8vqPSgQ65lePc8bfIf3e4jJ9+ao2++eUpBE8khQnGck45OafOH2GPkJnOODz61WhM8RMsY3K7beDg/h6d6BmH4m1EsskCkhGC5HpXANDi9ZlJHfiuw1cGW6kc8jOB2rmNXie0jlli3I2QKzaZ1RmkjoND1ExFdzfnXorXbsnmEqZCS2W/i68j/CvJdSs7O00K31TTNWv5Va6+y5uIVjW4ITc7xDrtU4U7vUe4Hp0MbzR4CgHrlxhQv+B9aqKtuZVZqVrE8koYF1KByckY6jGOK07WaWzuY5SQTkLuLbsDGMD6VlRIZY938K4ULjnH+c/nWhDEW2lzuVV5BPJFUZGxcx/YR5ikmFmwje+OcVz92i4OwhRnLEnOfTitbUb1pkiWNcwoBjC45rPkhEcpEkeFByVPegCrE/lwhI2Lkj5snoTVW6KeczRE+XgY7dO1X53iWJyYyAB8rdBiqbBS4XjHoTkn8P60ATpBbPp8bAlZlfPmA8BT2x+dNgG188MFJ3E9sdPrUzPGInxE8ZcALznPqPzqtIXjl3Om1hGSvuf8KQjRB/ceYwT5TwW6kgD9aleU5QrkrJwQP4sZ5/DJriba/e78WSaRd6reWtu05SMxTRosPQ5YuMYxnjqTirmiz3zajqVldzXUv2WbYqThd8a5bOQOAemcfhTsB0r3G5ijGNkbkBRz1z/SiAPK8oSRWXAGQdu4E9Mfh+lQSK8UgOApccKOqrx+lWY4WjlYK2eCMjoRQM2LENe2zQ7v3sLfu1Uep5qhqBSU+U+SYmII3Yx/8AXq5YyixR2ABlZflbG78KznWSbzC8RLKeT2BNAGO0QW53STFSMt8p79uaWch4n35D7dqHrn1q+UjUEeXukPU46iqc5iMrBFIwAQCcY/woAr2KxteRiYnYDk8447gelaPlLby7UkPl78KjHJUe9QWqx7WzGZGbGCnb/GrMjiRnMKM67fTpxSA07WY7UQx4Y4ymcZ6YqwNpZ4Tt+bsp6k/yNcdr2o3Fjoq3FnO8EiSRnzFP3ck55rL1X/hJdE03Tr+fU71J7ouXiZceTjbtBOPvENnHb65ppXEXp2ZoypYgZB4PU1LbMwaJNxKtjOfeiigDcACKXABYKeT7AUTMQ5cH5lHH54oooGU7T57l0bkEZ/Wqt+u6SRmJJA6miigClB8q7xw23OfenySGRUmYDeDtP+0PeiigChISlwF6gE4zXJXOpXGl+K7i9ttnmxSuF3jI5Xac/gTRRTQGr4IjWQ3ZYcqYlH0JINdXn/iasAABE2FwOmDmiil1EXreNQG49ODV1RvbyySEb5ioOBnFFFMBnkItmkgzuLMevpjFQR5lRyWZdgyNp6c4oopAZryFlnZgDtfAzUUgPkvJubcq7hg8ZoooAwbuFZbaaZ8lwobr3zWDr6qNNd9oLNKAc/SiikyomPrvid9djtoZdJ021MCpHFJapIpSNc4QAuVA5ycDk8168rlrWNc4DR4IB9DRRTe4MfC7RRoyk5Yng9OK6GGNd0aEZGR17UUUEiuxlRAx6nHFZ7Su12rk8lsUUUDF1CMfImTtHQelZkSjzz/vY/DrRRSAubzNBMr8+Xyh7iqly5DKR1ZAT9aKKYjhtR1dtK13UojY2V5FJKHKXcO8Bl6EEEEdemcHuDW34Svp9Q1bUbq5YSTXBDyPjGSc5+lFFN7AdKi+dNG7E7n6nNaOmM0u/cx+UcYoopAakbbIoygC72IOB7VTuSUjO0kbzz+FFFAyK25tmfoyZCkVj3SAbz3L4/CiigCeBzboGTruA59M4qeVQk9yijC7d2PeiikBzXiolvDrknBEkfT6muWm1rUL6wSwubmWWCBzIu+RmJZsdSTzjHHpk+tFFUhH/9k=", 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", 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", "info": {"video_id": "141410", "label": "spinning eveready aa battery 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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", 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", 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", "info": {"video_id": "141410", "label": "spinning eveready aa battery 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": "48f666c388f63a5d846c6f6118c9cee2f9a469200a5a07cef6a8a077f28488c5"} +{"episode": 72329, "episode_seed": 3668166839, "split": "train", "timestamp": "2025-10-13T03:38:58.740037", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3668166839, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tube upright on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "159792", "label": "putting tube upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "159792", "label": "putting tube upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7fec80fea6584586dc844d76bc3d3edadb231ff87519a1a7af71eff44cbe352c"} +{"episode": 72330, "episode_seed": 3636378551, "split": "train", "timestamp": "2025-10-13T03:38:59.905100", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3636378551, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 round comb next to tomato'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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AGZzLE3G8pIM8qwHX6EVl6fdrbXKwYC4yOe59K0pSU7ST0YKn76hLQ0JZooSwcLGC6BnBwNoOTx61yXii9OoapKbQN9kVhgYOG9Tn0rr7g29wu0ugI52sdp/WsXVZIfsxgR0aQjCKpzXq1MPHl0eiPbr4Gn7H3XayZxmowRS2bRKmwMMFff1rnYbF7YbiysH6Y9utdebQqx+0DlTynrWdq8aCeOSIBUkySvoR/kVxJ9D5mVzPtLdpZkRPvOcc121tYLa28buzeVgKiJ1Pfn0zWToNusIN5JGMPlIyw4Hqf8+9blqWvJJ44idrBQSxyd2eCKxqO5rSXU3rUSXLxqCoyoIB7Cr8ny27xwbguMMW/i9celYsMqlEERJ4wP7xNbUjFI455PnLY4/hz6mlfYdg8p7RA0pfzW+4g6D6mq6pM2+ST7q8sy+vWrdos1x5298xEZLns/tVi1iiAlQDLRttO7rn1x2q6cfaT5FuaUqLqTUV1Mi50fS7zVJNbvLffPZxxZznCnbwT+f8qwL3XL7WJFt7UBIwSPNxwO3A71s30d/eQ3tmkqwQ3LDzWIJY7Rjj8KxLGOLTdQitpXkk3EjgcDjg/pXVOhJPVaHVmGFlQjzrbRfh/mZn9jRWqyfaMz5B+eTqSevFc3qkBurJ3+Y+URyeTXc60CIZimSShCkdKxbGzkltFWQhn65Jzx6VnKKTueTGTluaFtDHa6V9lYfN/Hk9W6imQLJBPFJEpMocYUdx3/Sp4LdmsrsRyIXXEigt824H0+hp8iSRlreJ8Ej95L3P+ytcLbudySsa0oEiW7KdsgJAH+z2/Krlm7pdEg5QrhyTwPQ1Ut4mvLS2MBAkibHJ/hP/ANfNWVYOxtoxiNPvE9XbuTSjr7oNWOh0mxaS6mjjAJADEL2JrEkuVk1m4sJCpSQhlz2YA8j8qsrrAs4xcLKUaNdjkHB9v8PwrjbW9GpeJ5ru3clLfqw6bj2rz6UJPGNtPS+vTpY7JWWH+7/gl7UZZrUTTwEMvUp6+9ZM3iV5YSPMuBx90tXQXFm19P58BHklSZE7qw6gD3rmpoY5J3vjEvlklQmO3TFe3TrOKsmYwr1qatBkInMNiL5XYh5NjxH0GCCD68mr8lsDbrPCMbwPlPGc1RKyEwWxRTZqWkVx1Hqp96u2N2lzbSSSnMbsQUY/dHap51J3RxSjK7ciOG2mYZQ8pIqEHsGz/UVcAZMwwnkfff1+lMtnW2jmG8sr7djf41IkpfKqu5yeMd8msZK8jaHwmsEN1ZwvDgyREceqn/69WQRC4t0AMh5kb+lR26JYWx3t85z/APqqp9seS6MpABPHFRFXfkORvRTqluilsSwncp77e/8AjXOeKtZGr3dvarL5kzMBx1wK3LWDzLZ7qVsH+E+g7muYjhtxq/2uGEBRkZ77a55YaM8Qql9johV5aTjY23Q30SIjYuEwDn+Nf8RUFzE0dwtuODENxb+8fWrkMAVvtit8qj5W9u5rBvNQae4M+4kfdA9q7FLWyOZofcB7u9M0WA+fnX196zbq+e1uGjdcgd6vaa2+8lnyfLXhfcmsjW76Ca5nCISUO3d71rSqcrtccZ1IPmg7CnVYpWUbSSTjGavzSGWKIyHCyKWBJ7jjFc9psG+6MzD5Yxn8a6qCKCfTrWV4nVY5C/zkcgjH5ZpV6jm1foXKvUq/xHcht0EUsM7OUydsagcvnr+FbM5AvFWQDKRghv7wrI8tgzXDndIeVP8AdHYAV0FukU0dvNOu1kU7Cx4I6gmud6askktgLaRXl3bpMDYOoX1NdHpptoWu0uGCMMtHtHB44rkrWYSGSWR/nY5LH1p1/fXiWHmwxbpMcAtjKDvk9MVzY2lOdNciu79TTDuKk+Z2uQ2eoBvEF3a4H7xSRnpu7VUuUWWUwLGRNux75qjoEVxKtzfXWBPI5ARTnYB2+v8AhW+pgmtpbq4AiuShXf3GOjf0rpoQ9lTjF9ETVfPNtHNS393BPNC+2YRnhj3rIv7ye51+G1gwoSQcIO461qXE0QtAVBDKRvbFQqI3mbUkXbK6FTxx/vV1OvZWZMp1pR5ObQvT7LmLzEjLhGOQeDgelYd7bG7ubSGMZLE8/lzV6HUlSDd0Yenen2/k3Sm5HyE5U84zzzj9KXMjmcHsy1IsX2GC3iThB8gzn2Jp+nmSG5IRSyMnzkD7p6qfzp8dsJrK0aOddis6sVBztxnH50zc7SxHmOFHwsQ7npuY9zXO77G6SNlQBeO8LYXGWH90nqK1LHdPbPCyllzhWJxx1/SqAt90sl4zYtnRZHC9SehA/GrVrOwmjunUKEPyoOij0px95CkrOxufZTDoBnwBHtxkdDWHban5lgbwHEsSBZCf48cD603WdfjsdJmtmnxCRvAzxjsawPDci/2dJJcE+Rcn5Sf4fQ/nXBlvPGrOpqvXv1PQqy9mouO99PSxbvPFMSKxMEQP97zDj8q5uyvWvNWkuZDuJHynsopdT0B0M1xONkYYqu3o7dsegpdOt0sbcxSjEzsCrn+R9q92WJclqzmxeIq14qEtjYu7hzayw3YDRyH5JN2PovsfSs9Y3togB8wJ+VhVpbiC70mZphsa0l3PGw5zjj+VMsJHubMFj5cqklD2PsaxbuzgSsTR+TpsDxr+8mkGWz+WT7e1JbtLcMIo13Mx+X+pPtVK1UpFLLNJucnBJ6nI61taeiw6bLJGd8nlBiR39q5b8qOy1yyZYtOt/IibdL1+vv8ASqsNxI8rMDl5DnI7mqwVnkM0nLEYb2FXdOtzDCsgcF2Zh/u+1VGy1ZMky7qkMFppWJQJXkGCuM+Yx9fYViaLClsZIxGqRynKBVwN3p+NXJna5lXzM4XIXP8ADVnToI452k8wCRG/dxt0GRyf1ppW1Y7jL5zo9o7K213IyPV//rVx8tztaVJJGIIJDe//AOuui1eVri7VJV+WH5VB7nufxrHS1hu71U4wo3bD6A9KLWV2WpXVhLaMwaYZZ2IBQyNnqB2/Gslbo4weN+SccYrT8QPLsjtU4E7bi3baOgrN0TTU1rxGdOuNQltQY5PKMce8syoWC+gHBOT6e9TSi5e93IqSUdDT0pX+wyu54c4XNdDpUHlwvM2DJ5e4D0rkPD09xewNE0jOoCbc9FGDmul0+98i7jjLgRD5Of4s8D9aJpu4otWQ95nuZlm52r0HqKms7UyTytkbEwcevNMmIs7nZgEDoPbqKsQsbS0ac8vL8qL7Uk7LQclctXc8nlG3HCuOcelVorWMyxBm2I3DH0FPimM0KbseZFw3vS24S4v9ucR/efNWlZEp6FjVJWh08QoPkYBMjsB/jXNztGsOMY461qXF+v2p45SBDLwv+ye1YGoSbSUHOegFEdBS3uajA29gfI+ZkQuuP4jiuShQ+U3mHJc5P1rf1CWTTrW1jjOZFXLVia1IPsH2y1JTLAMB2NZwv95vsrk2mvGPOhLAMT09q3JLxriMvGMQqwAU/wAXua5/VNOsbTQY9Z0vVb6bdcG13XMKxrcEJud4h12qcKd3qOc5A2+FtI41TJOQRnrWkocruzKM1I0dPtg4E8xJiVuF/vt/hT7u/a4aRFHyJjp/H/8AWp7Sx3OnzxQtgxFSQD0U9qrbVSNmzwPlYf5/Cs1q7sprQsaeonYEn911bP8AKreuXJuFS2txhSAZCO2Oi/SkhEUUFtHgIXBUDuT1zUCrs3ufn2HDAVp8TIjpoN0mEeY0anbGykz57Y/rSa7OxeO2hUZYB3HoP4Vq5a3KxWssjRqYFbeX6Ek9vesjUB5Fy0m8sr/MH+vSnu9R8xhTR3El0YYyczYDe1WNWmjs9OMURwz4hj9cD7xqa0nxqLRum4shCkdQR3qtq9st1Kl0h3Rx5R0H8B9ayl8aT2Nb+7dGQysj4J42/nW/a2cbRxQtJhI13Sdsk+/YetZWg29nqnihdN1O9uLWCV9qTRyxRrH3JYycYxngck4FSrFONS1Kwnluk+zTlBDcAB+Cw+bbxkYHTI9K0lCVr3MOdc1jbmvVaFIrdP8AR1O1eMZI/kKt2Ns92qyXHEK8ZHVznoPy61mosRltoSH2HaWx+tbF5k2lsIWAjZWViO2O1Q21oi7dx91qIlQpAwETZUkdD7CrOnI92wiLFYx98juPT6msn7OpVIs7AWBDdeM9q12LWcbLCfuNgeo96taKyM3vqZfie3s7qf7IYUldMjJGRHnoo/masW1t9psIrf7hRcSAcbAO/wBKY9uHjkYghzz759fzrUQJZWLPFtmAw7kdWPp9AafwqxpGRhazeMkAsAVHygtkcqoPH/Aq56W6eaOLDbpi2zYf6VqTqkksk05zI7ZLehqLTrAec12AGPIjAPG6pl7iuypS5tBb1zb2DeYQTxGT/fOP6VQTUjHEYlIynP8A+qqfiK7kklEUTER2xALernqf6VLr3hfU/D2i6Tf3clws9+0nmQmMgW4AQoGP95lbOO3TqDTpQly3MZyV7G4AGnWI/cbGRV3SWZ7ubLHapMQUdNpB/wAKKKl7MvqNdijSID8pFWbyRrVbOKI4U4c+5ooproEydjveYNyG6imQfLo91P1lDCMMew9qKKtfCIz9Qdn0+Gcn94U5NZFpmTWYckjOScfSiik9mOO5MXN0l9DLgrAd0Z7g4rl49UudI1o6ja7PPiZtu9cj5lKnj6MaKKVDcVX4TQ8KsY7S6VTx8i/hzWpcZELEHBUZBooq38TIXwm/cIJ57RpOS4GfemXMrPeFSflTAUelFFYrdG3RhYuw1TbnhgcirswESz7OMy7fwoorR/EZLY5nUiWkJJPAyKnt4kngs5ZBlzLgn1wD/hRRUz2QR+JlTU5na9cnnBwPpXLXtzIpkiBGxmyV7UUVdP4Ub1PhLOteLJdftoIZdJ0y1MCrFE9qkilI16IAXKgc5OByea62HK2Ek4OZC23J7CiiqqnLTLOiyEX5t8DyyjEjHfIp1qPN1BI2J2s3I9aKKyluzZbEl47Pczyk/NG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", "info": {"video_id": "128992", "label": "holding round comb next to tomato", "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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kjWq2cURwpw59zU7He8wbkN1FFFVElbjIPl0e6n6yhhGGPYe1Z+oOz6fDOT+8KcmiiqYGRaZk1mHJIzknH0qYubpL6GXBWA7oz3BxRRWVTc0RzceuvpVxdI2nadfRTOHaO9g8wBk+6QQQR1ORnB7g1c0vUrrUL691C7k826uWMsjkDljnPHb6dqKK6X8By/bOgRAthAwzumOGbvj0FaFk3maK5KgeXKUUDoBiiisXt8zVbkmmgS3OZBu8uMsoPrSWU8s4uDI5JkAJooo6sT6El0x2xtn5h8ufard6xttUt7aIBYtoUj1yD1/KiirYdTmtR/d3RjX7rA5qDTJXSzutrHCONo7dOtFFRP4QXxFHxKiiCOdRteYKz47n1rIv/EOq6hpVvpt3ezzW9tI8qeZKzEs2OpJ5xt49Mn1oorSj8CIqbn//2Q==", "info": {"video_id": "128992", "label": "holding round comb next to tomato", "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": "b6f234d8fd76d3ffcda51e558bd1b8cf84b398e74a4dea4fad8d4f26cc04a914"} +{"episode": 72331, "episode_seed": 1202402808, "split": "train", "timestamp": "2025-10-13T03:39:01.817065", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1202402808, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 piece paper with scotch tape 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', [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": "14400", "label": "tilting piece paper with scotch tape on it slightly so it doesn't fall down", "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": "14400", "label": "tilting piece paper with scotch tape on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0656a2a7299e0bec7c541cac5447f25cf2b1261a2e6f3acf8b617d9d54394c24"} +{"episode": 72332, "episode_seed": 3469730028, "split": "train", "timestamp": "2025-10-13T03:39:05.937011", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3469730028, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tv remote onto maaza fruit drink so it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "33733", "label": "putting tv remote onto maaza fruit drink so it falls down", "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": "33733", "label": "putting tv remote onto maaza fruit drink so it falls down", "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": "98b101e0dbc1ca56a54a673109486421ca87ef6e2cd7f3b80e35a5188c8099f8"} +{"episode": 72333, "episode_seed": 3288909446, "split": "train", "timestamp": "2025-10-13T03:39:07.934088", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3288909446, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending or trying and failing to twist staples'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "68184", "label": "pretending or trying and failing to twist staples", "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": "68184", "label": "pretending or trying and failing to twist staples", "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": "7b34f708cbda7dbbd71896fe1d21e83b018e82536890056107c949625ee61553"} +{"episode": 72334, "episode_seed": 4237657624, "split": "train", "timestamp": "2025-10-13T03:39:09.061475", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 4237657624, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a key 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, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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Rjj2NdMEYsNOmELs+/leSCucge/avVPC3iC61m3KJZq6x8eZvwD+FeQX0vkRCNflLnIXPQetaPhXxJeaFcl4NrwlirqT1xxxVNlx0PYru7SFts1nOD3KoWH6VZ0+/hJXys4PTKlf0qpofiFNY0yO8MRXflWUHOCDiteKaGbGwgn3HNRe5re5rxSrIoOQfpTmUGswTeUwz0q0t0hXg5FTYycexUvrdSrcDnrmvnb47Wv2efRj/AHvP/TZX0dNPGVPPUV4B+0HhptAx/wBPH/tOjoOWx5PpMeZ0x94kda7+JBGqo6/MSMYHHTvXI+H7TdewEn+Ku+SzIbfjIK5bPB9+fStILQzbCzmWGNm3sNvJXHH59a3/AArfpPrhjA/dyqV5PO7r+tcjqMnkxiEEgn5iAc7R/wDrp/h67+y6jb3iE7VbJ3Dk+9E3dWLjpqe3iNlIUFRH0xjnNWnTFi4x/DSwhZoYnQ5VlyD7VZljxa4+lcThqU5mJEhS3ZT/AAmq8n3G+laEsJfzkP3WqlJGVgI9qUo2Gnc5jUMb3PtXH32DK3HBGa6/U4zvNcfqR+fJqUirnm+i24aWPuSwxXp9nbxzhQmAyZ3Y964LRLYsYWAAZSCea9DKw2tiszE7sdAfvHGBmvRirI5WzP1M4ZYRnr+8LHJB7D+td/4FvlutH+zk/PA+0j27V5vsMjEvyT1ArqPC159i1uMhsRS/u2H9T+Nc9WLkbR0R6uFxE3vUkAeOXdHjIHQ96WFPMiGO5BrUhtcLkippxsiHIw7p2F7BdvAYypKM/XIPT9f510VvIHiBBqrPaqYmR1yrAgisS21J9PuPssxO0HKMe4q2rFRfMrHUnDCsfVbMSxn3FW47xJFDBuDXmWo6xqt3451DSxrl3aQK8ghWMBuQm4L04HB5NDGvdMHxlaC2v7U4xkn+lLYuxusYGzbwc8k1zE2qX2ozI99dyTsMbd56ZrptPKmVCcVw1lebNE9DrIWGMZ7VeiOAP92s1O5B7Vft36DH8NRBahJmrZruQZHIrSSIk9Kq2MeY1IrYigOOhrshA55SKEkZBzjpWTeRK2Rk10NxEUGSMZrAvMrI/p2qZwHCRzt5CZ7SaIH5iDiuK1O2S4hMZByeGGcEH/Gu6ueM44rg/GbS2dr9qtnMbOwBKnof/r1nT0dja5Z0USWdq0cszStydznJPHevC4ovNZ8HBHOK9W1Zxa6BFqOna1qEqtcm2zcRLGs5CbmeIDnapIU7vUe4HmWlqHnA/i3V0wjYicr2Ok0G12zQSKCeQTn0rv8Aa1haPJlNhBLBs5J9APzrj9EjaObYuz5WyWJwMVt3t5JM4RiGC5288HHeulaIy3ZTlL3E+7qTxk+lNaJyQoOdvHXGavWtpdT4aGEuq/8ALQHAFalrovmfNc7kwOQozjB7/wCe9LkbLckjpvhpdlZbnT5Dy/75B7jhh/I16JLGyI0qqN/GDXlFt/xIdRs9QhOYllHAGMqev6Zr2p7ZZbdWRtykBgR3FS42ZLl1RkC68xvKkwD2xUjRTIpKNkEdKp38axtkD5h7VDb6yq5jmbaccZNI1TvEhl1OSB9j9RxzXj/xql+2NoJBztMwP47K6K71R7/x7daXd6vd2tq8+yJo5o0WIcEklxjGM8dScCvOfFE17ca01jeS3Lm2lljRLjG9MEdccZ4HTii99BSYzw7bstyu3nKnH1rtW3WFizHYY8dW6kntiuW8PiQMgCMxX72T0rVvb57pwGGQo4Hb05rRaIyWrKb7ricsepOCfakERVgExkHqe9XrS0up8NDCWUHHmZwBWzZaKrYe6VioGcDjb9fWlyNluSR6V4Fvf7S8PQBjmSAeW39K6e4iOxRjgmuG8Dyx2WurbL/qLtCVGejKM/yzXpbRKwA9KiSUWQznJIwrtWXOPkK9jW/fxCPcenFc9Mygvk8VnOJUWcpq4w457VxeqEAjFb/je7kttLMkEpjkDqNy9cE1xvifSNZ0LQtKv725uRNemTzIWTAgA2lAxx94hs47fUGsuQ1crGDp7GF5SmMggjiunu5pMhd2QMdfeiiu45kWNOtI7u6hjkLYkJDYNdPZWUETMqKQNy9/ciiis4fGXU+FHqOgyNNZ2rPydg/lXSjgUUVHQnqRXH+qNcXroBgZiOUG5T6Giih/CXD4ipZ3k/kKd/8ADXnOtalcWPjK/vYipmSZsbhkcrtPH0JooqIms9jmfuzKAehArq9NY5Tk/doorkrfExw2OstiSDk9q0rYcj6UUVNPcT2Oh00/Iv1ro4wNg4oorvWxzvcq6jxEK5q/6GiionsOO5y147CWQbjiuL8aEnQck5/ep1oormXxG/Q5HWvE769a28cul6dbNCixxyWyOpRFzhAC5UDnJwOTzXE6bI0d4Cp7UUV2R3MWdzAxSLKnBeIEkfWtjS7eMxGd13tGAVVvu9cdKKK6AR1Vo5NiQAB8m3j0yKIpX+x3EhbcUk2rnpjj/GiirRnLckaNX0Ri3dM4HTI6GvVfBdxJc+ErB5W3MEKZPopIH6CiisqhS2K+uYVpSBgiuKvhvfnIyM8UUVnI1p7HlV/4gm0vXNSieysb+KSfcUvYfMwy9CCCCOvIzg9wawr2+uNT1dr28fzbidmlkcjGWP06fSiihbifU1IWMVvKE4yQPzrX0mCOUNLKu/ygNqt0/GiitiUddZndZ4AC/Lj5ewFSRu6QOdxJDgAnsDRRWkTOW5ctna0ltbmI4liljIb15717LRRWFXcpGTq/3T9K5C6YhpAPSiisp7FQPOPHTH+yWOf+Wq/zrz/VPEGqahpkOm3d5NNb28jSoJJGYlnxnJJ5xt49Mn1ooqEaM//Z", 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", "info": {"video_id": "204833", "label": "pushing a key so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "204833", "label": "pushing a key so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e23a47bb507ed51894c0f9f6a3a2a71032ee383a7f191d74a7a91e6a57aca03a"} +{"episode": 72335, "episode_seed": 709170818, "split": "train", "timestamp": "2025-10-13T03:39:11.309860", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 709170818, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 curtern onto sofa'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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NfLd0Dbalzw0b8j3Br6d0Oc3fhu3kByzW6n8QMfzWvnPxzbix8X6hCOF89mX6N8w/Q0LZoDbu5N17pvI+XUnAI/2sEfzrbBCyzAdN9cu025NOkH/P5C/5oP8ACukmYp5+eu45rBlnFTJ9q8SXLY4jX9K6nw0qy6jbjnMUZKg/3ec/0/KsDTIxJqd4xGdxwT/n8a7PQLBbeWO7VcKdqAe27vUsDkfiCzre2k7HEiMd3Ho2f5Yp3jlxJDuH8RJ/OrPxcUo9gB1aNgfwNc1q1y7aUryOWklAcA9htFUhM+qhb70ZJZGYAkEA7Rg/SvMdSgTTPEwEahI+OB/snaf5frXqQO25I7OuR+HX+Yrz3x5b+VqMU4GMnt7j/FTWr2Ykb1nJviQj0wfrXjXi61bTPHd2VGFllFwv0YZP6g17DohWbT43HUnP9f61wHxYsPLvNN1ADh0aFj7qcj9CazTK6lDQ38vVL0dnt0P5ZFdIfuoD6c1x3h+YG8dj/HbEfkf/AK9ddIcIp7beKljQrynDH+9gdM9BW5oEYvJQ8uMxscqPWuacj5SSRsbt9MV03hnIBIG0E7mz1pAdE8UcRLKoDHuPT0/Svmvxwxm8Qagc5Inb+dfSNzIOlfMvieTfrd83rM386YGNBdi1T7oO41t6Z4jXTracxI3mOjBCP4SRjNcrMSAp7EnH6UK56etMdiS1h/eqBk5PevetMffZ28+P9baxP+IGD/SvG9E0+4vJJpYU3LaxmaQnoAP6mvYfD7bvD+lsTnYrRH6ZOP5UmDIdV+/vPpkVY0K5DXE8ZZTtcEDGCARzUOqDbwexIFVIoztR40PmSYQlOvtSEaPiBla3SaPaz28hyA2MGunsI4b/AE+2u2ZiPLHGe/TOa5aa1WG1mjYAGZDIVJ+ZBg9Ca0/C98zaYkZIIUAg07Dvc4r4h2UdpaArgB2YY9OBj9P5V45dk8Yr2j4oyYtYvUknP4Yrxi4wRj1oQmWBmG4X/ZZa+nvh1qKJo0q5TCTNkvIFxlV9fpXzBKwMvtkV6PHOiyMsdxGYwflLZyR9KpMFqe+3WuW1tp8ga6slk2NtX7SCSecAADk183eIX/4qeZj2K/8AoIreS7iFzFm5RsHcQq9vrXIazepda9dzp9xmG38gKTdxWsd34PYQafy3vzWf4zm3PHzkjmnaBNtsRz0rK8Vz75gM9BUdRkng+Qrb377jj5V6cd8Vi65Lu1N1z91FH55NbHhKdE0+8UkAsyhR6nBNclqt0Tqd27cKZNq/QDFaLcmWw1nGetJ5wBHNUHuRnG7J9KqyXBkwsZ5Pf0rQySN9JlP8Ve1/AggjXcHP+o/9nr5vUAXAVnLD13Yr339n1pYrjWEeTdG6xBR3z855/AGkUke2Tgk3MY+80Ydfr0/oKyvFkYvPDEsgHG0OPxGP61pXVwkF7bksPm3I3PTIz/SqFxKp8O3EDK7usciqAOuM7f5Ci9jRRb2M/wAA3Xn6DGhP+rkkT9Qw/wDQjXjfxktjZ+MIpcYE8CH6lSUP/oIrvPBWv2WltfQXd3HbKkokzNnngrgAde1cN8Y9X03WZdPuNPnkmeFpFkYxbFwxBGO55B6+tUtxSVjGhm3aTav3SaA/kzCuwvnwty3bJOa8+spt2jFc/ddD+Tf/AF67XVZ9tlJ/tDrWDKMnRxgNJ3eUD8K9DsEX7OYuAEcOB7dDXB6SoVIQSAMknNdjZ3aKkMyEtHuZOO/tSsJs5P4tzAS6bu+8A6n6ggVxE86z2VsNoBEOGI744/wro/iZfR3t9YvG25PLJ/Hj/CuOE+bSNfRWB/PNXETPsNHIitZGzlH8p/1X+YFc78QLfdpkc4HKnr9Dn+W6tud+NRgj5dQJkx64z/Nf1qh4qnguPDknO9iFcKvJweD+hNU2VFXZleEp91ginpgY/lUPxG04X3hKd1XLWzCVce3B/Q1m+ELv9yilgSrtH/X+ldfctFd2VxbS4KSxsh+hGKgT3PC/Ds+buMYH3JF/rXclt0KDuAK860fdba41s5w0cjp+hH9K7pJsxA+q0hkVzdGKTHAwrMSelWPD2vSjUIleT5VwCvsTisO8keazmYDJ2AY9DnmmeEYZZdT88hfssJBLOeScDp+IrWny2dzOo3fQ9bu7gYbnpXzLr0+/VLxj3lY/rXul5qY8p2DZG014RpNjH4j8Wz2F1fy2qyCZ4yke8s6qWC+gHBJJ9Pes0i7mNM2YIj/tN/Sk9MVUjkeSNNzE98elaNsm6QE9BTZS2PX/AATocdv4VkDgedeqS/sCCAPy/nVnwtKX8LBTkPDIQfwIzU/g2fzdFtumQuM/Q1U0eVbLUdY05hnFy+xfXd0/nUktmlqW0wkrySc1BpcqbgjSZfkYp0speyDE4OMf0rnbCcwaldOWY7Xwh9Af/r0Bc3vFMz2/2a5jRniZSrYHOQM4/Ks3w5qjWmuiz3kwyZ2g9t3/ANereo3Ed7p8dgk5eSBN+8nJLLwf51yCzNH4gik2mIo6gL9Ov54reNnCxk7qd0bHxOmzZWvPOSDXkM59K9O+Ilwk2mW0iNkEnmvK52IjyDzmsUbXLcpAlwPSt2KdZmGLgRoP4nBJP4Cotd0XS7Xw7b6vpmpXs+65Nrm5gEa3BCbneIZztU4U7v7w9wMEXjRpgHrVJE+h0d1cW8ZAtryRyQQ7GPYB9Oc1mCbNxncTnue9UIpmeHezdSadBITMvPSpYI9A0m78u0x37Vl69dGWUE+lRWlztiUZqhqdxvkbn2qQuaOiS7VQAsH37gR0x0Ofwrkbm48ya4EmSGkY9enNdPp0yw6XJKeqhiD6cVxc0xlbOMA4z71aVwGkmKU45xTdx9aCSTknJpKsQda9l+BJu57nVreAuT+5Iw2No+fJz2rzvwbpmk6z4gg07V7ia2hnIVZ0mjjWM9yxk4xjPHUnA711ngnUm8G+Idet1hkRo5hCEukBdQrMPmCnGfXBI9KT2KVj6b02zRQVlb9+OWA5GPY96vSx20UZadlVMcl2wK8SuPiXq08O2OeVB2EarGP05rl9S1/WNS3AeZIT3Ys5oSY3JrqWtaNv/bFz9mvYhEGIJxnBBxxjqOM596zvEenW6eGJHQXM9xlZXmcbURc9FHcnPJrNj0t2t57zU7t4reNgnlxY8yRz/APTjkk9BXodnqdn4u8BX6yyD7dBamBrZVCrHhcK4HU5wPmPfjirSM5SueV6bN/xL51/2QR/30K7fVZc2SqTyxArzrSpD9nlU94m/of6V3V/J5i247YDfpWEty1sRXE7QWsSqcblOeeoNb+kXDNo+wthi29TnoR0P+fWuW1OKRp40UEDYFU+hramaGw0oRxniJOeeWz1rS6ULGb+K5yvi+YS3QKjCqcj8eTXLC4Ktt7YJq3q980zMBkZPykGrPiPwfqHhzQNG1G985bi+MnmwtGQLfAQorH+8ytnHbp1ziUiz60s41lXzJMsxGCSe3pirF/ZQHR7sFOPJfjt0NFFNbGzdloeSaLM8GqarFGcJFcqyj0JY11UtzKsMpDdFOKKKgye54+CR4wmx/z2B/MHNdvF/qV+lFFAyiIkVZABwV5/WodPka0gdYcAM2TmiimhSJ7u5lNtId2PlPT6V4zFqtzouunUbTZ58TPt3ruHzKVPH0Y0UU0Silbdh6VtRqEjTHcZoooZfQ9R8CSudL2E8Bzin3WE8dzEDOY42I99oFFFShMl1IldMuwDjYX2/nXMaRdStezAnIVNw/QUUUyUbfh2JHeKVlBYO5HGMZJP9K2H02zffO9ujSqXCuRyOTRRVIR5140kb7BCueNxH5GuAlPyg9eaKKlblmx4g8WyeIYIIJtI0y1NuqxxSWqSKUjUHCAFyoHJJwOTz61zpYnvRRVgi3F/x5j/AIFUlt/rW/3aKKliNu2YkYzwBVa8++31ooqQJtxGg3GD/A3865aiirjsDCiiiqEa+ja82jJNGdN02/ilZGMd7b+YFZc4IIII6nIzg9wa6zwOX8S67q19qjtNcTMs0jfdyxJzwOg9hRRTQpbHe+Int/DOnabLY6faPJdwyFzOhfaQ20Fef8a4LWfFesXbG0+1eTCRysCCPPtkUUVZCWhlyTP5Fnbg4jRCwHqW5JPuav8AhS6ltvE9iqEbZ5BDIpGQytwQaKKh7lGVGojv72NeFVpVH0Ga7OX/AJdv+uS/0oorCW5qtia/ALRAjqazNUnk8tIicqQc0UU0S9zhdR/d3qqpOOD1qfU/Eur6lpcGl3l7PPbWszyoJJGYlmA6knnG3j0yfWiirWwH/9k=", 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", "info": {"video_id": "198537", "label": "pulling curtern onto sofa", "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": "198537", "label": "pulling curtern onto sofa", "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": "fc4802c8db224936411ef1ef0bd977dc1b6d31a8f176971e8d9ba3b7a70f6cf2"} +{"episode": 72336, "episode_seed": 2459883048, "split": "train", "timestamp": "2025-10-13T03:39:12.409475", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2459883048, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sponge that can't roll onto a slanted surface, so it stays where it is'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "179078", "label": "putting sponge that can't roll onto a slanted surface, so it stays where it is", "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": "179078", "label": "putting sponge that can't roll onto a slanted surface, so it stays where it is", "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": "3414c07b384ccd38ec28a21842b6949b024bf083a5e6e3eccdcfc64f5bf01c46"} +{"episode": 72337, "episode_seed": 2671423954, "split": "train", "timestamp": "2025-10-13T03:39:13.614662", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2671423954, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming a stuffed animal'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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riS30G2jyYnllO0HhnwoH6E16/vznPFZOs6Zaazp8lnewpLGeULrnY/Zh3BBqk7Ba58zx6Zp1uUgkRry5b7+G2qv+79PU1cgjWwtIoPlyg5I5ye5qTWNA1Lw/dO96YzljGHifcKyJLokcnj1NRJSejPfyz2VGHter0MvVEjXUJPLUBThsehqsoBXjrTriXzbl36gnioxxXRHRI8LESUqspR2uzY/4RfVZbFL+0tXubRxkPFhmX2ZRyDV3TtB16x+w3sWnXDC5fEO1TnfnGCOqnPrXX/Cfzbq01G1h2h0dJByckEEf0r0qP7Vbt+9jdT3atLRkrX1OfmcXexsa1aSy6bb3bj9/HGqze/HP5GuK3DGOSQfWvR7KZb2wxIuQQVYHuK82zzgnpXBVhyyudNOV0Sr7gVdtkRpgWVQAN3A5rODdRitXSoTcTIvXzHwQD271CNDsbFBFZRYBBYbjn1NSl2GeMUjNt6Co9/OT0roWhkZXitJ7vwfrFvbx+ZPJaSLGg6scdB718y6fa28UTXF9E0hyQkR45HBLf4V9Tu2DkHj615F8RtDtb3VHu7dvJkCkzqF4kb1+varjzS0QvdWrOFiSLJuViihZk2qqDHGetUdWdJLU5A3Kw2n0ppm2jg8CqF1NvAQHPOTWcYtyue3WrU6WGdKPVFYda9G+GSgHUzkHIiP0+9XnANehfDJsf2p/2z/9mrSt8DPCh8R6dbrvdFIXHeu10WNY7HzApBkPGfQdK47ToWmkAXOXbYMV3qKIYlRB8qqAK56erubT0RLuIPtVW+MslhdRwjMjQuqD/aKkD9ak3k/So5GGeDitrmdj5S0/T4oBLNqcMhMTGMQHKneOu7v+FaUKQs63iwwwEIVRUXBIPc/r7816b8S/DkGq3EF3DMsFxtIl+XiQdjkdxXkkzPbyPEeDGdv5UpqTV+56WW+yVTml9n8xdYkSSxcEAkEFT6GudUDIz0q9e3IdNgbJJyao5rSmrRMczrqtW5l2Lltp8+oyCK1XzJiCRHkAn6Z6n2qxaeHtYme48rT7gtbJ5ko2EELnGQD1/Cq+lz/Z9VtJsAhJlPPTrX0TGl5AQZEZl7MvIxWySa1Z5rbWx1Ph+3Edj9oYYMp4/wB0dK0mf8aaqhIlRPuqMCkHfHJrjiuVWN27u4FzzjFRnJGKkC/3un1pGGeMfQCmB5z43064YTvkhJgVVgehxXhjQTQ3JWVDlWwQa+ptSsYr2FopVypriNQ8AW81yZU24PPIyav2l1ZgotbHiFzZPd3Be3hZYwoBJHU0txpgiK+WS6kdTxXueneC4IF/fqkmOi44FYOr+Dvs+pM1vCzQvyoAyAe4oU7uyC1rtowvhxbrHqi3M0AxBnYw6gng/Xivb0wyZ6givPNI0q4gnRBA6DIH3cYr0SNMRgdwKJolO7LdiqRiTYoXp0qdnPc1Wtsjf26VMRx3Oai4waQkd6ickg9ak2Z69u1McCgZ4/8AECyu2guUwQxO9eM7gDXlMAzL+/DFffmvpnWtHi1RAJMgrnBrg7n4dKJ3dVQ85FW6iluOKcVZbHkCae1xdsyIY7cvjcR0FLJp7RTkBSwB4Ne6WPgi2SDbcxK7EY9hXNyeEZbW+kj8h5ArfKSucjtQp8zsibWV2i/8NIYrWI3DQiOafCMyjqByOPxPNen9V7EVxfh7T5orlMxsig55GB9K7THGRSnoxJ3JrZljBVQAPQV5ueSeK9ByVJrzwkAH5qwqO9jSCsOAbggV1XhuD95JIw+WNQo+p6/p/OuYtl8yXjnaMmu40m3+z6dHlcNJ+8P49P0qYK8ipOyLsj5PFQtu/wD1VIQc8YpmznJPetzMhbJXOfl9a4fxfpMhWS7U7ozjco6iu9fmqV1AkqFHUMp4I65qoycHdA4qWjPl68spbW8eNlPDcE9xSTW8lykYjiPy53NXu2p+C7C8k3ooQ+mKp2ngq3glYyEOvZdvFHtI7g4vY8U+wAQA8lx94V23w6jMQ1AbcZMf/s1dJrngtFuRc2kPyN99FHQ+uKt6LpjaeCJIfLU4J4xmpqSvBu4R+JI7Tw1bZlaVhhYhgf7x/wDrfzroncA8YFUtKtzbafGG4d/nb6nt/KrRHPTNTBWiOTuw3Nn3phyc4I+tOCnJyaV8Yx2qrCOU8V6fLcW/nxnKop3Ada8C1yxmt9VmJBKuxYE9wa+nbiJXQqyjB6iuQ1bwZZXzBkUKfQjNV7TTlYKOt0eDzW73MEUcUJLg5Z/QU3+zNtvkk+aCdwPH0r2y08DwwSkuVaP+7jGapeIfB0RKXNpDjHyyKg/I4pqa+FA092eYeHbEzapDA8AeN2G8HnivoyxlWW2Rl+7joe1ebWOiz2rqVtmXnOQvWvRNLieOxjV87sUTWhKep0wOQCaM9SORTM5FAK88kH2NSA4sCpNNOMZ/pTupzTGCr3570xoglPJqAqKmeou9ZtFpkYXHFNZQe1PON5Hekde/apsO4yMANnH6VZVgKqA4BPpXFf2hqF540vNMGs3VpCGk8lY1DZZU3BfYcHk1UFciTPSLcA7wcccc1MMDoK4T4d6rf6ouoNe3cs4QRld5zjO7OK7nrgEgj0Iq7WJFP1ph784NKQCPr601+Bjdn3oY0VpMFsVCy8Gpnzx+lMxxWbRdyMAYpCoI6c05RkUjjApWHcWPABwPyFTg5BqqGAI96x/F9/c2Hh15rOZ4ZhKih0POCeRVRIkb0mCuRXnUMySplD+VJqep3sGixX9l4g1KVTOYMzoqLMQuWePvtBwDn1H0HK6ZqeNsiMf9oVFWLQ4M7bTv3+pLa/MfMwOuMjvXfLxgdABwK4nwq8V5fG6yMxJxn+8eP5ZrteTzRSWlxzYFjwMZpu45yOfrTXYgnoPrQrZ4zn6VuiALY61FL6Y5qcnsBkn2qvJ15H/16TGmV2GTUZADfX1qRjzkVG+cAjmsrFXAke1QGEXF/bxZ4yWb6DGRXKR38t141uNMutWu7S2abZG0UsaLF0JJLjGMZ9ycVr+DJrt9Z1mC+muXa0kESLcBd6DLZzjjPAzjIpundEqR26sTSlgSAKYCfwPOaTeB7+vFaEkm7nmmZ/OlBHYAd8YpG2jqMk+9MaIZcVXYeoqeQgn+dVz1rNotMYRz9aYQKkk/hyPamkZHFKwXIioB6CrCMB/9eub8XXlxY6I89rM8MnmoN6dcE81gaufEmiaRpt5c6leLLd7/ADIiuBCAFKgnH3iGzj/69OMWyZOx604A4qFXJl2cD3A5ooqxE44z7ZprnagwByP8KKKYFZzmRU7HNRliMH1oorMpDGYiRhnIB/pS7iR9RRRSAhlGCa8p1jUJ9M8Y3t7b7fNjmbbuGRyu0/oTRRVQ3JlsdN8L+BqS9v3Q/wDQq9EYbWUDv1zRRVPcnoOBJHXGfSmSqAue+KKKGNFd+D9c0wE4+gzRRUFoYjZVTgU5vmBzRRSArE4JIrnvHDn/AIRpgeQZo+3uaKKI7ilscPquvtrEMEcmnWMBiRUjeBXUqg6KAWIA5z061xlrM8U42nGTzRRWsyIno/hG5litJWUj5pACD34r0KzuZHhyxyaKKxiaSElnk3Nz0pqTuwG4g0UVfURYMzH06VW85mk2kDBGaKKpiQyVyjEDpjPNQeazAA4xn+gNFFQyjzrVtXbTfEeqRmysryKWcMUu4d4BUcEEEEdemcHuDXRfD+/uL7UtVu7mTfNcOkkjEYyx3H8KKKv7Jn1PRVPy1Fk5yDjntRRQMV2KybR0yB9aczFTxj/P/wCuiimBXkJbqfaoc5UHvz/OiioZSI9xYDn+ID9KQOcD3xRRUjOc8c8+GnPfz4/515/c63qN9Yw2FzdyywQO0i75GYktjrk84xx6ZPrRRWkdiJbn/9k=", 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", 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", "info": {"video_id": "165918", "label": "turning the camera left while filming a stuffed animal", "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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rv4o60L0vHCJRJuxyY8ALt+v+NZi21hd4S3soooY3U+Y5yxweme+RXuvj/QY9d0BgskUN3EQUnZc8d1JHOD/OvCL20m0e4NpIwYj5ty9DmlLmaujtwFOlKrap6li6lR43SQBlYEMK4vGCfSti6vNqPlhuIwBWODxiqoxsjoznERrTil0uWIYRcSLEGCliFXPTJPc9h71oP4V1uO7ht2sJd0zBY3A3IcnAO4cY96yVJzivffCa3d14V066hQFGgClUJ4xx/SuiNup4jv0Of+E2n6vp3jKazurKaOJIJEui6nAyOB6HJ6V1MfDcKK6DTL6S3nAkDgHgqeM1zceXkCjucVyYiPK0bUpc1ze0eBZriJGGd7c4/ujrXZFvQcelYHh632pJOR22Ln8zW0XOcVNPa5U97Ehcgc9a8X+ONneXWpaFIiHyCjw+ZjhXLA8/h/I17EW+Xms7U4Le8064trpA8MiEMOuPQj3HWtE7E2XU+bkisISLS3tElcj95LPzn1Pt+FTApawRwowKxqFBAqTWtCfRZDKLkTqzbQwXBx2yKxJbraPmbAHrUTjK9me7l9SlSpuot3+RnaiE+3ylBgE5x71FGFOATjPU4zSSSeZKz+ppoNdK0R4VeSnUlJdWy6+i6itsl0trJJbuMrJGNw+hx0Psa9B8CaXfaObxL+3khMqQyJu6Mpycg/5xU3wsa4n0u9igAJimDMAeSGH/ANau2vnl2xiRWUjP3h9Kmul7NtMzpt89rFYHJ4H5k1PHjn5VP1qrnAyOaliJeRV6ZIriR1HTaDDGZ1+XovmHHTPQV0TMewzWVocWy1eUjl2wMnsK0Gc5xwK2hsZy3HGU5rwj4zWVzceNbKTyytvNaoiS4JXKlt34j0r3F2+UdjWF4lhtbvQri3vE3xsvBHVW7MPcVom76E2XU+exHY4+y29qhJXDyzck+/t+FTu6QIsaEbUUKuB2FRanpv8AZNyE87zS4yGxjvWbLcY6tgConCV7M9nA1aVKk6i3ZRuwgu5dgwueg7U2MBgRkDjPNMZizlj1JzQDXQtjxaslKba6s+0mcjjNRGQjpQeT1ppBJ6VzjEZyecH2rA8Twzy6f+6UnacsPaugKhR7nvVadA6EevFNNxdwtfQ+Y/E8FxFrErEsUk+YEDFZc8SS2qrHEzTlgBgV7rrfgaC+y0frnDdqy7LwB5NwMhAnfHWqc43uU+a1mePjSnW1Lsf3gblPatLw7p6z6lHbzQCSGQ4cH07/AEr1TXvBUItY5bSEqyHDhe49aoafoc1swK2zgk5yFpxlza3Jdo9D0jSZVksYwvG0BcfTiruF3hioyO/eqGjwNDYqHyCex7VfII/Cs3o9BLbUi1CP7beWMPOCWLH0UYzWySFAA7elU7QAuX/iAwPx/wD1VYbrzUpatjfYC5FMZmJz1xTsEkY4FGABwPm9aoZl6zbS3WnyRRY3nkDNeA+OLG5W9SX5yBlGH905r6MlXKng1yuteFrXU/MYgB25J7GqVSy5WHLrzI+d0VTaSxtCzyEYUD1pINIfa/nEq23Kj1PevZY/ACRSqUKAd/lq5qngu2m0x0hhUTp8ysOpPpmj2iWiHZt3Z4fZ2skd0m2MM2cDPNfQvg9IrbRIbSKPy/LXO0dOeT+ua4a08OzQNuFs+RxkpzXf+HLaSKBjIpXPYiqktNWRfXRG4URjlkBx0PpXEWas0uQuSDgD3NdyRgdPpXOaBama8TI4i+d/r2/Wuapd2RpDS7OrtoVtbOOEdVGD9e/60pcnpjFK3I+lM2kjjj61rYi4jMSBk/nUFxGZIXQnBYEVaAAGe9ROM54o21GeKePNIuVheM5LoQ4weGFed2qmOX94hI9BX0rqek22oKRPGCcYB9K5GbwBAJC0bKDng7at1VLcai47Hi0emyPOHlQxRM2cY5ApsliY5cBdwHvXvC+DrL7I0MsauzDBfHI+lcmPCs1tcsht2cqeu3INNT5noS1yrU0/hjGttZySSRCOacgbgMbgvTP5mur8Rni2/wCBf0rL8OWU8Vwu6NlUDuMVpeI+DbHOPvf0rKtogg7sw8HPTFWbVX8zIXLdB9TVQsAeW7VvaDaGW8iDL8qfvGJ/QfnXNvobeZ1kMa29rHCP4VA+v+TTGJPSpG5HvUZUsMdPpXVYyI2zkc89qz9TtDeWUkG4KxHBPatPACn3qJ1znpRqtQ30PAvG+kzxScqxaJju9we9cjbAxsd0Zb2Hevo/U9Es9RVhPECxGN2ORXKy+ArcNujcDnrtqnVUtwUWtjxePTn8xTOpRDngChrMxycLkCvcpvBljLYPbtGu8rxJjnPrXOW/hae2nIe1LFT3XP5U1PmZLXKtT3MgDnj8KM/hTRweuKMDP+HGakBD09qil6dalx1YNj2qB+T/APWpMpFdhmmbQHqXvTGxkfSs7F3EwOKZtUN0qQiojjcRQ0Fyyp7fzpzYPHr0qujjrXEvqGo3vjW903+2rq0hDSeSsShuVTcF9hweT/Wrirmbdj0Kz4Z/fFW8jHXn0xXB/DrVr/UhqBvbqSfaIiu8/dzuz/Su4JHfFVawh5bHB6008saAQemTn1PeggEc8CmBG5GD/hiqrjNWZCOgqu341nI0TImUcGkKjFPf7vPTNJjK8UrDuQsoz0qaPAAFQvwawvF19c6foDzWkzxTCVAHTg4J5FJbkvY6csNufwqjocXlWZkzkzHd06Dt/WuF1HVL2HR4b6x8QalKrXH2fM6KizELlnjHXaDgHPqPoPSIFVIEROAqgAVo4apkp6FjcB1/Q0gPGR+Qpm7pn8qAwbqOncjpTEKSCBTWII9fxp55qJ2XHA4oY0V35PTiomUEVK/9ajHNZ2NLkZAphUEdKeuDTJBgGlYVxY8DP9KxPE9xGklmrEAtvx+lYkWozXPja40y61a8tLZ5tkbRyxosfQkkuMYxnjqTgVzWt6nepq72d/cXL+RLJGi3GN6YPfHGenTinKL5CU/eOmkbbGzDJwOAK63w4u6yNyP+WmACT/COf5n9K880/VAVEUjZJ6GvUNKhS206CCPBCIM49ep/U1lTjeVy5PQulsAd6bu4Ocj8KGyFPFRb+T8wH866TMeSe46U0sCPang5GTkUyQkjIXimwuVn61Cygr3qVyMe5qPNZNF3GA9+KacY7Vi+K7u5sdCkmtpXhlEqLvXrgnkVz2tL4j0TRtOvLrUbxZbsv5kRXAhxtKgnH3iGzjt+dNQbRLlY9dRdwyc5pEYkA+tFFWiR+NwJJNVnHzEdqKKTGiEn+RprsQ6jjpmiipZQoPH41FKAKKKTAYrEZAPb0ry3V9Qn07xne3sG3zY5mxuGRyu08fQmiiqpkyOn+FYG3VPbyh/6FXeyNsGQBz2NFFUxIehLIGPU9qk6sM+maKKaAru2ecAf/qqAHcit6iiioZSGMx8tj0IxSBjn86KKQwflSa5Txydvhtx/02j/AJ0UUuoPY4nU/ED6wkEcmnWMBhVUje3V1KoP4QCxAHOeB1r2KzcvAhbGfWiitZGaJ5D0GKbkhHYknaeAelFFIYsbFlOfXFNdyeOAM9qKKbGisSd6+/FRlipGOhxx+VFFZlDCSGIz3PWl3Fgc+tFFIDy7WdWOmeJNVQ2NldxSThil3DvAZRwQQQR1ORnB7g1yuuXk+oXZvLmQyTzu0jtjGScflRRWvQjqWNGnkkmgVjkb1H616/p19O0hBYdcZxRRWOzL6GzLO4Q81WNxKsnDfpRRViJo5m5HHNNmmcAdOmaKKoRHvLRb+hxniq7TPuAGB0/nRRUMo57xixbw3I3Q+fH0+prh7rXNRvrCGwurqWWCB2kUPIzElsdcnnGOPTJ9aKKuOxEj/9k=", 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", 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", "info": {"video_id": "165918", "label": "turning the camera left while filming a stuffed animal", "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": "e263fbfd56b598304c55c44262c5f50c5247f930ec1078ea81eca2c026f89fca"} +{"episode": 72338, "episode_seed": 697564294, "split": "train", "timestamp": "2025-10-13T03:39:15.333885", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 697564294, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box against bed'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "204209", "label": "throwing box against bed", "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": "204209", "label": "throwing box against bed", "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": "136852d8c69f7f7133a2b2eb99b75d6cd564d2961d846aad8b86471a0560f4b4"} +{"episode": 72339, "episode_seed": 730307865, "split": "train", "timestamp": "2025-10-13T03:39:16.644631", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 730307865, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing color pencil from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "54689", "label": "pushing color pencil from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "54689", "label": "pushing color pencil from left to right", "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": "77fd3429a2e06026d74822892f4a5376edb31a957b2647112e7ff9907e3a5fc4"} +{"episode": 72340, "episode_seed": 2226359361, "split": "train", "timestamp": "2025-10-13T03:39:19.021570", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2226359361, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing pop sheet just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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E+Sv/AAHj+ea9FkT93+FeUTXjXt09xIULMRkouAcADOPfFetXY8qRkPavOpvmlJnXNWSRm3MXmWEyEcBv5iuP01wgUZAGK7GWZPJnVugXd+VcJbShj5kZBQsSK6KPxMxqao2ZFRjuOPyotECsxBHzMDn8BUKSNhQAOeamhYAEgYrpsYmnMpmSEoyEgBWBPPWrsGPK3hsYB496zIXAmZcgYY1dicJaADq3Ax296pAPjJBAOOCB9auBlM7YBztxjFUIpBlV3fNxmrUEyveEdyNx9vSmJmzC/kWIB5bJOfb1rK1wZitcjGd39K5rx347GiBdPskZ7ggBnBA2D2z3NY+n+Kr8+Fb2+1i5M/2SRFi3KVkG/I2sPqOtYVJK1jWlF7nOX2u+bfSXF4MRjPkxZ4UA4z9aj0zWDcaZezlsEk9Owrk579pd0R5iIGWAyyg55+nJrUlibTtDVdrIs67lDjBZfXHoTXLPRHZHUj8Mv5/iJXPQuP517TpwUoARmvFvCiFNctwO5z+tey2UhC/e6VtQ+E563xGokIB4HA444qezTGTg5ZyT+dVUcEYzVqE7U/CtTM1NrGc5Hy9quEEBQDVGAg4+tWPMG/jOO1MTLkZG0e5qcttQDuxqpHKokUegryT4jeKru78SSaNbOUs7RQXaN9r7+7A+oyBg+9J6bjirux0eteJrmDUpo0jBU/MODwDXL6pqo1T/AF8XzqpCgd+/et2S3MjM78u5yx96qzWShhtX5vSua8k7o3tG1rGFbZjtmBP4E4IrMn8TWNjfgzucIpQgAk5rsH06PbjPzY5PrXlnxBsRp+rx4JPnR+YfY5x/SnKvNbImFGLepvXnjbSxdwRwrcM8eS42YHPTBzWnrGutZan/AGYsJZykJ37sAeYAR+IyK8mlJGtuv+wv/oIr0LUwZfH7Ieds1rHj6Igrkr4yrHZ9Drp4Wm9zqfDqHXNWvdPkkMS2/mESKMk7SR0PSuc1zWrrTdRurCEJLFbzMiu4+Ztp6nFdJ8O4ftOv60yfxblH0MhJ/QVz/iiwb/hJtTdRwbqQjH+8awpYuq5vmZU6EL2SOW1TxBfX5Czbdo5AGapafqKWV25EccnnxhZDJGCV+bPy+nQc+5q9c2HPK4NY97bGEh1HIrpdZyMlTSPV/DesyadbzyQhWWXZ/I1PqmtvfpiaFQwBAPPGaxfAkkV3bzxpyY44257Z3f4V1ctihUkjk9DWlPmUVZmUlFvVHO27iGBlKtuOeAuQayNT8QvpFykjQM+I8AZAzk1266ehTdJkE9PauH+I9gtvp1rODyZjH+GM/wBK1lVqJXREKcG7MztQ8eyuLLy7CNc5b5pCf5CtnVtbuhomjXKFEkvoZnkAXIUI20AZrzO7OI9MPqrfzrttTz/Y/hqMnkWEr/nK3+FcdfEVbKz7nZSoU77HUaFM1z4psNPnbfbSxxmSM8biYwze/rUXxCzp+ui201mtrcW6MEjJwTluf0/Sp/Dah/iFbDoUt0xj1+zr/jV/4jabu19AMnZbRqT+dcdOvUc7ts0lThzJJHlN7PdSf62aRj/tMaz2uJYpgynYhwGVTgHHc+vPNdTc6c2CWQ1j3lgFQnbXb7Rsx5LHSaZqMclgblzgRrl/wr0jxB4ivF1R/JXKuoYLjOK8Ot7oLYiyY7XlmCMR1KcE/wAhXsjQmUl2OXblj71UE0mS7X1M2XxDdypJFIgxIpUkKQap20bR6fbszhZucpnqc9K1prRQQFX5qR7CPbg/f6kmtqcnF3M6iUlZD/MCQRtIAOepFVoda0yCScT30MQZyF3uBx+dcX48s2tBBP5rt552lSeBgdq4idtv2D0Kk/rWjxTvZImOGTW57hP4k0yxuEuHmZ7edS8DRLuDhTgkenPHNWLbXF1HXrfTIA6bwGLnGACu7p7A15xqDH+ztDjzytgzf99St/hXX+GIvtPxBmRRgxwFV+vlqtedVzCrZ20OuODppXYzxD4uutL1ee0gt4n8hwvmMx+Y4B6fjWDN8RdcDMY/s0bNjJCE9PqaueMrMjxXqRQceccY+gFcpcWnXIrenipOOrMpUIrZEU+tT32oPNqLGcvk+gz26V3FndJe+G9Xgm/fJciORmY8/Lkjn1zivNryAx4YckV2HhSRZ7Jog2U2qzKeucnH4Uc7buNRS0MyDSxaT+c0RcAnywc8D39auak8+qtC8oYBF2ttGOnTFdG1qvJI3VFHZqSSw+QU7uW47pbGT4ftWh1q1Yrxkj9K9LtJVZsKRXK2EMMN9HMfuIGPIzg44q//AMJJotjJumvokcnAiB3MT9B/Wuui0o6nJVu5aHVb2SNiNuRitDcUiJOegH45ry2T4jrd6gljYWbYadUMkzY/iA4Uf1NU28UanqF7drcXkhtY1uCsSfKvAYKSB17dairioQ8y6eHnI9avNestN0+W6kmDJFw/l/OQT2wPrXFan8WAqFLDT2Y/89Lh8f8Ajo/xqhYwg/C+9k/56TYH13r/AIVw00LemRWFPGOdzaWFUUbep/EnxJfRsgv/ALMh/ht0CH8+v61g2eotcFhKxaRmLl2OWJPXJ71Smh61SgkWC8AfheefQ1o6nMSoKJ9H7A6AKcY9O9RtEEI5Jc981z8OtqgBD8/WtC31BJgJC4zjjmrdjHU0mt0ABYHd1zXkvxX51m055NsP/QzXqy3SyMAWGB715N8UHWTxPCq8r9nix+LGs6mxpS+I4xQW8QoMcsqcfgK9DuWEvxKuz2/tNF4/2So/pXERRj/hLbPPCusLfntrrrVvM8bXshJwupSyEjttcn+lediNUvRHoU/8zvfhIqmbVrrGfnwD7Zc1raloMV7dTybcO8jNn6msz4StFF4XvbiWQJvnVSWOB93/AOvXZDlt44JPWpw8bylcyqu02cVceCjKqlRyR6VzWr+BbzyyYo95HYdc17Aig5AP3eRivP7nUNQuvHN/pg1q6tIVeTyVjUNyE3BfYcHmu9UVLY5nUa3Od+HGnT6feazBcxPG7eVgMMYHzV3rQgJudicdOa4nSvEF7NJLJfXkkxwpUuRx61vW+rLc4BcbRjvW6VlZmMnd3NlYQ67mBI7VwXxTwmi2KDtcN/6BXapertChhg+9cH8VZVOn6aqnJDyZ/wC+RU1PhKp/EjzG7Vhb6Xn/AGgPzFdvq5/d6FH/AHNIQ4+rua5LUEBsdHYf89JV/LZ/jXVX7rcajpkSH/mGWyc9iQf8a8+vrFfP8z0aW53HgyMSfEaYgZEdsv8A6JjFd5rlhFfagzyKDlQv864PwBcxQ+OdZkmBG1HRQASRtKLj9K9E84XL+ZsKEjO1uorOhB87fQzqv3l6HNv4RhljccDGD1rJv/AO+NgjjJGRkV3ybSwzzng1i+Nb2403wy09pM8M4ljUOh5wTyK9BU4yRzSnJM8d1jwHrGm30c62byxg43RjdgetelpseJVBHA6+prC1jU71dEivbXX9RmUzmD9+ios2FyzR99oPBz6j6VTg1tVQEPzVcvITzcx1DxpGR3c9DmnGBNoLAk+uayLbU0mG9nGe3NX0vEchS4wPemmmJ3OI+KHy2WnHPLPIcfRRXm9yCF07P90/zrv/AIpzKx05UPHkyH9QP6VxF+mItKP+zIPyasm/e/rsdFP4TqNTz51hGf8AlnpkA/PLf1r0HwDGG8eazNjiLco9uQP6VwVyi3PiGKBPmX7Paxj/AL9Jn+td38NbmBZ/EF9PKqBp9oLHqC7frXl1E+XTyO2XwmxrGhxX+oXMpHzPISDWHc+DHkjUqOuR0rt8gsX75PJqRACCoPI5GK7qcFazOScmkeQ6r4MvEiJWItj0rP8AB1rJp9/qKToVPybVb/gVdu+oTXHjq60y51e7tLZp9kbRSxosfAySXGMYzx1zXLatf3cGsXEF5NOzRSMgFwFDjBx823jPTpxW6puKuY+0TdjfMSscls9zTYkWRvlX5R29a5+LVtzBN/BrThv4wPlcDj1poGaKxgvsUY3GvJtRk/4qScJ0+1Pj/vqvVre5iLKSwJJzXkCSedryt13TE/m1EtioK7Lvh8k+LYwei3efybP9K1dNfNteSk8m2kb8yB/WsvQQq+K5ySAFlmOforVfsiU0W5kx1jjiz6FmB/kDXLXXvfcddJe6eqaTbg/DyztmHErGQj/gdZT+G45ZQU4BPStnTrmFtA061jVsJbxknHBJGSB+JqypC/8AATkCow8Wo3Ypvexxlx4QlIJUjGcc1yOueF763jd1gZlHUqM16f4ouZrLQnntpnifzIxvXryTmsPW7bX9G0TTru61C7WW83+ZEVwIcBSoJx94hs4/+vXZGm3qjllUS0ZzUVzNuA3mrwv7lAAshooq5GaNC31O72sfMrlPFs8lxrcLytubyox+RNFFZy2Lp7kEUanxfpUZGVMNpn8dtbnh9zLrWsTN99Vu5B9cN/jRRXLW2+464bfedx8NUH/COSHGcTrjPb5RXfQMTG+T3oorSj8H3/mZ1vjZZiPK44+T+teQa7fTad441C7g2+bHO23cMjldp/QmiiuunscdTc5i4keEoqMQOlTxXc8aAq5HeiinMIlu31K6yv7w9Kx/Ft3Nc2lsJX3AM+PyFFFZPYuHxGNqny6TomB1nuCf/HK6G1bzfHthAwBjEVmuPbYlFFctT4Pk/wAzrh/X3HW+AmM3ibVpW+8zzZx/10r0e2YiZR7UUVVDZ+pNXdehbVyI2Poy1gfEQ48LN7zRH9TRRXVT2OWoec6vrratbwxyafZQGJVRHgV1KoP4QCxAHOenWuTjmk8zG6iirqk0y39rmTAVyBVy31G52n94aKKxNmYni64luGtDIxYiJh+tZ+oqBbaRjukxP/fwj+lFFLt8/wAjSGyOosAD45lXtGylR6bYhj+VdL8NxnTrx/4vMTn8GooriXxL5fkdL+F/11PQLdyVcVbjONmP7p/nRRXTHc5Z7Hlmtas2neJ9VRrKyu45Z9xS6i3gMo4IOQR1PGcHuDXI+Ib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", "info": {"video_id": "89973", "label": "tearing pop sheet just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "89973", "label": "tearing pop sheet just a little bit", "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": "b822f9cf05e9f9aa8039a4b4f27f97f648b0287e01c08e90b00cb3795ab62414"} +{"episode": 72341, "episode_seed": 1845090042, "split": "train", "timestamp": "2025-10-13T03:39:21.441434", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1845090042, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing a card into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "157038", "label": "tearing a card into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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kA4BqPeT0qIU4V02SOdTbJASe9SAfKKYtSAcVDOiCCkp200YxSNLMSkJpaaaBNiE10vhjTopm+0ynlT8ormCea39AvfIDLn8KbWhmndn1frN9H9kZFIyxxWVbyIEABrH1mac/NCC+0jd7VHpdy+ozJFa8sX2YJ711OFzghNx1O80hI53jmXAbZk1nax8P9O1jW21SeeZHYqWRMYO38K0tDs7uzVxLHjIAHPYZ/wAa0NQuPJt35wdtRydDR1nfmi7HJeIrxmlaCI/KODirWhQCEA9zWLKzTFsgmRn3frW3ZS+QiqwKtjoaU092Q5LZHVRHKilf7pqlb3IJXnirMso8s80kZtjlUCMe4pyqAuKqfagABmpo5g9VYnmPDf2gnzd6Eo6KJv8A2SvH4ZNpBGQRzkdq9Y+O0gkvtKPoZgP/AByvJFXp71jXXLO3p+R62AfNQT9fzZ9AfDjVoPEGlwRXEgNxbupcE8lgwIP4167Xx94c1SbR9Vt7uORwEkVnVGxvAYHH6V7j/wALms3X91pM3/A5gP5CrVROOrMq+Hnze6tD1CivK2+L0rcppcSj/alJ/pUEnxa1DHyWNov13H+tS6sF1M1hKz6HoXiwbvCeqj/p1k/lXznqetX2o2cFjcXLPBbf6tD2rstY+J2rahp1xZmO1SOdDGxWM5weDjJrziVgcsDzXJiayatFnq4DDypp86KsykZxz9KpSkj71W5Gw2Dx71VmlXoOa5o3O6ViuTyPXNel3EVv/a9sWQH5SZEXoR2JH1ry2SQl8DjB7V6fpFtLJieQnfLySeeOwrspx0PMxbvZHOatDqs2qyx6bIIYRgn3JrR8D2F1p3iOxvLnUJAkFwski/wkA5OfatBjFaXc2QzMTkqozRYRXHmF2j8sEHJPU9v61snaxwcnNoj2ybxxoSIzxXLzhRn90h5/E4riT8cdOuJporTT2RkbCm4lA3e+Fz/OvOvGJ/sbR4ZLS5ZZZzsKls8Y5+hrzq3Xz7mOJm2h2C59M1TqPoVHCQPcNa8UzeKUjN41vGICTEIQR1685yayNLhE0zHLLg/M5/lWDqHguXTo4pLXUJd+0EZ6ZrU8KfbLeSS31HDuGyjev1rKb5tynSjBaHbW6MYlwAsY6H/D/GpDF8tWLZdxABGfX0rQ+wEDdhm461koNmHtEjmLu23KeOcV5J8RLQW91ZtjBcPn8Mf417pdWRTJIA9q8e+LMWyfTTjr5v8A7LRTg41EauopU2jzcU5etJSgV2MxiTJUoxioVqQGs2dtN6EgHFNNKDSE1Js9htNNOppNNGMhpFSWs3lTAnp3qJjTM1djCUrM+pNB1S0vdPWLcGlm++M9PWrfh/TH03xhF5a5tpmLfQ7TXhPh3X59IvUk3MY+hGele/eCNettZe2fcpl5OPwNdkZKSMatJ0/Q9CpkkMcwxIisPcU+iufYxauV47C1hffHAit6gVjeJpVhayAABd2BPsBmuhrzz4r6lLpmn6dLD95pJF/8dFPm6scKfNJRRtW99GsbHcMgetJ/a4JILcV4za+MZ4o9jsc9zUknjFsDbJk/WsY1Im0sFVT2PaEmE+Npqa2uSkpVjXnfh3xdHKY0lcBiO9VJNY1G/wDG17p6a3dWkG6TyViUNyE3BfYcHk10qSaOKVOUXZmJ8aCHfRiTyTOf/QK8sXqa3fFOrX+qfYze3Uk+wMU3n7ucZ/lWFGeea5cW71Wz2Msjy4aKfn+bJ4gCQQSDWxZS7R82axo8huK0beToDzXFKTPTUTYV89DxTXmI781XLFVBHftTXkGOOtc/NdmygLJMSCDVN5RnP4GnMxJ61XdSQSKdrlLREMhZ85P0qBgc4qyQSo9ap3pZITIhIOe1awV3YyqSUU5FdiNx9zXuWgQxi0dWH3HKj868m1vRtMtfDlvqumalezhrr7Lm5gEa3BCbneIZztU4U7v7w9wPSl1CPTBf+Y21ExJn8Of5V2xjy7nkVaiq2sLObeI3Uz43SHP0rA1fxHbaVAqtIC/J2L941x3iHxfLqLtHZ7ooixJbua5lpHlcvI7Mx6ljmqSsiFuamr63cazc+ZL8sa58tB2H+NUAxVgQcEcio1p1Jm8Xodpp/jLz0gt75iuwgeZ2I967KO8hug13GysFIKlOQRXjBre8KarLZapHblz5E7BWUngGpaJmrnu9hcpJEjDpXUWN1bvEI3VjIegWvPtMuBFcyQEHYT8h9a6K3l8rkNLnuQKqErHnVIam3fxqY+cDHYV4b8YlCy6Tj/pt/wCyV2KavPe+NbjTLnWL21tXm2Ruk0aLH0JLFxjGM8dScCvMPiJcXr6otreTXLm2llRVuMb15A5xxngZxxVtXaYoXWhxtKKQUopm6JFqQVGtSdqhnTDYM0ZoyKSkW2IxwKZnNPbpTKpGUtxDTDxTmzjiuk8R+C73w34d0fUbwSrPfGTzYWjIFvgIUDH+8ytnHbp1BxSRhN20I0Feh/Ce5mXxxpsIc+W7Plf+ANRRVU9zsrfw2fStFFFM8sK8p+NrstjpCDo0kpP4Bf8AGiilLZm+G/ixPFz901GPvH60UV53c92RLHPLE4ZHIKnINacGsXdpr8t/GUM6OcbhkcrtPH0JoorrwzPLzBLRmDrQA8gemR/KsxOtFFGJ+NmuA/3ePz/NlqBAx5zV+PCrkCiivPqbnrU9iR2Jkx6Co5CcUUVmixmTSOOcUUVQnsG0YIrN1EBIGA6ZBxRRWlP4jmr/AMNkuv8Aip/EFvbQzaTplsbdUjiktUkUpGucIAXKgc5OByea1PG+o3PzQh8JKwD47gDpRRXo9TxYnDipVAFFFJm1MXpSUUVJoLToWKSo6nDKwINFFAHsenTSNplpclj5vXIrtYJHks1Zm5IooqInFU3PO9R1dtN8QanGbGyvIpZwxS7h3gMo4IIII6nIzg9wa4fxpdz6hex3ly++ednkkbGMk4oordbGS3OYFPQA0UUM6Ibkgpc0UVB0iHpQKKKCeoN0ptFFNCe41+BkVo6h4m1fVNIttLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1ooq0ctXc//9k=", 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", "info": {"video_id": "157038", "label": "tearing a card into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1bb86a624c472175e2fb00233d542b3d0eb2f500457cdf1bf8ab28db0b3cc81c"} +{"episode": 72342, "episode_seed": 701103223, "split": "train", "timestamp": "2025-10-13T03:39:22.944823", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 701103223, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 table mat against bat'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "58308", "label": "throwing table mat against bat", "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": "58308", "label": "throwing table mat against bat", "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": "cacad59004c63b3c681d2b061434dbe76082509db07ef675ed0bb604662f7ad3"} +{"episode": 72343, "episode_seed": 366124042, "split": "train", "timestamp": "2025-10-13T03:39:23.823082", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 366124042, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "182599", "label": "opening door", "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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1cxSzrLbxCI5hiw25Wx3L5P4ivMptEvl34sJskY4jbj9K9S8e6xe6dY201tOkN7Jdst35YDBZwgDqu4dANnPuea86k8Y67Fu26i/BxkxxnP6Up352UkuVGr40RU8K2QHSHUJEUjnI8pD/AEpnwsfZr90ufvQ45pfFLLL4LjZOiX8ZUkYyDEw/9lFN+F5VfEdwD3hOKwh8B0VNKj/roeqeO03eHdPy44cdv9k4rkJxueMsOkSgH/gIrrvHdyn/AAiVtzlkljOPwIrkZJEaOPDKSEXPI9K5p/Gar+F8zW0SNRfQdz5bY/WoPFESi8DDvbSn8lYU/SbqODULfcwGQRgkAnmjxY8CkSQXCyIkEq8qQRlHPP5UobWE/iuW9HVf7DhJAIGCMH/YWu/t4MWsJ88bPLRWiKA+YxC4n/4Dxz0+XrXAaWVOjW+AMjBXPrtAru1iRYVZoSXS3D7xD0tsfPAMH7/3vf5hXfhvifojkr7fNjb6IpYXLZDOIpCH8sDEiq2+X/toOK+a5Uldky21STt56LX0ZqhMGiaoQFAS0ZZMRsMptYwAf7ozur5znUAxg5zyD9O1bVfiM4fCXPDJZL15GYfJsIz6l1B/Sub18BfEeqr0xdy/+htXQaFIsbyBlYuUyMDt3/pWH4lGPFGrc9bl249zn+tc8f4rOiX8KJ654DbzLKyO4grAecelSaGyx+M9XjLAswkPPtgkfkap+BrkQ6dYvyMQMKi8/b4+vZlYiISfMx9GXA/UiuWqjen1HahZQ3fxX8DwXEfmxuZGZSOuLiVhn8h+VfQJs4RcJcbQGiD7fq2Mn68fqa8p0DTo7v4o6LdTIGWx0i4mUkfdY3DqD+RNenvf+ZolzdKCCkLt+S5rqoWcIpnHVvzNnzn4djWP4g6zGAFUTybR7edmvX7HYLx2GCwB+XPDdmz9Blv+A15H4ekD/EPWyOf32P8Ax9a9ashvll8ttuOcrjJII+Tn+/yv41Nv3q9TWTvD5FoLH5caJfPPGsZRblnBMqHGZyccmM8A9vUV5t8W1fZpKo212EvXvtKjf/wMDd+PevRZEwCy2rpEIy4tliUlI8DfaD/af72K81+K6ut7pcTuJDHFITIqgBlLDAGP7q4X/gJrsq/CctPc8sljAAYNk7jgD0rS1oAeEGQEEJcW7ZHvG+f1NZzqCygAj5iAPx4rR1aRZPCtyqKQoeFhuHYFh/WuWp8UTqpfDL0MzwewXXk9CjD9K9t035NLVy2QtrK+MdODXh/hNtmvRE85Uj9K9msroHw9dR7juSwmIGOvyms8QXRex5BDarrGuaZauCwur2ONgOpDMAf519Zt4bsHureIQ/JAYpSp77AwUfhwPwFeE/BTQItX8XNqd0P9H0pPPXqB5hyF59huP5V7n4S1yDXrNb+LOLhPMXP90sSP51qkrJMxm3zNxPIPj3aCPxfoV0eXks5Iycf3Xz/7PWn4RVG0KPIUjZFj67RVT9oSRU1vw36+TcfqyVd8Jlf7FjBx9yIDPrsFRiNyqT9z5nVDy1W3KuXdIz5dtu4u1P3iR32HIHpiokQIVUXDTKB5YlJB3r1F0Tjr/Bnp79qcyuQuAUkK5S42qRaEYzH9ZOv/AAOq7fLC7rCYkWEt5TRj5YSDi2+qN8x9K64/AvT+v6/4Bzv4j53ulZ53YsAGkJUenrU2jbUuZ3z9yNiue5yKrzAfKTkndnPsan0hgjyZVi7AgEfQ5H5Vzz+A3pfxELs8n4kbCxb/AImHU98t/wDXr3fxHBG/h+4jk+6bYdPYZH6gV4LPOsvxAjmUghruI59/lz+te5+OJmtvCLy9CYFTn1OBXLVXvw9P8joi7Ql6nI+MW87wDokxHJuMfj5QB/8AQapfDfwjbyaXe69eRZdmdbR/+eZTnI+uCPwrX1DS7vX/AAPoNjYR7pnv3wT0UBJOT+VdxqNnZeGdL0DwvA6CUxSzMMcsFXaWP4vW1Fe6/wCupjUey6m34O0OPTLaWdFzLfXDPKCpwI1yAv5kn8a8EsdMXRvGl9pg4W2upoUGOwk4/TFfS2hyedaM6NleeR0JrwXxAiwfGDW4wuB54f8A76WMk/rWk4rkViacm5yb7HX6Q2NY3RgPKgYrHnhzjkH8CT+FacQt444Vtrx7qFA5hld8mdG/1jH18vqPSsfSMSajKqS+T8pzKpAKHIx19fu/8CrXcOx3i1e3JXf9mVV/cEAbrce8w/lWmH+F+v8AX9f8Ayq7o4L4pKTpukokpY73VXLZMiqq7ZT7uDkn2rymRBtyGyd3GPpXqHxRDBdKjB3D9664AG1flxHx/cHy/hXl8oBbAGBuOB7U38TDojtte/0jwYz4wfPgYKBwOJBVf4bMsfipl6b4iB79a6ewsrS60e8hurj7PAiRP5jRltpDkdBz/F1qfTPDUa3MdxZanZyhuFbLITnjuK4Y1VFOLPQqU3KXMb/i19+hIpOcOpwR7GuOis7G5RluLZXP97+IfjV/WJ51tJ4JZHdYpNn3sqcZBIPfn+VUBJi2tv4X8sdO/JrKsnzKSZph2uRxY1LSC1vEuVWUyxKEVWb5SvSp7/Vl1OwuC4K+QkhIXBDfumXkjuMiplbEFlJkM00Qdt3rgVhTIyx6gVYFXgkwuPujYfypQcm9Qmo9Ednozl9BtWmCh9vY+2OPwr01fOEMYQqFLBI1aM83YHEhx/yzOK8x0Qg6Hb5xuy23NekMbURyiVJFC2qidlDf8ep+6q4/jHGfxr0sOtX8jza70+bM/wAQ3P8AxTGpMhxH9iuGhBDA7DxKTnvvIx7V88XEVy7Ak4Uq2OOgHSvpm+sRq9pqGnXEm1rgGKcoxG2UIMBc9tnJ96801D4c+WzLHPNgcdBTqtKZNNNxPN9DlkW58ogBJAQDjngGsTxFtk8QXzp8ys+QR64Gf1rvr7w4dAu7MPIzmUtjPGMD/wCvXNXdq02qPHFC5Zz8oxnNc/MlUbOtRcqSXmdP4QmJ0e0AJ4Rl4pZZ8azfjoZ4wuSOQeCPxyBUXh7w9dXdw1oRJA6wSyKWBHKqSKpaWHv7hwcs/wBmVxnqTgVhUkmrroa0o2lZ9T07RfEOn6botpe3Mipq+pA2MKswGVMzlj7bckk+4Fd/ZTwzaBfQySxqEjdXYuMBSuc5H1r5s8Yy+cnhPO8xvbysQRzuMzA/jwK6vfH4e0LxDollcF4ZtOS7R9x58wcoB2+7zjrXVhqd0pf1ucOJmotxOe8Kys3jnUHjdSklw27Pcb+34ivZ9MZTPJs7gDIAOwlh+8OeyH5jXhPgJ869G/d9pP4tXuOlyx752Khk8s7lAyZBn5ox7sOB9KFrUT8zSekbeRpgXIcKs4M5fYJ2i+Uzhci4PP3Nvy+ma8p+KJNxq2mLaq0UZtSyI4IZFMjZBz3zn8xXqEhs/LPmwt5HkoGjVTuEBPyw8fxK/wAx9qyPE/hO310xX9w5a7CmKRo2wGYMckA9s5rpqu0Uc9NXZ89yQzJ5ZySxzgfjVjUrl5PDZJA/eOFIA9GzXol18Poy2VeUAc9R/hXBTqf7FZEQMC5BGMnGQcj8q5akldM66SdpLyMXw6/la3AfXIr1fSbhVjcSk+UbaVX9lxzXnFhpdzMVnjt5DGD94L0rrvBAb/hOhp10dsKQyrJzkHA+as60uZMulDlaudVrBi+E3wqu7C1vY5tZ1iZlWRVIIQjDMFPTauRn1YV3fwytBa+HNLjC7GS0j68blZc5/wC+ga+XtdlklmuHmkeRzOwLOxYnn1Nd/wCB/iRqehRWa37yX1uG2wBnO9TtwEz/AHfm3f8AAfeuiEXJJnJUai2jf/aEff4k0GLPC2sr/m6/4VY8HyE6FF5+0t8gXH+6MfjiuW+Mmr/2n43sR5yu0Olx71XjYzFnI/IqfoRXQeDpB/YMWSAdwAJ9dorOvqaUn7qO8YMYEyxMZCq0W0Eyuduycc52pwD/ALhqnfystjcM5Yt5U5U7CP3yo3myH/ZcfdqUyweWhMJLrbk7wudsWPnt/wDfb5iB1+YUJbQXrS2bEBZYlikPIymxvJAP+wuQ3v611W9z5f1/XyMPtHzo8EziM7jsOcY7DFP0mSSK6WM/dkOM456V6XffD+2jcpEZNo4GHB/pXK6r4fTQrqywWYyufvHpjH+Nc8pJxZ0U01NM5OZXXxOjKh3faEI468jFe6+LLXVfE+iW9hpMCTOJPLlHmKDuCAgYPswPsMV4vMkz60u0OXMi7G9AMfyr6Fg0extrOTWFvbqK++yPcLHDIVT5Y9u4gfQcn0xXJWnZxfl/kdCilGV+5saVDpvw58Hwtrd6gaMYZwucucnagHJPX8u1eK6Z4guvGHxX1TWZXdYkgkWGNudkQICL7ep9ya1vE+t32t/DOyudQuJJp/ty5Z8eko7fT9K4LwfrlnoeranJd+afNjESiNcn73J/CumEueLUUc04ckryf9WPqXQZPL8PSSEjJDt1xgLxmvF/HY8v4yXJiYBXjg3Ajt5af/Wr0Cz8Zadpnge81C/fzLdX8lPKYZlLhSAOf9vPsAa808azmX4wXTFtzAwqxHQHy48ge1VJaImnu2dRoTr/AGtKQnmYRgUGOeRzz/d+/wD8BreAmB2fajLJuCfaig2ySEZS5PP3E+6e2a57Q5UGpTNuA/dsMnHJyMpz3YZX8a2GmtPJJe2YQ+R81uFG5YT9624/j3fP64ragvd/r+v69DOb1PPvicXmu9KSJWjDRysFcYKkvhs/VgT9GFebSwSJtOSWJIFe8eIvDNtrsUF1cuJLqLdEXjbAfkYIHTHIH4Vxtx4EgZwQ0gA5+/n+nvUOS5mXy3SNjQ2xZaguCALcfe7ASL/jXU+H7y2nsl8ieOTYfm2tnHP/ANY1yWiqZLLUIw7ANatg+mHQ/wBK1fCWjLpFpdus7SfaDuwy42nJP9f0ry6iXK+56kb3sU/GTE6tq0KRhI4rnCADggkH+prl7iSSdIYgTGiLtLgZP0HvXVeLmxqupM33WmHNcxcXc0ESxLgREDLjqM10VI6KxzUZb3LVwkkdjp88TkPFAoaPqdvAJ/WqMb+fpepSlSu2CRef9w1pCeG0t9KYuuHtwuD29PwOSD9faqUkqnSdXCDAMLkZGD90/r1H4VnHY1e50+iNjRLYNt3Evjj3rvls7pREUkjiXzS9sjlsi4+bzGbn7jDcQPcV55ojhdEtlbO47z/48c12/mWgMxmhllOxFuJMMA8ef3Spg9VO0N9DXp4a938jza72+ZsaGLQXKpF5kkYtj5W92OYCcqW/292Qfap723t/PK5f5jj5HOO/+JrKtr6ZZZS8aKxZvM8snmfgSAZ/gHykfjXIy6rqV742vdM/tq7tIQ0nkrGoblU3BfYcHk1VaF5XM4SsrIh+I8aRX+kbHdmBkLbjnrtribh49M1uzknkCpJGjg46bs4H6VJf6xfanPatfXcs5Q/JvP3c4z/IVHr1nHf3+nQSswDW6HKkZGGcCuCokp2Z6NJt0ro9F0u8ZbDVZrWMTSnT3eIeucDP5MT+FeceFTjVxzwbcD9K7K3URafPAsYkItGQZk2MMAHIPrx/OuK8KMG1q2Q5DMiJ9c4rmgvckavSoiPxQ0iXng6CQMiJvbaT3Nw2T9SAK0PGAisvHF/BA5ED6Q2Fzxkqxx+dVfiPm31Lw0wGWSCQ49xO1VfG9zDL4/miiOI1sYouGz83k7iM9+Sa9PCv3UzzcSvfaIPAIP8AbNqQeyfzr2ezjN2XCFFZcFZXAxC+TiU+ynP/AH1XivgDLaza+gK5x+New28sbCUvC8y7cNAoGZl7x8/3uv8AwGpp/wAVeppUfuP0NDyIoJQ3mJJOHZlIXjzMYlfr0dOF966G3W0bQrVUhRIvJHlKc7gmTtB56gYzXLNdbTtito1B2KT5Z5wcwjr0iP3/ANareJdWvrXw481vM8NwJEzIhxliTux6AnP4YrrrRvHU5YSs9Dde3tikjBHXGf4yM4rwuxiE1pOrE4jR5BjuQM12+qandwaHHqFlr+pSq05t8zxqgnIXLPGOu0H5Tu9R9BxOkN+4u/lLboZVwD6oea4K6skd+Flds2vDF5byWkkKSgyKTuUdR/nIrU8iNPi7HgFUuNOWQleOWh5x+QrnPCthFAZrtd++QYIYjFa2jOsnxUt1ESpiyZSqtkEiEc/iefrXI0ueVux0pu0b9zzfXo/KluUxjFwRj05qQRBNP0d0JBlJJwe4YrS+ISJJ7p1PBuX/AB+Y1FBMjabp6c74pnH5kEf1r06OyPNratnQfEsj/haesKv3USNFPqBCgBrsvCL+X4fiDc7mPGPYVwXxAumuviLqs5jCZCLtzngRKv8ASu28KP5fh+MNkEuefTgc1lVRdN+6jsRZnaGa4hiDOpVCoJ87+G4PP3eg/CrWjfZl1ODyoAVCysgfPyqf9aDz1Z8Ee1ZTSW6qS9i0w8vEjFQd8Xe2XB+8OvrViG/uFnct5bEn96Y02iSQLhWX/Z2fL9RXc03GxzXSdzY1BLYygiMHJAyhIArzn4iIkNxpPlAjlycsT/dFaMOpS3njSbTLvVry1tnl2RvFLGixcAksXGMYzx1JwK43xRc3jaw1pey3Lm2meNVuMb0+bHOOM8DOOK45wSidNKbc0Zd4y2WrW0sjYVgGBHOMkj+Yr2y7ITwfLBHK0j31qN+R91AOEB/n/wDXrxTWIUuL6zikbKmPkDgjDGvbbjH9m2cQAG2yB/nXmV3pE9KlG8mnsedausqeALNAcwmdGI9GLTH+Rrz/AE2Ey6/IoTfzyvryK9B1Zlk8GLsYcXMUbL6YL4P/AI9XJeEo9/iyeP72+J1H1yK7sLs35nDi97eX6CwSX9zpN35vzW1oVErvwqfNsUn1OW5rTbVU1zxquowqUSZ12g85ChVz+O3NW72MWvwy8TTuPnu9bit1PqFLMf1Fcz4Xy2pWQPZh0+tb1leSfYww7tBruerafGLi4kHygBfvPjCHIxJz/cOG/CtFYI4pMi4SW5D5WXYNpmA5nPsy/IPesiykUzSFomf5f9Xx+85/1fP9/pV/7SAhVbNFjIVWjEYJ2Z+WLOf+WbfMfY1th78hnUtzHTWhtW0O3SO3SKHaxijI+dV3HCn3FZ32e2dm/dEYOPvEZ/WsPX9Tv7bRHmSdkufMXfNHxvYk7iB6E8j61ma1H4j0TRdNvrvULxZrvzPMiK48nG0oCcfeIbOO31zWc4e8xqbsSaCSLe9/69Zf/Za6LS5G+wZz60UV5FTY9mO5g+L3LXGpg+/9P8a4i/upYrwBW4Ma5HboKKK7EvdXoca+JmtqJCWelnYpP2JTyKrvI02jXszn53g+bHfGR/SiisehujsLQ7NKiZeNqsQMccE10hvJY5rpF27bU2xiGOhnwJPrncfpRRXqYXeXyPLrdPmX4W2uwHRZZbYf7kLBU/HDHJ7151rV/NpnjS+vLfb5sczbdwyOV2n9CaKKuoZx3OddB8hyflYAfnVzUQF1nTyOrQAn/vt6KK8yt8Z6lD+EjqkRZFnVhn/RZWB7gheDXB+HJGTW7ORThhEpH4A0UVhS+CRrU+OJpfE47PEug7eNqvj2/wBIauT8b3ct1451W6fasjyg4QYA+UDAFFFehh/4cTgr/wARmr8OD/xNMepA/ma9Sllkgtr6WNyskNuZY2/uuCAD+RP50UVVL+NH1FP4H6EokJuDHhdpltosY/hnGZfzP5dqpeKJC/hRi2OJox+AJA/lRRXZV2ORbnJ6t4gfWIIY5NOsbcwqqRvbq6lUH8IBYgDnPTrzWXpECF7qM527HPX0jY/0oorzcRsehg92XPDrt9jPPcVb0JyfifbNgA/ZX6f9c6KK4/tS9Gdi+GPqjzvVnP2iRe3myH8dxpMAeHFkHDi6xkfSiivUp7Hl1N2XvGU7XHjK8lYAErEMDoP3S16JoH/ICi7dePwFFFZ1epVLZGlcXU0H2hkfmGyS6jyBxKTgv9SCfarUTeXc3CIoCwztbIPSMKHx/wB9E80UV6DWn9eRyvqcnqOrtpmvalGbGxvIpZgxS7h3gMo4IIII68jOD3BrB1SeXVLqa+u5C9xK5kd+mSevFFFcNX4WdND40Ravxf6cfWNv/QzXr0jsbWHJ/wCXBv5UUV5WI2iexR+KR5df3Eh0CEcf8fAU+4XcR/6EaxvBl1JD4njmUKW2N1GQckZoor0MP8J5uJ+L5FrX5pJfB4Z3Yh9XmcrnjODziqfhA/8AEzh+uP1ooroq/Ec1D4WekxFl+1MrEMkDOpHZh0P1FTieQAnIzstWzjvM22Q/8CFFFbYZL2fz/Uir8RW8RtjQJUHCxzKi47AMQP0ArmLrXNRv9Ph0+6u5ZoIHaRfMkZiS2M5yecY49Mn1oorOe4R2P//Z", 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", 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", "info": {"video_id": "182599", "label": "opening door", "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": "5a16e5774ed59d1979767e83073f02005d00a92c4820abaae6e6203aab98c5cd"} +{"episode": 72344, "episode_seed": 1856458447, "split": "train", "timestamp": "2025-10-13T03:39:25.887717", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1856458447, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open watch case without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "10495", "label": "pretending to open watch case without actually opening it", "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": "10495", "label": "pretending to open watch case without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0beb1b6e5511b523aa6d9fd8cd2c694ddc88dc682e0662f8aa1d7dfbcc7fdf25"} +{"episode": 72345, "episode_seed": 431955451, "split": "train", "timestamp": "2025-10-13T03:39:27.552984", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 431955451, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 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": "118591", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "118591", "label": "tearing paper into two pieces", "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": "5e1cb39d248a1c582c3759dc004fd3b1a64f12ac46e23140f101d5924369f772"} +{"episode": 72346, "episode_seed": 1170021988, "split": "train", "timestamp": "2025-10-13T03:39:29.340619", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1170021988, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leather case with staples 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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", "info": {"video_id": "156488", "label": "tilting leather case with staples 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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"info": {"video_id": "156488", "label": "tilting leather case with staples 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": "548f2c2d92f7bbc43c9f0fbb4cb31570eae2e7f1f92b099778f6b05ab8d5d87c"} +{"episode": 72347, "episode_seed": 3199970783, "split": "train", "timestamp": "2025-10-13T03:39:32.826810", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3199970783, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of a book without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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": "81270", "label": "lifting up one end of a book without letting it drop down", "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": "81270", "label": "lifting up one end of a book without letting it drop down", "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": "1f9f9ed02f1b5166874d96dd343d2abaf020246e09a6c49b6e326e50ce075d8e"} +{"episode": 72348, "episode_seed": 1326557873, "split": "train", "timestamp": "2025-10-13T03:39:34.369949", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1326557873, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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d8SKOHHR17MP88V2cqcmsfVdNF9AAhCTx5MbHp7g+xpR7Gt7EEjCSH/ZI4rltXhe3mWeIYdDkHFaEN9LbsbS8Ro5V4wf0Oe496sXESzxHGGBFawk4vUmSTR2kK4UVfiXAFVIxxV9B0FQmQx6ryOKnC8/hTQvzCpVHJqhBtyfwqIpzVgD56ZikxIpSrw30qk6/Ka1JV6/SqLjg1DRpFlHGRVWRcqwq4wwrVwxur2/8aXmmHWLm0hzJ5SxqGyVTcF9hweTWtNc2iIm7HRwL+9b8K0rdPlz6muJ8E6jeaibw3dxJNtEe3eemc5ru4B8i0paSsOOsbk6qCOlWFXpTEHAqdR0pXAUDgUMvzmngdKD940mCIXSq7Jyaut0FVmHP40wKEicEVSkTBI7GtNx1Ncv4vuriy0F57WV4pRKihlPOM9Ktaibsh10mK6CBcIPpXm2sXM0Oiw6hZa5qEwa5+z5uI1RZyF3M8eOdqn5Tu9R7gemwj5R9BTqJxsKDuW4kwBVhV6UxBwB7VYA5qLjHBefwp+3kfShRyaf/AB0CIttV50yp+lW8VHKvB+lKw0Y8icEVSdPmHpWrKoGaz5lwpNZvQ1uYOu6SNQtjJEoF5EMxt03D+6areEpmuBcBshk2gg9R1qgl/Ld+NrjTLrVru1tXl2RtFLGix8AksXGMYzx1JxVnwdHcR67r8dw85ZJVQrcABwQWHzY4zjGccV0Sh7nMYqevKdrEuWFW1WoYB1NWkHFZplDkXCH1qUL8ppFHy1Ljg0ySNl5FQypkVZYcj6UxhlaQzIlTDkVSkXDZrVnT5z9aoSr8xrO1maGJrGkpqVsVBCTx5MUnofQ+xrnLK7ZN0EqlZEJV1PY1ueLLu4stCa4tZmil8xBuXrgnmuJ8VaXrei6Zpur3N3ci4vC4njKY8oAKU3HH3iGzj/A10Rg5xujPn5XY9hh5Iq/Hy35UUVgi2Tp1qYUUVaIH/wARpuOKKKYiKQfyqg9FFQyo7FNxXlGsX82l+Mb28t9vmxTNt3DI5XaePoTRRWlDcmrsafw+G1tQA6AR/wDs1eiRcAD2ooqavxsuHwItp2qwKKKlAyQdqRuGNFFNiEftVeThvxoooQyvJ3rk/HQA8NS8f8t4/wCZoorWG5EtjgdZ8QtrMUEUmm2FuYVVI3t1dSqDooBYgDnPA6817PAMhR7CiiniN0Kl1NBOSPwqdDz+FFFYotkoqT+I0UVRI3FMcZB+lFFCGZ8o5qhKMiiis5miPK9U1Y6b4h1OM2NldxyT7il3DvAZRwQQQR15GcHuDW/4Du59QvtYvLl9887JJI2MZJ3UUV0z/hHOvjO/g+6atp0P1oornRqycdqePu/jRRVIkG6imnoaKKfUClOPmrPkHzNRRWcjRHJ+NP8AkW5PadP51wN/rWoahpsWnXd1LNbwu0iiSRmJLYznJ5xjj0yfWiiuqj8Jz1dz/9k=", 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", "info": {"video_id": "6781", "label": "laying bottle on the table on its side, not upright", "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": "6781", "label": "laying bottle on the table on its side, not upright", "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": "75ea9e8e8d50d31905833ba72fd3cf4fb9c3ddb8ee40efcffe52e2dad1ed5597"} +{"episode": 72349, "episode_seed": 411240057, "split": "train", "timestamp": "2025-10-13T03:39:36.492452", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 411240057, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting toy truck up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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bHUYr2RJInC4xwO2QK85lGozSSRXF0WdowyKTgNz/APW/lXRaZZXGj2y3csu/dKYpowD+6/ukn35H4UQw9SMW5O7epcN7nqOkSRHzjIm5jtwAcYPOa5P4iaHp1pZvrdk6WzAgSQt0kc9NuOhPOe3Gansr92KGOdokZfnkAztH07n0Hr9KwvHBk1CbStLjkeSJ5ZJPNNwXSUADGM9D1GPU1104qVJXIfNGfNFnFTasot4jGN0xB3jbgKc8c98iom1qYxACJRIP4s8flV2Xw75s4FlIzIzEKpGW2g/e47VNJotnHG6sjiVDyCWB/I9qPYx7Gnt6nczH1y4aJVWNFcfxdf0p/wDwkE4ABgTpycmrcGgweeskskj220FhH94Ej+h/OpJdKsNzIibm2KyMCQDnHUZ4IyD+dL2MOwKvV7mLd3Ul4dzqF4xgV1+l32jHS7U3l+kLxRhSoJ3+4xXIPcoQQEPArSfSIPMQiTaXPIPzBeAcj1HNDpRdvIy55Nt9zek8RaNZf8es8kxYcsoIP04ArMu/ESXcWIYmTEineR3HOOvtWrFpGkJakhGkkMYOWOCG74weSfb1FM03StNk1G7t7pB5Md0i5BJERK5fPrgjH4Gp+rR5ufqCWljV8OasLyLMmCVY5H1Nd/rWh6d4ggt4ZnkiSC4SYHqH2nlSD6jIrhNaiNlNBf29sltboRaNEFxt2j5SSOpODz9Paumtb2Z4kle5mcrgm2icLJt9eRhj/s9hWsIcraFOLlZo39Qmt764kiuokaFl2hHGR1zVKa7Fogt7JESNFCqAMAfT2rh9R1C8ncMl5IwaQiJtwDbRnIbHpgc+9Qq9zHD5zTzMj8NKfM2j3BHb3NaWRn7KVtzpb6zg1Ro2voEneM5UuMnqDj6cDirv2mRCN9yinoF34NcKryreyBppGwhKqXJBORgZ9Pep7iSP7LNGmC2zdIs0Y3Scj5lfqCc9DTuL2HdmP4xtru61+e6tvLkhZEBIdc5AweM5q/oFlpv9gNba7bYmE7SJlMOoIXoffFQ/ujcIxywbbtd+B0HzN+Y/GrbpDt2xyKY5WwONrAE4D4zypPc1Ohp7NWtc6Lw/Z6FozSTWUDSO6gSXE+MIp4A6HAOPT3NZHia6stR1fR4ksI1dJZPMVcHzY8cgleoJGPXrUWlXXmIGa4eF1XClB1IG0ZHfIyKtNPFDczXAVEVQrKQMbWPHGOhIBOB6CmNU43LdxZwDS5NMtbC0tTIN4EajcXHI6ndx0/pWj4Cvo57a8EsZd12cdMdc1Fa3u+z8lV8xRKYEjcfLEM53NjksecHtg1S06OSy1i8KSSwRShS7oMkMMhsAdW/TOTScbtMtwuuVDNa8S6vb3DXenx7NPeVo1kZAQzDr1/T6Vnx+PdeBI3wHHrEK2NddP7LFpCzbZWfypROXjmHXGD91s9fQ/WvN7nVYre8dERnRTjOeTXDVwttUrnpU8RFK0tDt4viFrg6x2p+sdWE+JGrbdzWlocD+6f8AGvPE1yNZTmF9h5znmnJrsIRw8Lj+6Rzmud4aX8pssTS/mO51Pxvfavp0tpLaQRrJgFkBzwc+tcLrREcEC/7ef0qSLXbUoPMSRG7gDNZ2rXiXkiNFnYq9xjvV0aMo1NrGeJr03Rai7s7y01G70LwXttZ2iKQNIuP7xPH9Kx28Sa5ca/BZNqM3l5jEijHPygt/Wt4WjXmlrAbAXEBiUMd7DPQ4OCP0qidHtLbUm1As6TsDmPeCoY8Egnn8K44RjGMp1I3cr2POlukiCy1O4m8TahliUAA+Y9hwK7u0uFltUljY8/eHoa8ul1PytQm8hQMfJxzkAkjn/PWuv0W+JUocqx4Kngg+ldvJywVuyKg7o17qRjHG8EB82FdqSDOd3dgMYB5PcgE5Nee3sCLfzzBlceUqnaMjec8Z9O/4VvHUZzC0P7oLjooIX16A4P1qOzt4p0kSVGUM24SopfYwHBZe6nnNetKIOLOe/s1ElkKRkhAGZ3/iUgdPTrVU2qmbyypBC7VHr/8AXrrrm1WMPFEr+TsBUgNsAHfJPOB06HgCsaWBZpi4VgueAP4fQVCgyVTKBsUaHIO1RgD5Dz/iaoyQO5Zo8qq4BGeg9f0rWe0J3bmYt1OT1FMis1jlDbmXngqRkfnRyMPZmbHAEB3s2TzyMYHemQt5MpQk4BP3a1bmONiNkbEdwuFB/Dn+dZ/2WTcTgnPc1PKyeQ0o7lrmaKVwAiRlFUn1Iyf0rrLC5s9QtpYrkFGkXa5Vgdx4wcEjByAe4z6VyVrFtgIIGfTFXxHNCQzwyKrAYZhgEHp+dWlbQ0SsdB4aleGS8gcLMygRqASQc5+YEDPQenc0mssItjSgJHCGMUe3lnI5I+p6n6AZxWXa3JgkeSIIGOAdwycfXt17UlzLJcToz7DyD/8ArPfpTjDlViZLUaQAJfkkLoFVo0bZu5AOSOw4H4VBf+cgO4JuEZVQowEVhkDHqP61rzQK6PMkbpOeTEUJIbPzFWyMg4BxnIxxmsnUPNJIYMGkAPzdce/uf5AetTbUztcitWwnyscOuzBXP1HpkVDdCOJnYMXdyATzwM/qePpjFQNbybed2M/MM9aja1Ynnqe+e1Kw+UteVsaSOQEASb9wUcj/AA/qKhvWQMJY224fKgdgen9alilMUO0gsOTggHH0PUVSmPmLtVXBz3bOaVhWNKx1V4GBQPuI7tgD6cf/AKquafeRW8zEwx+XKwZxuI5z1z6+/vWDCPnHpWtFBLKGMUbPgZJHTH+cVSGjq765t7vS/sokDIyEbZHACnsRgnkcelXrh2KRtBAfOhUKjjOd/dgMcHk9yMnJxiuLVymVkUqc4w3BH1rTGoz+S0IEYTHRchSOvQHB+tXYqxHJ5aAoNr7V+YqMjex6Z9OB9ce9XAZI2mEe5ljQBpJ2yGjIHCj+H73WmacI5IpEljK7mDLKql9jgcbl7qec1ZuT5Ubwwq/lbAVIDbAB3yeuB06HgCpaE0YZz9qERyCkYRP9rH9TVqcC6t/mmAXCruCHLADr/tH8ucVTnPnzmQBgueAONvoKgaF33bnct1bLdRRyj5SX5pNzxIdkTplCcjaAQCT6ZHNWZAhjkZ3fzHfdlxgqnOR+uMdOKo26m3nDq7JzwVPT8+CPaprm4jlK4iOO6phAR7jn09fwFS4sTRUhuTbSyRF2IUkZTkj1HPGKvy6k1zAiMmFA4Bb/AAA5461kmFy5Y5O4/eNW41HlcgZ9MU0hpHT6PqcLMZGLRTfxMjfePY4JBHQHuPpWjYXe64uGVY5d6CMKGzkkklvlGfw+tcaYpYSGeGRVYDBYYBB6fnVq1u3gZniKAnghgGOP6fhVpXKirs2dXXY8X2hlhgQnahHU+oHpk5JOOeB0rzeHT3vEupiGEiklVA/2sfkMiuymneeRfM8sgkHGMfn68CtBrW2MbzJA0c7AkxeWT838RVsjIOAcE5GOM0pQHOFzz+XR3hi/ekl8A4XjAI71CNLeRkMRYo3ByOQe/SuzvsYKshVpADz97Hv7n+QHrWe9qMcg4z8wz1pezJ9kc3d6WYF+Vyxz6U1mt/LwBzj+7XQtaIxxtHPIOe3pTo7TTlHz2uSeoB7+oPUfrS5GKVJ9Dnf7RvIoUT7ZdYUfKiysAtQrc+dKolaY85JMpOfata50xZHAjDLknqc5FQxaUolV2bgHoKnkJ9nItaIsVvdrLLCjkNnDkjHpXSX0kNpew3dsx2SjEikqcN68H/CseK0lcNJGuQuNzEgDGeOtWWX5DFMm09CD1FEqakuU2iraEgbjkrx0FIXIbIfGcEkdu9IGI+bIyf0pSByueBzkV0GhH8zHO5i2fz708LgBsHb7nvilAOMgnd/TFLgA5CnbzjJ9qYEfl5Yg7eOc560hQcngbjzgdKl2EZQ7QeufwpGbIJ3DLcECgCApnI5J6L9KhZAATtHHBBNWH2gkZbHO0+9QkHdwAGAyc96liLFhEkkheWRUhhXezMPfpjuc9q0ZLB7dzLLbSJHLHvZ3mDNg92Ufw/h+VUdP8qRmt5WIV2Dtj0XJP6Va8PmbWfEJtp9WuLaS4hkSJ1jEh+RCwj54AOM59B71nMym7FYxm3fHGCMgjnj/APXmhm6jIx9OtUbC6nuE8qaUlUA2g87QecD2q3nOOeRjHFXF3Qr3GMxbqx68jsO1CpnIwxB+7TwMsOTg/epVXnGCSfu/nQAxkGOQPl65PXmk8teFyuDg59KkxwCAPlx1780p4ONww3X25oGVmTqedx4wB2qN4l5O3K9AT2qy/PIJ3DAGBUTYzkKSAOQfWk0IhCKjnoCoxx3rdt9O862e3SPz5UTz5FEmxY+mNxP16due54xegAYgA88Vd1C5YW+63nkja9ZjJtOMpwNp/EGk9iXsTXFudqjYElRMlC27I/2T3XGccnGKiR+Oq8dPermtCGPQrbWNM1e/lRLk2iG5gWNZQEy7RY52AkKQ3cjvkCgrEYbIye3pRBhFkhlZSCH27sZK8Y703c5/jYtn8+9JxypYYHP1pRnGckt9O2KoscOPmwdvue+KbsySDtyOc560pwOQp284yfalC4DIdoI5z+FAEbjvwAx5wOlMK57nPRfcVKz5UnIy3BFROQMjLEc7T70DI2AAJwOOCCat2MaSuXllVIYV3szememO5z2qoc7uFG4cnPermntFKWt5GwrsHbHouSf0pEsvTWL27mWW2lSKVN7O8wY8jgso/h/D8RWfsa3fHGMZBHPH/wCvNW/DlxHqniWO11LU7u3F5+4SdZYlWFF5IYycbcZ4HJOB3qlKtxbatfabO06JaTNEiXAG9AGPBxxn6HHPFTF+8Km/esSluoDcfTrURJbPJ68jHAp4JIHPK4xSgAsDkkH71anSMVMcYOD93mnMvy84yvqevNPVe2CSfu0uDgHAG3H480BYi2DgZGGwScdKY4zzk7vp2qww55YYbr7c1Gw3cgnI4GBQOxVlUfewSueCT0qJvlY9iOBjvVhwOoUkAfMD61CRhFDHAPPFSyTatdOSa2mt1ELvbxefM8xKpGTjj3IHX8vWq80DLGsZRFlSPeoQZV167l9sZ4qvqcy+TG6O6G6dpHIOOM4A/MH86veItL1/RNF0jVb+6uVnu2k3QNHj7KMLsQnHVlbJXtx3zWcnZmMpWZmo3yEYHNPLnA6cUUVua9BxY5PPWpVUB5F6gZxmiigpbhtAty2Od2P0qJmIfdgdP6UUUAiFiWwp6ZqE8ruPJyOaKKUiUTaad2q2y9AzhDj0PB/Ss6z1S40bVftttsMsIdk8xdwyVKHj6MaKKynsZVA05smQ4A4A49sitISHJbjNFFVD4SYjgTgjPGc0oG5CSTkEAUUVYIlVQXi4HO3P402Q7XdQBj/69FFSWQtIwAHHHSoXHAOT8xOf0oopslkch2lgAMHilvxnRraQk5Esijnt8p/mTRRUPYUiTXfFUmvQWsEuk6ZbGOFFSS1jdSiLkhAC5ULnk4HJ5qRGOztyBRRSh1JgOLk4HpTyxJJz1oorQtkoUK7r1A6ZpQo+zlsc7sfpRRSKZE7YfcAOn9KhYlsKemaKKOgPchPzKSeTkc1Ppvz6pbL0DMEOPQ8H+dFFSS9ilZ622ky3MTafp9/DJiQx3sHmBXT7pBBBHU5GcHuDUkWoXOq6ld6hdvvublvNlbGMsc9u30ooqY/GRD4i8JCCWGM0+Ik5XPGaKK3R1vccBlcknIIAqbaAYuOwP60UUDjsMlO13UAYP+NRFzge3SiigGQPyAcn5ic1XlOxmVQME4ooqOogvxv0K3c53LOyA57HB/nUN94k1XVNHg0y8u5ZreBmnXzJGZizAdSTzjbx6ZPrRRWVTc5pn//Z", 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bHUYr2RJInC4xwO2QK85lGozSSRXF0WdowyKTgNz/APW/lXRaZZXGj2y3csu/dKYpowD+6/ukn35H4UQw9SMW5O7epcN7nqOkSRHzjIm5jtwAcYPOa5P4iaHp1pZvrdk6WzAgSQt0kc9NuOhPOe3Gansr92KGOdokZfnkAztH07n0Hr9KwvHBk1CbStLjkeSJ5ZJPNNwXSUADGM9D1GPU1104qVJXIfNGfNFnFTasot4jGN0xB3jbgKc8c98iom1qYxACJRIP4s8flV2Xw75s4FlIzIzEKpGW2g/e47VNJotnHG6sjiVDyCWB/I9qPYx7Gnt6nczH1y4aJVWNFcfxdf0p/wDwkE4ABgTpycmrcGgweeskskj220FhH94Ej+h/OpJdKsNzIibm2KyMCQDnHUZ4IyD+dL2MOwKvV7mLd3Ul4dzqF4xgV1+l32jHS7U3l+kLxRhSoJ3+4xXIPcoQQEPArSfSIPMQiTaXPIPzBeAcj1HNDpRdvIy55Nt9zek8RaNZf8es8kxYcsoIP04ArMu/ESXcWIYmTEineR3HOOvtWrFpGkJakhGkkMYOWOCG74weSfb1FM03StNk1G7t7pB5Md0i5BJERK5fPrgjH4Gp+rR5ufqCWljV8OasLyLMmCVY5H1Nd/rWh6d4ggt4ZnkiSC4SYHqH2nlSD6jIrhNaiNlNBf29sltboRaNEFxt2j5SSOpODz9Paumtb2Z4kle5mcrgm2icLJt9eRhj/s9hWsIcraFOLlZo39Qmt764kiuokaFl2hHGR1zVKa7Fogt7JESNFCqAMAfT2rh9R1C8ncMl5IwaQiJtwDbRnIbHpgc+9Qq9zHD5zTzMj8NKfM2j3BHb3NaWRn7KVtzpb6zg1Ro2voEneM5UuMnqDj6cDirv2mRCN9yinoF34NcKryreyBppGwhKqXJBORgZ9Pep7iSP7LNGmC2zdIs0Y3Scj5lfqCc9DTuL2HdmP4xtru61+e6tvLkhZEBIdc5AweM5q/oFlpv9gNba7bYmE7SJlMOoIXoffFQ/ujcIxywbbtd+B0HzN+Y/GrbpDt2xyKY5WwONrAE4D4zypPc1Ohp7NWtc6Lw/Z6FozSTWUDSO6gSXE+MIp4A6HAOPT3NZHia6stR1fR4ksI1dJZPMVcHzY8cgleoJGPXrUWlXXmIGa4eF1XClB1IG0ZHfIyKtNPFDczXAVEVQrKQMbWPHGOhIBOB6CmNU43LdxZwDS5NMtbC0tTIN4EajcXHI6ndx0/pWj4Cvo57a8EsZd12cdMdc1Fa3u+z8lV8xRKYEjcfLEM53NjksecHtg1S06OSy1i8KSSwRShS7oMkMMhsAdW/TOTScbtMtwuuVDNa8S6vb3DXenx7NPeVo1kZAQzDr1/T6Vnx+PdeBI3wHHrEK2NddP7LFpCzbZWfypROXjmHXGD91s9fQ/WvN7nVYre8dERnRTjOeTXDVwttUrnpU8RFK0tDt4viFrg6x2p+sdWE+JGrbdzWlocD+6f8AGvPE1yNZTmF9h5znmnJrsIRw8Lj+6Rzmud4aX8pssTS/mO51Pxvfavp0tpLaQRrJgFkBzwc+tcLrREcEC/7ef0qSLXbUoPMSRG7gDNZ2rXiXkiNFnYq9xjvV0aMo1NrGeJr03Rai7s7y01G70LwXttZ2iKQNIuP7xPH9Kx28Sa5ca/BZNqM3l5jEijHPygt/Wt4WjXmlrAbAXEBiUMd7DPQ4OCP0qidHtLbUm1As6TsDmPeCoY8Egnn8K44RjGMp1I3cr2POlukiCy1O4m8TahliUAA+Y9hwK7u0uFltUljY8/eHoa8ul1PytQm8hQMfJxzkAkjn/PWuv0W+JUocqx4Kngg+ldvJywVuyKg7o17qRjHG8EB82FdqSDOd3dgMYB5PcgE5Nee3sCLfzzBlceUqnaMjec8Z9O/4VvHUZzC0P7oLjooIX16A4P1qOzt4p0kSVGUM24SopfYwHBZe6nnNetKIOLOe/s1ElkKRkhAGZ3/iUgdPTrVU2qmbyypBC7VHr/8AXrrrm1WMPFEr+TsBUgNsAHfJPOB06HgCsaWBZpi4VgueAP4fQVCgyVTKBsUaHIO1RgD5Dz/iaoyQO5Zo8qq4BGeg9f0rWe0J3bmYt1OT1FMis1jlDbmXngqRkfnRyMPZmbHAEB3s2TzyMYHemQt5MpQk4BP3a1bmONiNkbEdwuFB/Dn+dZ/2WTcTgnPc1PKyeQ0o7lrmaKVwAiRlFUn1Iyf0rrLC5s9QtpYrkFGkXa5Vgdx4wcEjByAe4z6VyVrFtgIIGfTFXxHNCQzwyKrAYZhgEHp+dWlbQ0SsdB4aleGS8gcLMygRqASQc5+YEDPQenc0mssItjSgJHCGMUe3lnI5I+p6n6AZxWXa3JgkeSIIGOAdwycfXt17UlzLJcToz7DyD/8ArPfpTjDlViZLUaQAJfkkLoFVo0bZu5AOSOw4H4VBf+cgO4JuEZVQowEVhkDHqP61rzQK6PMkbpOeTEUJIbPzFWyMg4BxnIxxmsnUPNJIYMGkAPzdce/uf5AetTbUztcitWwnyscOuzBXP1HpkVDdCOJnYMXdyATzwM/qePpjFQNbybed2M/MM9aja1Ynnqe+e1Kw+UteVsaSOQEASb9wUcj/AA/qKhvWQMJY224fKgdgen9alilMUO0gsOTggHH0PUVSmPmLtVXBz3bOaVhWNKx1V4GBQPuI7tgD6cf/AKquafeRW8zEwx+XKwZxuI5z1z6+/vWDCPnHpWtFBLKGMUbPgZJHTH+cVSGjq765t7vS/sokDIyEbZHACnsRgnkcelXrh2KRtBAfOhUKjjOd/dgMcHk9yMnJxiuLVymVkUqc4w3BH1rTGoz+S0IEYTHRchSOvQHB+tXYqxHJ5aAoNr7V+YqMjex6Z9OB9ce9XAZI2mEe5ljQBpJ2yGjIHCj+H73WmacI5IpEljK7mDLKql9jgcbl7qec1ZuT5Ubwwq/lbAVIDbAB3yeuB06HgCpaE0YZz9qERyCkYRP9rH9TVqcC6t/mmAXCruCHLADr/tH8ucVTnPnzmQBgueAONvoKgaF33bnct1bLdRRyj5SX5pNzxIdkTplCcjaAQCT6ZHNWZAhjkZ3fzHfdlxgqnOR+uMdOKo26m3nDq7JzwVPT8+CPaprm4jlK4iOO6phAR7jn09fwFS4sTRUhuTbSyRF2IUkZTkj1HPGKvy6k1zAiMmFA4Bb/AAA5461kmFy5Y5O4/eNW41HlcgZ9MU0hpHT6PqcLMZGLRTfxMjfePY4JBHQHuPpWjYXe64uGVY5d6CMKGzkkklvlGfw+tcaYpYSGeGRVYDBYYBB6fnVq1u3gZniKAnghgGOP6fhVpXKirs2dXXY8X2hlhgQnahHU+oHpk5JOOeB0rzeHT3vEupiGEiklVA/2sfkMiuymneeRfM8sgkHGMfn68CtBrW2MbzJA0c7AkxeWT838RVsjIOAcE5GOM0pQHOFzz+XR3hi/ekl8A4XjAI71CNLeRkMRYo3ByOQe/SuzvsYKshVpADz97Hv7n+QHrWe9qMcg4z8wz1pezJ9kc3d6WYF+Vyxz6U1mt/LwBzj+7XQtaIxxtHPIOe3pTo7TTlHz2uSeoB7+oPUfrS5GKVJ9Dnf7RvIoUT7ZdYUfKiysAtQrc+dKolaY85JMpOfata50xZHAjDLknqc5FQxaUolV2bgHoKnkJ9nItaIsVvdrLLCjkNnDkjHpXSX0kNpew3dsx2SjEikqcN68H/CseK0lcNJGuQuNzEgDGeOtWWX5DFMm09CD1FEqakuU2iraEgbjkrx0FIXIbIfGcEkdu9IGI+bIyf0pSByueBzkV0GhH8zHO5i2fz708LgBsHb7nvilAOMgnd/TFLgA5CnbzjJ9qYEfl5Yg7eOc560hQcngbjzgdKl2EZQ7QeufwpGbIJ3DLcECgCApnI5J6L9KhZAATtHHBBNWH2gkZbHO0+9QkHdwAGAyc96liLFhEkkheWRUhhXezMPfpjuc9q0ZLB7dzLLbSJHLHvZ3mDNg92Ufw/h+VUdP8qRmt5WIV2Dtj0XJP6Va8PmbWfEJtp9WuLaS4hkSJ1jEh+RCwj54AOM59B71nMym7FYxm3fHGCMgjnj/APXmhm6jIx9OtUbC6nuE8qaUlUA2g87QecD2q3nOOeRjHFXF3Qr3GMxbqx68jsO1CpnIwxB+7TwMsOTg/epVXnGCSfu/nQAxkGOQPl65PXmk8teFyuDg59KkxwCAPlx1780p4ONww3X25oGVmTqedx4wB2qN4l5O3K9AT2qy/PIJ3DAGBUTYzkKSAOQfWk0IhCKjnoCoxx3rdt9O862e3SPz5UTz5FEmxY+mNxP16due54xegAYgA88Vd1C5YW+63nkja9ZjJtOMpwNp/EGk9iXsTXFudqjYElRMlC27I/2T3XGccnGKiR+Oq8dPermtCGPQrbWNM1e/lRLk2iG5gWNZQEy7RY52AkKQ3cjvkCgrEYbIye3pRBhFkhlZSCH27sZK8Y703c5/jYtn8+9JxypYYHP1pRnGckt9O2KoscOPmwdvue+KbsySDtyOc560pwOQp284yfalC4DIdoI5z+FAEbjvwAx5wOlMK57nPRfcVKz5UnIy3BFROQMjLEc7T70DI2AAJwOOCCat2MaSuXllVIYV3szememO5z2qoc7uFG4cnPermntFKWt5GwrsHbHouSf0pEsvTWL27mWW2lSKVN7O8wY8jgso/h/D8RWfsa3fHGMZBHPH/wCvNW/DlxHqniWO11LU7u3F5+4SdZYlWFF5IYycbcZ4HJOB3qlKtxbatfabO06JaTNEiXAG9AGPBxxn6HHPFTF+8Km/esSluoDcfTrURJbPJ68jHAp4JIHPK4xSgAsDkkH71anSMVMcYOD93mnMvy84yvqevNPVe2CSfu0uDgHAG3H480BYi2DgZGGwScdKY4zzk7vp2qww55YYbr7c1Gw3cgnI4GBQOxVlUfewSueCT0qJvlY9iOBjvVhwOoUkAfMD61CRhFDHAPPFSyTatdOSa2mt1ELvbxefM8xKpGTjj3IHX8vWq80DLGsZRFlSPeoQZV167l9sZ4qvqcy+TG6O6G6dpHIOOM4A/MH86veItL1/RNF0jVb+6uVnu2k3QNHj7KMLsQnHVlbJXtx3zWcnZmMpWZmo3yEYHNPLnA6cUUVua9BxY5PPWpVUB5F6gZxmiigpbhtAty2Od2P0qJmIfdgdP6UUUAiFiWwp6ZqE8ruPJyOaKKUiUTaad2q2y9AzhDj0PB/Ss6z1S40bVftttsMsIdk8xdwyVKHj6MaKKynsZVA05smQ4A4A49sitISHJbjNFFVD4SYjgTgjPGc0oG5CSTkEAUUVYIlVQXi4HO3P402Q7XdQBj/69FFSWQtIwAHHHSoXHAOT8xOf0oopslkch2lgAMHilvxnRraQk5Esijnt8p/mTRRUPYUiTXfFUmvQWsEuk6ZbGOFFSS1jdSiLkhAC5ULnk4HJ5qRGOztyBRRSh1JgOLk4HpTyxJJz1oorQtkoUK7r1A6ZpQo+zlsc7sfpRRSKZE7YfcAOn9KhYlsKemaKKOgPchPzKSeTkc1Ppvz6pbL0DMEOPQ8H+dFFSS9ilZ622ky3MTafp9/DJiQx3sHmBXT7pBBBHU5GcHuDUkWoXOq6ld6hdvvublvNlbGMsc9u30ooqY/GRD4i8JCCWGM0+Ik5XPGaKK3R1vccBlcknIIAqbaAYuOwP60UUDjsMlO13UAYP+NRFzge3SiigGQPyAcn5ic1XlOxmVQME4ooqOogvxv0K3c53LOyA57HB/nUN94k1XVNHg0y8u5ZreBmnXzJGZizAdSTzjbx6ZPrRRWVTc5pn//Z", 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", "info": {"video_id": "76298", "label": "lifting toy truck up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [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": "76298", "label": "lifting toy truck up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4b2c6dc5e59b5a6da1ccf379ac2ea6efa6bbadd50cefa78ae263a5252e045268"} +{"episode": 72350, "episode_seed": 2092470164, "split": "train", "timestamp": "2025-10-13T03:39:38.088784", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2092470164, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 three knives onto books'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "18636", "label": "putting three knives onto books", "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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cgfdxTI7tmn8xnZjnkk1ZlnaMyRLysqbW+mc/0q03GZ0NQlhn3TKe5mlIUAH+tXIoFVcnkjjJqKFeTIVwTxVsHCDI75qaj6I56cdLslRBt981qWVnLKMJHkgDJPAqlbsPMi6cuv8AOuk0dJHvL6ZyCGcYz25P6VzTtyts3lPktYZpglstWt7jftuYHOCBwfWuwsrgsAd3OawL+FftCSDglR+nH+FXLWYoy/3TzmuSfvWOiLurnr3g+7E8JLH5zwfrWrr88n2KPT7dytzfv9nRh1VSMu34KD+OK4rwxfiJlAPB54rrdJdtU1q81ORSIbbNnag98YMjj6thfonvXp4WaceU87EwalzHxwE4BqzGmVzUt1ZtZyhG5BGVPqKFGABVSZcELGMtz2pjn92T6tT16E1HIMRp7nNZrct7D1JMyem4fzrv4uAOB06k1wtrF5l7EnTcwGa7e3geVidhwemBWdWHOkjF76j7sKyq4IOB2qa2k2OrgjsKbqCLBYqGOJGfAHtg59PaqVrKSBz15/GuZw5XY7KbvA9U0DVZLa0laIgSeWxj3dA2OM/jXe6LaRafo9tbRuZCq7nkb70jnlmPuSSa8d0i7OAAfQ16noN79pRAecLxXXh6j+E5sTTuuY8u/aHs3uYtBMUYZ0+0OSBztGzP+NeDqgwDX0J8dbx7RtDEQ/eOtwOe6/uyRXhl9ZrbSoyY8uUbkA7e1dTemhjGK5UyvGny5qeMfMfakUBQBQv3SfWsW7m6VhjH92vu1S2uTfwf9dF/nUUgwIxVvTovM1KJf9rPT05pozkdnGcddoH1pt0FJDg54FFvbSOcmM9ePl//AF07VFWG2iXP7wluPbj+tcbpcutzSi/esiW2k2SK4I5Ir0TQtWltbSV4Com8smLd0DY4z+NeW20p459663Sro8AHuD+FKLcdUdMlc9m0e2isNDgt45DIUTc8jfekc8s59yxJ/GvkDUbTz/MMRAcknafWvq3Q70XEag4ICH+VfLR+aVh7mvRi+bU4HDlbRzsSOq4xgg9DVxELnceuOatzxpK/3cPyDjuRTbdFdT5Z3Y6jGCPwonfccH9lsWNBkD0FKedp55b8qfEFMpQ5U+4xV2Ei2jjcAEBwQfXms+R9S3Uilob3hjw41zKt7fKywqcqp6t3ya257gy6hfkx7NlyyY9MAD+lT+INQig0GCK3IU3iArg4wmASf1A/GsRS8lujsXYv8zMxyST3JrndNzWprNxWhYumVm3Ag8Af0qRJAAGBJPQ1SvisVpCBxI27I9uMVHbTFgBnqKwlTszopu8Ud9ol8YijbuQRXNfFtC+h6DFBCTta6fagzksVYt/WrWlz5K47jGKo/EO+C2OlQEsGkaRdw9Pl4/Hj8q0w7ftEkTVgnHU8jhU7eKvRKW27jkireo6UdKvTCGDxkBlYfqPwNRwpg12zZyU4te6xyLjauKkZc7gOTwBQB81WtOtWurtQB8obLGsG+rN0uhuW+nW1na2avAbi8uzlVzgRqD1q3pHmwzXPmLsjblSe/J7VLqF4mnwxbR/pMg8qJsZKL3NRaeSysZWAHXLkCo5OeOoqzimkaV06vCrAeoyR+P8ASoYpVMfGMgdaW4vrU2Bhhmjlk3gkoc7cA/4+tUIJMYBzxXPKmouyNaT907TRrwpt55616P4dvgLXbu+8xOPqa8i06YoVzwM8H2rudEuxG6rmqpycZ3HUgpRsfPSzNf6cs0rgvHhQO+f8CMn8Kaihm2nrVSzwFKg5weauRDLk+grsqPU56a0Q0rtBHapDGNq5APFNIJXA5q2baT7L54XMYGCQelQXZIr7SoDqSrDBBHBFakU7vDGxuZW+U79zng57Vny4W2L8/KM/WnRAwWixnl85b6nk/wA6VrxJ2lZF+0cAOo5Oc8960YSFY9evBrItObjb69K1s/uFJ4KnkVzy0ZvHY6DTrkIyMDgZwa9I8JXu25UO3ynivItNm5ZCfwrQ0HUL268UTaf/AGzc2aYk8rylDZZULBfYcE5PpW9GF3oY1pJR1N79oaYrFoHlkeYftGG/74z+hrxe0lE2nFJWYyIQqg+3Q/hzW54r8U32vw2yXd5NciNGKmQg7M4PH5YrmrJs71/unmuuT0ZyU1qkXVUM200jLhcDpTosMWb0FKQSBisOp1W0FZRj8KUgoQykgg9QcGrMto6WouODHkA+1QzACNWpaisnqWllYqN8rkEd2NTWbjy9ox97mqW8eUlSWTZkYDBOOKycdGap6o14CFbnsetdDp1xskQjgHiudY5RD+BptxdzQ6U7RSFZA6gEGpiuYqT5Vc9s8JXv78Kx4wa+dy2Cxz3rv5b6Ww0SDUtL17UXU3Btt08axrOQmWeIddqn5Tu9R7gefsRt/Wu+nFxVjilJTd0MuEYRNKn3hhwPcf8A1qmKh4xcQj5wAyn19qWIhlII4pllmO1ETcMhKY/GtCGTT7Z7ZZUP8O8flnFM81ZLdwOgwce5waihl22Ey/8APOV0H4nj+dRrlLhou2Igx/A5/lRYgvanqV08tom7H2eBYV78dastfXj2qoblwAvG3j+VZV04lmDjoRxVuX7kY/2a5Km6SOukk1dlm2lLRjcxY7sEscmrtsQr8noaybU4Le3NagOAjDpWEtGdUNjorSbbtYdjjiszx3JPL/ZTwEblMhBz0Py1W8NvDqHij+zL/ULm0t5n2pJHLHGsfcljJxjGeByTgVQ1l7qPUbixuXuD9kmkjVLjAdBnHzY4zwM44rWlRs7swqVk7xRVjmt7iKSyckzjDjvsOef/ANXvVRUaMlJBh1OG+tMCGC8W4iGJeu4GpoXUzp5nOTlq3lG60MYzs9Sxa2MlwxYcIP4j3+lbUc0Om221UG89Per7RRJbrtIWMDJPtWDcGS+Ek0EZZIh90dQP8a5FeR1vlgilqd1LeMHdssQMY7CktxsjVmyc+vNRRxmSIyn+Gplb/R8+hq5bWM46u5as59pdBxnkVqxPg7uxrCt/+PkD14rWhYiIqx5FZTVmbQ2Nyzn3ArnDdR9a6zSLncynOMcV5peXUlvbNLDIyPuUZHpWzqdlr3hvR9Kvrm9u45r3zPMhKYEGApQMcfeKtnHb6g1dOlfUzqVlB2Z5xZ8ece+a0IOInPfFFFbVNzGjshy8J+Fb+nKHsXjYZVlII9qKKKYqu5jbAumQyZJJY9fYimoxMbk9ck0UVD2+Za+L5E9sxEyHvkVrBi0b59KKK56m5vDYtaYgM7uSeBnHasO51e60nxLLf2uwTRO20MuV+ZSp4+jGiiuyictfY52bhMdQFxz+FJY8wu3ctzRRWstjCHxF9OImA9aevJUfSiisFudMvhNwqH0yZD90of5VhuT9jj+lFFVPoZw6kN1IyWBZTg+tXNPAjkUL0AwKKKmX8Nmkf4i+Rrsf3Z9jVW5J+xyr2Drx+NFFZUdzWr8I/XfFUutQQQPpmnW3kIscb2yOpRFzhAC5UDnJwOTzWQxIAIoorvOCGwsRI5FTyHEseO65P50UU+o3sUbUkhwejXvP4DP9KktVEzXbP13E/kpxRRTexC3Gt91KuzE/u/pRRXFLdHdDqPsv9d+Bq+zEQ8etFFYz+I3h8JRttcfSr67jOn6ffRTSBzHeQeYAy5wQQQR1ORnB7g0y7vbjUr+4vruTzLidzJI+MZY+3aiiu2OyOB/GyvIMxk9xyKiYfvYW7nIP5UUVoRI37+5lTRbcBvvISffAqx4dAjtUx3GTnuTRRWEN2b1ehkzKIpb2JOEWVgB+NQRc2xzRRWL3ZrDYdEcTIR6itUEkN9KKKzqbo2p7MpamT9hjOcEsP50t34g1TUNOttOu7yaa3t5HlTzJGYktjOSTzjbx6ZPrRRXTS2OOv8Z//9k=", 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", "info": {"video_id": "18636", "label": "putting three knives onto books", "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": "6215aefbd5ffb539a00968083b9e95e0706da4877336b219512ac2f1941e72dc"} +{"episode": 72351, "episode_seed": 2355637368, "split": "train", "timestamp": "2025-10-13T03:39:40.816257", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2355637368, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming fork'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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TTSwEQHehnqpWVjR0lwdUg3dCcVo36IL+52fc8wlfpmsKzk2To/dSDW/eSJI6yxj5WAB+tBnLSon3PVvhRYxJ4T1O8kRWaa5EQyOwUf412I+H2jyt5gjMZIYhVONpYYNeO+GvEN/pVgsUEpWAT+YUwOT3r1yz+I9iYEaaCRNsavJgZxu6YosyZV6DvGp0M69+FytbSLbXjZMKxIWGdoBB/pWDfeBNQsc3LlHUXKyHbxtGQB/OvTofF+i3EnlC7RG3eWdxx83pVozWGp281ulxG6yoV4bp71SuZOhh5/C/xPDrrwxrFjCv2mxkAFvIMgbhkseOKy5rK5bVJYVgkaQN9zbk4A9K+itLZ7vTITeInngbJOhBIOM/jjP41UNhax+JUkFvF5kibS+0ZxU3JWBS1TPmyRe2OTQyNHpdvGe7lwPxI/pVu/Gy7lwORI355NSOqtZ2IK4zFk5HfcT/AFqGdNb44Lz/AEYunWnmMMjjFc7otun9oCQgHapY5rutBjVpG6ZVCxHtwP61xvh483hZScQtyO3Bx3qU7thjNKDaKgiZ5C7cZPNa+moq28zZ5JCg7lH/AKFVNl2kHHWu9svA1+PDen3UU0Ek98jTJaK6pMV9g33+3A5Ga0RjioSdO0FcxFQrH5f3SyxgrjbnOP4Rkmt7w3b2dzqc8N55cayRT7JHXG0gA5BOTnr1/maZNoOpWsayTWFzDAZUG54WjXgegGR9c1ntE8OxsFDsduQFz279e/61cTwubkqJyX9XKhX96/RtqIMjJA5Hc9P5VIrsm/Z97c/Xn26Dj8elTmDLGQjdv8vDAE49Rk9ORjn+VRmP903GcF+OuPwHT69KTM20pFKdfOB3csOOpIH51mmAw3sTA8ZGa1wVKE5OQcHJJx+fT6dKp3C7ihHZxn86ye579H3sLJepF9lAkdeMhiP1rF8TwCN7LHff/SutkCS6lJsX5M5xkH+VY3jeDyItKYjBbzf/AGWoUveSO2m+ampeSMbSbNru8it1dUL5ALdM4rtr6PTodIgigCJIkIePDZLqxJ+b3GMfiK4Szd1dWQkMCMEdq9Ejcf2Faac8EREkwYyGL50yQCB68Ct0edjXytFZoionQAEFoo1xzkYPQ/hUrAPcnuJLwdTjp/8ArqaNFlljwTskviQzHCkDB/Dr+tLaIHktdoy5kkk4XJ4A/wADWiR4k56/1/XUqWyF3t2HUzO/A54ApRDJEIVYYZYZSQx6Zz/9anwJhLc+kUr8n2I4/Kp3Di2BKsT9lLZxgnLkfiOaZmpu/wDXkZ1006EKrSBRHHwMgdP8896x9VmKzEMSZHPOetdJqJUQuDAWcQxlHRyQhwMg/wCFcv4hjCaoxjkMsbRptkwQPugkD6EkfhWcj1cDUfNZb2f5j0uFZIIlOVRefqetbOkOF1K1Kno2T+RH9a5SCXYV/KtPTLoxzK275i2BWU1dWPboxUIpHCxvsUD1q5bhmOT3rNQncKv28/zAEED6VqBtwD93gYPsTWppdu88zKI92OvHArDt5sSbiCee1dRoCLLcfO21CecnFVBXZLNiy8PxbjKyoo/vL8pH4jmoNZSaGLbFdTkD+GU+YP8Ax7Ney+FNG0S60tGk8syg/d8wenpXKePdLtYWdLXyQig/KjA4rWy2MpRUviR4+LmaaYQtbW7sxwMApn8jj9KzNVldLiS1Rk8uNsHys7WI+vWtW8tHicsMhgchgazhZ/a7hVwQCNzH271jLQcKFNO8UYbE1GzVp39vHFcyCEN5Wcpu64qudr4XaKRs1Yhg5kragJZBGeh6fWsiNdk2K3NKuUt7uKZ0Dqp5UjqDxS6kVFeJ1TaJLp+jwTOQdyndj+FskY/IA/jWnsws0XPMkEIz7DmpJUkvtEtJjPiWQxwNDn7wU4DD8yPwqSMebPFtX796ScDrsA5/WrgfP4iV3cap3XKMf4r534HZQD/WorSSWMQPG7IRFMxKkjsaktk+W1kPXbNL69j/AIUsBMccRIyFtGYA9OXI/rWhwOb3X9bFyLX9Vs42MN7MMWqEBmyMlhzUl1411uO9Ki5QCKTap2c8VTuiGhlfGG8mLIA45INV9QEC30pVsSfaApQjjB4zUyR0UcRU1Sb2/wAzmtQnJnIJG92JJ+p5qaS5V7gIMbIlCCsvWBLBrF3C5G+KZ4+OgwxFQR3DBiAc5rBn0dP35Kb6HZaJcKt87bvlaIqf5/0rkvD8ixXEmcZZDjIB/mD6+1XNNu9kiDPJyaw9MmaC4Ei/eU+lRFas2xEeem4mswG4qeCMgg9jX0D4b1zTtSl0iysbi5WO0tFUo8CCJ2Ax1b5geOq+vNfP0w8ybeCcyc5966SwB+3xLHgurKPkBVxgZ4Y8H+laI4KuMlTUWl6n0qFbnBYNgAkDLfiTwRVe60+zvMLc20E4LEDzkEmPpnp9K8QstUvbUq1teSRMY2J8mRmyeQO+Af5cVsR+MtfsldRfyEbFOLkK7ZPJ7VpynOs4pNe/F/mdnqvhrRDqVk15ZJ5M5MZI/d4k/gJVfXaR6dKq3nw00t1c291dQptbahw6KTzkcZI46ViHxzeT2v2e9srS4jEoUSMGiIIOcnkkGtmH4l2rxA3Gmzq2CzGNw3A7jOP0oaY/rWAqv3rX9Djb7wnY2vhKbUk1JLq5juhCRBnylGfu4IBBxzXFNgyJEo+9IucD/aFei694rs9R8O32nxyalM0sqSJJdvGwjwR8oK9uD15ya84M6/akRcA5Dls4wB+I/mKxlud8ZUvYydN6a/kXoUXz3kzyWOM//qFZfxKQJa6HjB3Gc5HsVH9K0bSVGBY9CSef/wBZ/mayPG8vm6foasctH5w/AlT/AFrBfxEdFGPLRUfJHO6exRlcdVIYZHcV6Zaas+vmKa6l3XX2gzEoArNkE8dgARXmlvgD2rc0ieRpltUVSZGwpJwVPsa6jjxcJSXu6nXJam3ltoN0MkiiSQmI78nGAD+NRRpJDIiSqytHFKSrHGD8wrJiufIkaMNLC4BiYrzhe4rUtFRpCIb63JdDEPPBGQe/PQ1qlc+fqUZw3i/uEhyqjafu2jbto9WI5/MVI7bYX+7n7KgG47jyw6ehq+NG1SO2lxaR3YEYVXilDbQCD2PI6/nVGScR29yt3DLFL5caIsaYVsEE7s/zptNHP5MezyPLeW406W8kmhjRHJK+U2wYOB1rl/FTyW94mmSRSQmyUq0cnUO3LZ/8dH4V0N7eRzQpLbymNiAHUsdyqFAOW9DjgVw+q30+pX897cytLNK253bqe38gKyke7l0E5XtsvzKYJP3e1S28xGOearo4Xcc9ulJE+cjpmoaPYRztTw43Dk4qCpIjh8HpViNu08kEZc10mlDEmc/LXM2ypgZP4V0NjchYSgOD2qovUTPX/CWrfZLRNzRbM48s9TUXi64sbiJ2jVFc9dq1wdnPMkDOCcKMj+tJNfNcAjzPwzWsKqlcU6bjYxtQUM7kccdKTRYQgnmcAhvkGfSor6UqWGee9Q2mqwxweUzYIbP1rnraqyNaNlK7KWvQbb9guMYrEwVavRdF8ITeKXe+na5iikIMUUEYLun94k8KPTg55PTrlQeCo5PF8+j3d/NBEolEbeSDIZFQsqkZwM4Jz04PeohJbESknJ2OP3YZa2NPCPJGHOF3DcfQZ5rDt8u/Jzitq14AFX1E9j1GS2tEu7YWE/n2sVw4R+p2rlgffpUdoSq2jNncEnlOfoR/SsLQdUeGFhuB2g/LnB6Y4rXh1lpbw3EsSt+7KKie7AkfzFXA+bxUbStsTW7bUQjotnJn6ksP60vyrE+RnFkg+hLj/GkVmZ590Trm3CIACcnIOOP88U4GJrG4Ziyt5cSbW4PHXH5Vqec7JWFuSBDcFhkhIAOP9mkvBa3P9oKS32wXIEKKpORkZ6D0zT5vLms7uZJPk8yEHPXAUj+dPn1JtG1IX1qI3PnecCeVO3BqJHRQim9dv+HOG8STwvqW2Hny41R2/vN1Yn8Saxhkgle1WtWu/t2qXd4E8sTzPLsznbuYnH61mTStHbuUJDZA4rFn1lOPLBRLsU5TBzgjvUFmAp65wetams6Tptr4ct9V0zU72ZWuja5uYBGtwQm53iGc7VOFO71HfIGHasPug80rWLbOu0KyF3eAykCBWXPIyGOdvUjjIGT2rp3lt73UYorRt7Zf/RpJvN8t+flUYB69M5HTmuP0jcLtF34Rh84PQgc12t5Jb3F1KUitYiINg+zQ7vN5AyDn5c9e3TpzVLc8HMGoza8v6/q6HYYQEt5jqsCg7gIgMnoR3H/66cEOZEQ4BZFBj4XoejH/AD1pzBY5Zg/ySAxoBKfMlHHPsR/9apnG9TI+ApuQGaY4HHqg/wA9q20Pn5vW39dQhhjmmJQ4kWb7p+eQn/Z7NVdoVEYjcqvyPgy5C57cdUP14qzChcw7l3IZH2728uPt0I5/yKRdzfMslwM28hPlnDgc9Sfvj/8AVQ7WJg/et/XQxbxUgiuXd1UooZl8ryySMcY6H6965YXuZ3kAIZgQoH8Irq7oSz+ZHJPFdGeHyIydwEeen4j8hzXEunluw3BiCfmB4PPb2rCS1PpsvvUi430vd/cjRS7JVFBxzis/xLcecLIZyE3/ANKm8NQ2WqeJ003U764tIJ32pNHLFGsZ6ksZOMYzwOScDvWF4hE1lrFzYyfaFNvPJEEuABIuDj5scZ6Zxx6VHJrc9u+gsUrOQF6VtaflXV84I71zltNsxx1rbgmBVAp6nmtDNo3YgzTqMZLNj611VjpTzFQwAI7GuUsJBLLGqg5B617H4J0y0uHQXOHYjOM966adrXZnJGDLYRQQYVPmxyV4/lXFahJd28jKtxKFPYtkfrX0Lq2kWUemyeVEkbYwDXiuvaaFupCMEA4xV3Uo3Ri6UXK01c5bV8rotvukLzzOzHHAVBwOB6n+VcrKDiukvY9oaNudvT2qHUdOit7CJfLImU7pHz6jgfnXLNpOx00aSjFqCsjmSH5IB96RCamuZGhgbYcEkcitXxF4T1Hw74f0jUb1pluL4yebAYyBbgBCgY/3mVs47dOoNSaHEVNEgIBoopiNK2O04FatuTheepxRRQB2dsMbEH3TESRXPPO6yHBHGaKKyo7s2rbIyLuRmWYk803SbOK9vrW3l3bJZkjYqecFgDiiitJGPQ+ktEsIILGCCIFE8lG+U85x/hgfhXkPjbUrjSfE2p6lblWubW5PltIuQdy7Dkd+GNFFW9kYUzy+0++fwrYiJC5FFFZmzNfTiRMrd61IGYTDDEc5oorSJjKKe6Ons7mSKSJgcnrzXWI63Vq3mRRneMnjPr60UV1RPIxNKCvoji9QRVEgVQAQDxWDq88kdim1iMkr+FFFYzOPApe2SOVlJxVK5Y+Tn3FFFYH1Rpa74sk8Q29tDNpGmWpt0WOKS1SRSkag4QAuVC85OByeay7MnNFFIGdhod01pOJVjikYqUHmpuC5GMgeo7V290oluLvA8qMrHujjOFbk8nuenrRRS6o8fMvhfp/mRrITqElogEUXnjAjGCMcDnrU0knluCiqJFmLeaeWPPfP50UVstj5upuyR/8AR7GzugAzyPJuD8qcEdvxqO5BFvah2MiSW0h2OeEILY29x0z9aKKOgqaXtF8v0MKbUry6sGea4djbxmOH/YGM8e/vXGymiismfV5Y7xlchh159HknjOnadfxTOrmO+g8wKyA4IIII6nIzg9wax9Zv7nVNQl1C8kMlzcu0sr4xljyeB0+lFFCPTIYSSOtbNn/BRRTRJ0tiNjIVyDXrXgaVkuwQfTrRRXTS2MpnqV0qzWBLqD8uea8V8TqFmlwMfMaKKdP4WKXxI4O4UPqkKN90yDIrR8TIp08tjnNFFcFb+JE7aP8ADkee34xFx6in33iTVtT0u30u9vZ57a2keVBJIzEs+M5JPONvHpk+tFFaoxP/2Q==", 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", "info": {"video_id": "112868", "label": "turning the camera downwards while filming fork", "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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GMf2UaTJjBLSH8ttZV5IkjrLGPlYAH61dN3jcqouWqmerfCixiTwnqd5Iis01yIhkdgo/xrsR8PtHlbzBGYyQxCqcbSwwa8d8NeIb/SrBYoJSsAn8wpgcnvXrln8R7EwI00EibY1eTAzjd0xV2ZnKvQd41OhnXvwuVraRba8bJhWJCwztAIP9Kwb7wJqFjm5co6i5WQ7eNoyAP516dD4v0W4k8oXaI27yzuOPm9KtGaw1O3mt0uI3WVCvDdPeqVzJ0MPP4X+J4ddeGNYsYV+02MgAt5BkDcMljxxWXNZXLapLCsEjSBvubcnAHpX0VpbPd6ZCbxE88DZJ0IJBxn8cZ/GqhsLWPxKkgt4vMkTaX2jOKm5KwKWqZ82SL2xyaGRo9Lt4z3cuB+JH9Kt342XcuByJG/PJqR1VrOxBXGYsnI77if61DOmt8cF5/oxdOtPMbkcYrgrVP516roUaNI3TKoWI9uB/WvLIDjgeppRd2zoktEdz4Ws7aGP7fciKbbFIyxs2OFyGH15BFWHhh8y9Fq4kjAVUbPJBPX9Ko+EXkTUY5SAVhbeqsu5c47j3xW98l3dGURLE894o8qFMDAHY/jWsdzwcXK0miOVN8k6f3rlEGBgHGfy601f3k8Z4+e7ZueemO341YhVGeB3IIe6dyCcnAx1H50kcZCWTfMAfNkB6dvX8K0seY56kFvBJ5UEgDFB5jEg4GcY6/hUYWSO1ypwVts5XORl/0q3aqypEFwdts7kAZ/vdacMhZvk+7apjLY6kHjHXr0NIUZsxpnlMUwkaQrkEls/rWRa3arctNn7oIT3NbuooktrqIjEkB8tDHCQSWO4Aj8iT+FciDtkGeB0A9KzZ7mFbqQcO71+5G7aurDLn3rM8asW0rRx3DT/qVNEc5PlqDjnmqviifzoNPGeFMmP/AB2s7e8j1vs2MO1BHUV3tnqEmsxBbiQGYypJmGIeZjgERoMLxgcACuGi4Ga1NPufKbY0e9ScjBwVPqDWjOatFuOh1E9m8Mi/alhVprgOZJ592QefnRTkZzz36ioY1d5EQLJh7kELFEE54+6T356fQ1Uin+x3IYSy21zG2750yQT3zyDVyGKWZ4nE8N/g7mja4znsBjII4AHFFjzJJx30IwR5qSsUBa6yXlbeccH5lHUc8nvyKmttzi3XZI6PclhGDsRjgdG7H+QxT4o5rKdGura4gVGLq8aBXBI9WHI46fWobWS2d4Y3EcKguWa5LNE3HcDoeOo9vSghNN2I1nt4RbS3D+XGHfzDEimZRgdQ3ykdcZ96zdUmtY7e5MQMglbZEJkG5VzncccBsY6dMmtuKXbp6SW8rSNbbmJCovl5wM7m+8Dj7uM/nWB4j1e6v47W1uhFm23lWWJUbD4O0kdQMcDtk0HZh4ptXOezknFORz0Jpq8SZ7U1mBc4oPQOq8PSLFM+cfMhxkA/zB/pU7Abip4IyCD2NZGlztBOrp95fateYeZNvBOZOc+9Sc79yrd7P9D6B8N65p2pS6RZWNxcrHaWiqUeBBE7AY6t8wPHVfXmu4CtzgsGwASBlvxJ4Ir5qsAft8Sx4Lqyj5AVcYGeGPB/pW9Zape2pVra8kiYxsT5MjNk8gd8A/y4q0rnn/2q4W9pH9D2+60+zvMLc20E4LEDzkEmPpnp9K5vVfDWiHUrJryyTyZyYyR+7xJ/ASq+u0j06VxkfjLX7JXUX8hGxTi5Cu2Tye1Xj45vJ7X7Pe2VpcRiUKJGDREEHOTySDVcrH/aeEqaTX3o27z4aaW6ube6uoU2ttQ4dFJ5yOMkcdK4u+8J2Nr4Sm1JNSS6uY7oQkQZ8pRn7uCAQcc12UPxLtXiBuNNnVsFmMbhuB3GcfpXO694rs9R8O32nxyalM0sqSJJdvGwjwR8oK9uD15yaiSdjejPBOSdNq/9dDzpsGRIlH3pFzgf7Qq5Ci+e8meSxxn/APUKomdftSIuAchy2cYA/EfzFW7SVGBY9CSef/1n+ZrnlsdaV8TfsvzZR+IyBbbRMYOfPOR6ZUf0rlYCWQRnoen1rofG83mafoak8p5w/AlT/WsPSrlLe7imdA6qeVI6g8VdH4TSuua51TaJLp+jwTOQdyndj+FskY/IA/jWnsws0XPMkEIz7DmpJUkvtEtJjPiWQxwNDn7wU4DD8yPwqSMebPFtX796ScDrsA5/WuiB87iJXdxqndcox/ivnfgdlAP9aitJJYxA8bshEUzEqSOxqS2T5bWQ9ds0vr2P+FLATHHESMhbRmAPTlyP61ocDm91/Wxci1/VbONjDezDFqhAZsjJYc1JdeNdbjvSouUAik2qdnPFU7ohoZXxhvJiyAOOSDVfUBAt9KVbEn2gKUI4weM1MkdFHEVNUm9v8zmtQnJnIJG92JJ+p5qaS5V7gIMbIlCCsvWBLBrF3C5G+KZ4+OgwxFQR3DBiAc5rBn0dP35Kb6HZaJcKL5zu+Voip/n/AErzG0yX+prrdNu9kiDPJya5i1A/WpirNs6pPRHZ+F9cn0wNaq6i2mlSWRSuSxUEDn0AY8V1CWiMYp0li8pZZJSHfar88be/8NecwyGNkZT8ymuiWVpLOO7eILG7GP5D0Pfj3rVbnj42jUk7xV0bSRSra2syo2wK7FwuMEhiOe/ApnCpB935baRjk567vyPSqkM6XCgPdum1diK4OAv4f55rXg0+7vI0e1uLOUJH5O1ZArMvoQetapHizpzhun9xXG4IFJb5bLudvB5/Ec0TO3k3YXkCCIYjXg8p19Pr61Yv7bULOSTzdM8pHiVOm7sOQe3TNMa+sjfTxgyhJURRJNwBjGdwHUcY/Kk1YiNmyPUJJoYZ9bj0mazjt41jVi5YeaQQGJP1yP8Adrzl2G6un1zUrlbSSzFy5guHDNHuOCFPy8HpySR9a5SQ89ayZ9NgYpU3JLdj97Iwz0qnrD7vs3oN39Knkl5UDsOtUNWbIhIPr/SklqdvQhRy5AHetO0XBBaseGQp2JrShlzHx178VQjXw2c4HUc5zXR2mjm6iQPEoJ6b161zdrIH2ptbg9a9T8E2ljNdwi8dTuIBy/IH41pBXIkZI0tLK3/dTTROOohlZQPwziuU1Ge5gmYkxzLn/lrEM/mMGvo7WNC0aHS3lgWAEZKu0g/T1rwfxFp5F0+0ggdh3qmk1dGTpQk/eRzc0jCwe98m3Qhgi8sSSfQe31rnZ5Hkcs7FmPUmtueJk3RNkr94Drg1BLp0a6cZWD+cxDIB0C55zWLsjWnRjH4UYRJpoOc1cGI2OR2pjxgpvA570FmpZgL3zg9a6bQrIXd4DKQIFZc8jIY529SOMgZPauRtWH3Qea6XSNwu0XfhGHzg9CBzUnNil+6kzsHlt73UYorRt7Zf/RpJvN8t+flUYB69M5HTmp8MICW8x1WBQdwEQGT0I7j/APXTbyS3uLqUpFaxEQbB9mh3ebyBkHPy569unTmpmCxyzB/kkBjQCU+ZKOOfYj/61aQsfLYqV3p/X9eg0IcyIhwCyKDHwvQ9GP8AnrViGGOaYlDiRZvun55Cf9ns1DjepkfAU3IDNMcDj1Qf57UsKFzDuXchkfbvby4+3Qjn/Iq1Y4m7v+u5WaFRGI3Kr8j4MuQue3HVD9eKzbxUgiuXd1UooZl8ryySMcY6H6962l3N8yyXAzbyE+WcOBz1J++P/wBVY90JZ/MjkniujPD5EZO4CPPT8R+Q5qJo7MHOzTv1X4WfQ5QXuZ3kAIZgQoH8IqZLslUUHHOKznTy3YbgxBPzA8Hnt7VL4esV1rxGdNuNQltFZJGjMce4s6oWC+w4OSfT3rFxvofX0YuK5pbsg8U3PmLYgHhS4/lVPTwjyRhzhdw3H0GeazpZ5LryjK5bAyM9s1fteABTirKxpLU9RktrRLu2FhP59rFcOEfqdq5YH36VHaEqtozZ3BJ5Tn6Ef0rC0HVHhhYbgdoPy5wemOK14dZaW8NxLErfuyionuwJH8xWsD5rFRtK2xNbttRCOi2cmfqSw/rS/KsT5GcWSD6EuP8AGkVmZ590Trm3CIACcnIOOP8APFOBiaxuGYsreXEm1uDx1x+VannOyVhbkgQ3BYZISADj/ZpLwWtz/aCkt9sFyBCiqTkZGeg9M0+by5rO7mST5PMhBz1wFI/nT59SbRtSF9aiNz53nAnlTtwaiR0UIpvXb/hzhvEk8L6lth58uNUdv7zdWJ/EmsYZIJXtVrVrv7dql3eBPLE8zy7M527mJx+tZk0rR27lCQ2QOKxZ9ZTjywUS7FOUwc4IrNhkCKPWt/WdJ0218N2+q6Zqd7MrXRtc3MAjW4ITc7xDO7apwp3eo75A5OGUlhmi1i2btqXcgnvW9Du8hUByAenvXOWVwCw3cYrZtJwrbmycngVS3IaOj0m2edSwX5RwTXV2GjoibpQrDr0rF8LQCaRQ7YjJycnrXuOk6LpxsIpBCrlhkk11JqMbsxcXJ2PGNbheNQYWljK/3WIrnrN57vUI4p7lhF/GWAJCgc/pXq3jfTIg7iLYqjgAdq8pv7RrclhwR3BomtLmSo05fFFP5HL6g/nXcsgBCsxKgnOBnis2QNmuotbOKe8aWWMtDEAzKO/tWLeQCC4dQMYY8ZziuRtXsdsY2in0Mw7gwyCKp6l0i/Gul8NWun614mj03Vrye1gnbak0csUaxnuWMnGMZ4HJOB3rn/EFq9hrF3Yuk6fZ55IglwAJFAOPmA4z6449KAM1TzV+12cbnI/Cs7pV+02sRk4pgb9oEJXYfmruvDcxgu4W3KG9WPA+tcFZMkTqw/Wujtrh3lBjPPUfWrjJRVxcvM7HtT6va3OmmG5ELkcbwM15V4jMLXMhixg+gxiklv5IMRs5AIBBrLvpSy7y24GtOdSjdEuDjKzMO4hMk6IvViBxWvqkKNprqAAUUL+lYzXiwXSyOcgHoKvrLJrMgsLLDSTNlmPREHVm9AP89a5Kt+ZPodMGowbZyM0ZBz0pgPAzXoPiL4etpmhfbo7i8LeYF3zQqkbA9OASV/Wue8TeDNQ8MaBpF/featxetKJoDGQLfAQorH+8wbOO31zioyuYJ3MazJzXYaHdNaTiVY4pGKlB5qbguRjIHqO1FFBnW/hv0O3ulEtxd4HlRlY90cZwrcnk9z09ajWQnUJLRAIovPGBGMEY4HPWiinT2PlcarVH/Xcmkk8twUVRIsxbzTyx575/OpH/ANHsbO6ADPI8m4PypwR2/GiitTzn1/rqiO5BFvah2MiSW0h2OeEILY29x0z9awptSvLqwZ5rh2NvGY4f9gYzx7+9FFRI9DB6JW8v0ONlNU4NVudG1ZdQtNnnwltu9cj5lKnj6MaKKz6n2JmqMMoHYYrRiJC5FFFMTNfTiRMrd61IGYTDDEc5oorSJhKKe6Ons7mSKSJgcnrzXWI63Vq3mRRneMnjPr60UV1RPIxNKCvoji9QRVEgVQAQDxWDq88kdim1iMkr+FFFYzOPApe2SOVlJxVK5Y+Tn3FFFYH1Rpa74sk8Q21vDNpGmWpt0WOKS1SRSkag4QAuVC85OBknmuaiJDUUUAaVqfnxXQaeobGaKKEI7HQCdwGTgYr3vwzKzaeiHGAtFFdL/hmX2jG8bRRiLcEAJOSa8Z1frL9aKKp/AiV8TG+HkU2UxIyWkwa5XWVA1GYD1oorzo/xZHfP+FEybLXm0aW4jOnadfxTOrmO+g8wKyZ2kEEEdTkZwe4NZur39zqt/LqF5KZbm5dpZXxjLHk8DoPaiitjAooMsAauQKF5FFFMDWtySVro9D5aZj1UcflRRUVPhZdP4i7qrkQWzdypBzWDdTyNCFLcZooqqPwBV+IyJxuu8HpgV6f8LNKtWF3fMpaZdyjJ4wu0jj6tn8BRRR1RlU+E7X4gJ5HhEujv808WVJyOprwTxTr+qXgXR7m8nms7aZpo1kkZjucLnJJ5Axx6ZPrRRVy3Jp7H/9k=", "info": {"video_id": "112868", "label": "turning the camera downwards while filming fork", "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": "378c2982b43fd9b41e651677fa7cb480f69050f8e8207b6e610b967a08ef9bc0"} +{"episode": 72352, "episode_seed": 1543345364, "split": "train", "timestamp": "2025-10-13T03:39:42.859254", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1543345364, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stone case'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "193897", "label": "closing a stone case", "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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2/wC0fSsC11jVdF/dW8zKg4AIyB/WunC4hQTizz8VSlKSnE210UeG7NDLdCSS52lY+QY2zjBH4/XrXRQ/fPsMVw9i97q+qwz3js/zbueBxzxXcQ/cZu5NFefPqicNFxqK+5oxMfLH0rLRityeR94/zrRjOIwKzH+W8fJ4DGuaHU65v30Mu+LiQ/j+lecoLq9lKwo8jDrgdK9FvP8AXn3UGsq1torC0WCL8SerH1NbJ6HJtNowrPQbu4k/fMsKgckncf0rptPtbewjKQDk/fkbq1VJZ1gUln2qOWNZNzqklwSqEpH2Hr9aybbO+EFE6r+2LW2c7pCzDsvNeeqk9xr08tsRvlkYfMcdT3/StWIFkPPWs+4iltroXEOQe+BmrozUJamOJi5LQbF4fv1uS9wuwoclWPJBzyD0rs/D7KNLVIzlFcqpPcZrkJdSvr0CKSRmXuoUKD9fWu00O3Nvp1tG33jlz+Nb1JqS0OKKlzLmOht2wSPaq1//AMfCHHb+tTW5+dvSq+ok5Qj0Irkj8R6FZ9fQiu8NDE31qvGecDvU9wf9Fjx2OP0qqhA579APetU/dOaceatYtxHDE9hVmLIBJPJqqmFQA1OprM70P1O4kttCupUJDsuxce5xXMW2mvNBkgkAVveIX8rQJHOcKyEkem4VgafrhggeNW+VhziujD21uedjG3JWMm53WVwssfDxtuH4V3UMvmCJx0YA/nXn+rXaTNtVsljycV3FiwKx7T8oQY/LilV2FhvjRuxsfLArNtJCZPxq5C2YhWdC2y5I3fxYrCOzOyXxr5lV2/eMPQkUxs88VJcYFxIOPvUzoea6Fsef1POI607G1kuDhBx3J6VStY1eVVYkL3xXS227YEhj2J2rCTPSpxsi5ZWkFrj+KT+8a6G33SKvZB+tY1lbbpgW5x1ra3fLtWsmVNlpnUALiomhilO9o0J91FMB+bmknlYW7kDtSW5DdlcpEADj3pwY5XmqrEgD6VOrfvFBromc+F6svl9qknpisizJM25up96vyyfI3pg/yrnNGjk1PxRLpsmpz2iFZDF5abizKhYL7Dg8n096iCumXKSU0Jr959lzjG9mYKK5NiZHyTnJqS7vLi8dWnlaQ9RuPTOKjiUsa0YqUd2TxLgiui0jTzcHzZG2RD82+lUbC0QYeQbj2FdZp8WIwz/d7CsZM6m7I0raJVjUABUUYUVn3egWd1KZeVZuSAOKvCbqBTlIAyeKzMzLTT4rOX5OSF6mplYhWHvTbmffPJtPAwKjV/kP1roekDmpO9ZmnE3yAmsy5bdqDf3QR+dXFk2xAd8Vz+u3EtvBNLDIUcSKAQaiC1ZrUfvI07xgJFHqorMDAkueAB3pmuRxw6Fb6nYaxfzA3Jtc3ESxrPhNzPEBztUkKd3qPcDK1W+KwCFDhn5b6Vp9mxlBXqcxS1G8N1cEKT5anj396hiPaoUUk1dtowHHGaTOtPqX7eE4XdWpbaO1+McKg/iNQWMBnuFQcAnk+grqoQERY0G1VGBWLYmzGi8NxWyu7OH+grRTEbqB24qxdyBIAOCSaoiTMgyPWtofC2clTWrFF+ByWbFRam+Io8fe3ECi2cZY1Bfvu8vHTcamPxG9fZgxxYjJ6Edaqg/NnPSqmlPDqPidtKv9RurW2lk2JJHLFGsfcljJxjGeByTgVFZi4h1XU7O4a4/0aYxhbgAOoBI+bHGeBnHFX9kzWtZGxExIyTVuMjIGazUYluDWhar+8yTnFZnW9CTV7f7TpFzFjJaPgV5U8s1qWjDEDPQ166WMuQv3e5rj9V8OMZmdU3Rk8EdaIT5TnnBTOOtleeYZJIz+VemaaClqnrsUfpXOWujnzo0CbYxkkkV0kTbQQPStW7xuY01askasLHygKz3xHfPk9G4/GrVux8sE1QuWLakxxwMY/Koj1N5/EvUW7GLhjnrg1FnpzVLxNcS29mJIXZGJX5hVbXNI1vQND0q+u7q5We9MnmQlMCAAKUDHH3iGzjt9Qa2jsccl7zMLRo1eZywyQOK6eEADp2oorCR6cNjQtOFY96upyBRRWTInuP8A4m+tQ3RIt8epFFFOPxIifwszNxL4PvSo7NLyaKK2mZYbZl6QAW7nvtP8q4k6jPpPiWW+ttnnRO23eMj5lKnj6MaKKUNmE/iMeRQrhR0AxU9qA0yKemaKKpmlLY6y1hRVUAVuRjESgfSiisJG0yXog+tPAyaKKgzRlzsTIx9WNMLFYxj1oorpnsc+H/iMuQfMnPYVg+JOLOb/AK7L/Oiiphuy6m6M7XvEja3BbRS6Xp1uYFWON7ZHUoi9EALlQOcnA5PNYk8jSzM7nJJoorVip9R8fWr9qBv/AAooqJHStjrNJhRYQ+OW65rUHGQPWiisGR1K95jbHwOp/lVVD834Giit4/Acz/jIlgJJI7UXg/1f4n+VFFTH4jWt1OWl1k6Vf36Np9hexSyBzHeQbwGXoQQQR1ORnB7g1Y0a9uNTvdRvruQyXFw4lkfGMsc9uw9qKK0fwih/GNpPvCrMTHpk4JoorF7HVPY01+SPC9Kh3EsM0UVJiVb07ZRjH3KgiOd31oorf7Bz0/45fhOIPzqjL/x+sfYfyooqY9Tep8S9TN8Vn/iWIe+5f51zt3r+p6hpkGnXd5NNb28jyp5kjMSzYzkk8428emT60UVrHY5Z/Ez/2Q==", 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"info": {"video_id": "193897", "label": "closing a stone case", "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": "40d5de237c653832d46871d7ce5fb5ddc3c9fb2c466cdf3a26b3ef1bce2598e8"} +{"episode": 72353, "episode_seed": 2967331845, "split": "train", "timestamp": "2025-10-13T03:39:43.612034", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2967331845, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a phone case'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "216128", "label": "throwing a phone case", "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": "216128", "label": "throwing a phone case", "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": "b9c81f09498f7920fe319d3df71b24f1a902a664b3702b405e0ab8cdd72b3ee4"} +{"episode": 72354, "episode_seed": 3612241122, "split": "train", "timestamp": "2025-10-13T03:39:44.954868", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3612241122, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of small pencil without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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sIl6/X2NQ0+5Kt1Okn1XRdOlMsuogn0QBf502K9h1GAXUG4xMQUEmTnHuTjrWVb+HNJt5V8u1iZnUEMzGQ8jPYVo+WI0jXyeg5xGFwB8x6n9aSVuoNrsL5ieWpWQDZlWAIH/oIz1pqkM/8bYPJ2seO/JPNTG5LfuzxtQEjzCecZ6KPXFUmhKFHUYAB52Y9/4j71SIZKsyq7qi4YDnJUZ9egrE8R7m+zFiSw3Z5JB6ev8AnmtfKxSYDHBGSBKBuB5/hHrWJ4jfatsR0dnP8Xt600OO55jesTfTbiSFYgAdsdK0LgC2a3eEbY3hUkjue9V7yJV1mdQDtZs4PvWhZ291eqlqkG5Yht3HoR2rdvQ2prVnZeEdUhctBNtww3KSQOQCeprs8mSNc5bkbdpY8bM9gBXkdrZ3Wh38D3kbtGzfdjlC546Z7Gu5n8Q6zelE07QZooljxueXjHqzd+1YSTvoKbUpXeh1CWV20KeXCVyRkgAcdeevvRcIgKIXR5AB8qMXKjk+oA71yjJ4l1CP/S9Uit0B2eXHl2A6DHarmnaKtjLJK1xPNKy482boOe2eOx7VNpX1JfLbQ1FG4SIuN+3oGxznttB7VG5JKs+0AjqwA/VjT0kgf52kLtxtwxbgnA4XA6Cq1xEVLOq7flBBwqgE89SSelMzZOZgdhMvPHyqSfzCgd6RnDNhkKgEjJAXnvySTz/WoGLzorM+7AxwGcEkfgB0qRcll+Yxnv8AdQDj8fTNAjhJ9SklJ3sRWZcXDsrY3YPHHvUjjIzWdcv85B24XgZbr0rVIucrIkDEK2T27vj+96VLEPMVgAD7KpJ7DvVVWALbc9D91cf3v8//AKqsRMqkbvXq7e47D6VTMUbugIJb9CzFArAjL7ed3+zz2r0KJdsbukZbCZBCZzhc9W7c1w3hr/X7lZ1+U48pMdFb/H/PFdrE4csHDMuSMyyYA5A/oc1lLc1RZYmOFS2VJAP7yYDOAF6Drznj/wCvTGSOJcKVOWJGyMt1OOp9gf8APSETIgBDRKwPIjjLsOSSSeeen+c0jyu9sYmEjOi7SJHCjjgcfVj/AJzSESSs48iRwwyAWEkgXBBzwB7YpGKNG5UQq55+WMsRg88n8Pyqk9zEsOAYE35yACxGfX8qjE87xMjC5+U5OSEUZ5Pb6UyTO8RNLdC0SVWZU3jDDHp/9as3SdDsobrzlg+c+vart3cxQ7JXkhYkZISTeQfQmst9feAMy4UdqE+x007WTNnXNRFvbCNTtHYCuYW/+0Xtudx+Q9cgdSvHNZOqazJeblzknn6VFpiLJexRjaWMg/2j1/8ArVaj1ZNSrf3Ues26qtmjKQxVAMMS5P3jjjirRWRYP3eRuUjO1U4wBj16n/OarwyybPLZZGxGABnaB8o/Pqfrn3pJnjRS4ijB345Occ/5P4+9ZkFhseYgkeNhuO7LMw647dOlPG15Sg3fNwdkYXPOep+lV1ucwAhs7eflHAOOn/j1NnkA3H5gFwQWYDuB/n6UugE80mJot4+7gnzJDyPw9zUCsIJHCMnJ42xjpntn61Xe8RnjZDGCzY2hCx6k/j24/wADUFxLJKCFSY7QcZAUEYB6/U00SX7qRwVffKCn99sAYPX8qztZ1mMRFRIMketVri5TgvLEhPXBMjdMdu+R+tef3moPI7As3WqUbmlOfLcvSXDyTFt4xnnqe9XtCAN2jPuA2nOFA/hPrXOxzM3XzMfXHcVdsLlo5IipQH169jV20M5T5meoQOpn2MdwDk8yk9WHZf8AP6VNGvlyIuwqoUHcIwucAk8t/nj2qtYySmISAyEBQWwAozu/Tp+nsakdh5Kl44wdo5ZskEADv06/p7ViUTMWLbWlGANuDJntgcD6/wCeaRGXD52klz0iJOCcd+vT/PFVxcqt4UDIoDDAiXOfm7fl+X0NSNIQrZEucA43Ac4J/qP8mgTJ0z5ZkKynIwRv2juccew/z3qEq8L5aLcGDA4LHHfqfWojcxRyeW/lAvj7zF8fw9vx/wA4qJLl2R2QyPhuPKhwPUjJ9qaEy9HMxXAaQhQB8iBcdv51y/iIN5luCzEDdjc2T25rQeVozmQKquD/AK6XHTJ6fWsbUpEkkjEbo5BYHYpAHTv370IcdzLm0WC+uIpnlZGAwQo+9W/biDT7X92mAFwCazTMsJC8FqzNT1zcnkgjPQCq1eh0KSjqXRqH2y+hhDAsrli27GPlI/rXfpGI0XaFYlVXKoXxkjPJ/wA/nXl/hiLN6vLZ6kqvPQd69RBTBjk2nkH985YgbmPQcdMfn7iiasYc3M7kxkdIiHYqXCts8wDpk4wo9MdP8KApJjQI5yp5SP0X1PuetVjOYo1CTsccHZGBn5VHB/H/ADkVKWDbHdWxuwWkkwMbjzx24/zxUAPlTc2zO0DDDfKB0+Xov400bDcqqgYc4YxR8gcjqfYdfeoVuFilDRvHlSC3lJnsc5P+f0qKd/3i5VypGA0kgUDHH4dD+XtTRJIrHayTLwxAPmSnH5D24/GkeXyZEkj2YI5EcfT15NUbi6G8+W0YKnBEa7j1/wDrf55qO4mklILM4WTJzLIEHPPagRwc9yiLjIz061mhsYwwzx91cnoKWfiVgZYW2kjI56E/4UzeAABIW5H3Bj+7XQlYzcrj3bJPyt3+83+9/n/9dWYnC5+dAQc/Iue/r+A/SqTsmSflA5GWb6f40q33yMBn5ufkTjnP+NDQXO98KJJLOqiOUkhgTu24GEXr+OPx9q37eVIZJC0trGRkqC289Sf8PyFec6frUsGJBGjlTx50hx69Py/Kp5davPMk2TJErNtKxJ7bev8AwEVm4NlqSPQJb1FWNfOuXUttYRptX7wHf2z+P41ntq9pCZJXSEFhuAmcuSDkjAHflf8AOa4abUpCpea5nkPO0l8cgZ7e5P51Ra6WI7hgyAkc88cHv+NCpiczt38TIsMcXnuVQFCIYwny9ByeT3rLu/EDzuZEizuAz5rlj19+D2/WuXF4VRst1AGener3hewi8QeIfsFzfy2oaKR4zGm8u6qWC+w45PtVqmQ5FyfUZXZlkkVkU5AC4GT1rFvNQed9iAkdMiqCzySK25mJI60DAOSrHnuaagk7l+0fLZEiL/EQoJH8R9q0tLlKXyMC3yvkbF9CT/SsxZVQ87Bxj1ParMN08bqw35+u0elNolM9YeS4zEGTyyy4zNJgH7o/x/yKYbmP7FcZuYg5OcRoXJ+U85981wsviC4cAp5CYwQeXI5yP/QgPwqOTVLry2UXkm3y+iqFzjA/oKx5Gac6O9F/CFRQZiN+PmIQH5hz+Sms+fW4I9+0W6AhSCzl8dW6fiB/+quBa4XDBmZ8LxucnBwP/r0ya6TLIoUbSSCB78etUqZLmdlP4oiaFFglkOxsgxqFAPAHPXoD+dUZvEDO5kFsCWOQZHLYGc9/wrlZLzLkKxCA5wD6VDPdNsADcgDpVKmiXM321O4cMPtBVApxsGOeaxZCTn5XOSeSfrW3rmj6Xa+GINV0vUr2cPc/Zc3MAjW4ITczxDO7apwp3f3h7gc9leuwc8/e/wA+tXy2J5rlqM9MhAQcZZs9xVq3nKGPa2e3C+ox/Ws4TLHnARcHrjPf/wCtUsV4flHznb/d+X0/wpNDTsepWE08ka/uWKlessuBwz/4fp70CdVC77mBfmClVBdhhl59+n+c1wkWsyiMhRCMArlsyHoQfp3P403+17qR3L3cikgnCKFGT9f941k4GnOd9PfQreBy9xICoIwoQEYOev8AvD8/eq1xqtskcgPk5z1lmLdOD0/GuAnuTLtaSWWQbcgu5OOSO3sBUP2mJV3bEDBR2zn9aFTFznaSeJoIZVYyoGAACxIMg4Pc+5/nVKbxE8rSIFmbzGB+eQ9cdcDjp/OuTe8+83Qtzxxg5z/SohdEEtuOeTyapU0S5nRT63LJjYsUHORtGetNgvXZWaWRnfaOp6Hn/P41U8I2mma14ji07Vrue2guDsWaOaONYznJLGTjGM8dScDvVe7ifTNX1OzdJ4/s87RBLgASKAxADAZGfXHFU4aBCXvFq91MRRnHMhHArHjJeUuzAseTgZNRnMkhZtuT/eNTow+b5zwD90cd6ajZDlNyZ0nhYqb5WddyKR999o6qP8P8iu6a+WMOY/LJdCSEBYgYPH8vzPoK870m6gs5i0ixY3HBlbPfI4H+7+vvW9N4rUFTAZcqm0+RFs4wM8n/AHT+lZSTbKi0kdVKZJbYuqTNGJiASQi/fwT+h/zio1nREi3zWyk4LHO9hwc9PTNcbd6/M0UsbW4yRy0s27aTwSB9Wz+Aqidbv2yBcLHjoIo8Dn/9QqeRj5kdxPfo4dHkuJDuAwFEYxnk/ktUZ9YtrcwMot96kE7iZCcjpjp1P+cVxN1fO4KmeVyCdwZvTgdPqaqPdBCY0xtDHkjJPJ/xq1TJczspfEcQLBZZm3ZUbFCAqQOeOe2fxrJl1aWQtlI0wuQz5cn8/pXO3F4/lgKxUgAfLW54i8K6l4a8OaRqF406T35k82AxkC3ACFAx/vMHzjt9QcWoEORg3krJNLjH3iOn1qEOzgZY9O34f40UVaJCNiVYYHTr/n601mOeeee/40UUgJI3ZImKnH+RVpnaUuzdfMHT6miigZWZ2ZRk55NQu7EjmiimIR2Ocdqn0rVbnRNTj1C02efEGC713D5lKnj6MaKKaEyrCSc8nj0+lOPD9+D60UUAhoPPp9Kk3E49uf50UUmBKJXPBPHA/l/hS+a+8/Nj5ccUUUihjuSTn0X+VRM7bm57miimhEYJwaTPGTzz3oopiN7xB4tk8RWtvDNpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rFJ4/CiimJC9FyOD1/nREct+NFFIZIJXVWweo/oaXzH3nnvRRSGN8xgBz0XH601mPzfUUUUARsTxzSZycUUUxGnpGvNownjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4NQXWo3Wr393f3splubmQyyuRjLHJ6DgfTtRRQJbkJba3AFAZmAyT9P8AP0oopDLEDkSJt+U56ge4qaWRiSpJPA5JJ6qKKKRQs0zoZMY+6P8A0OoJGYYIPXbmiikgZCztuznJPrUQYnPNFFUhDWYnJzzmtLUPE+sanpFtpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFMln/9k=", 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", "info": {"video_id": "113087", "label": "lifting up one end of small pencil without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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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miEr3LLEhBwZJNvGPbFU5gqDcowuTg4A9h94njNc4dDvrtmbUNXnmI+8kCkKfXnr+tbcax2kaRb/LQKBs3KDgDkcZJOcUkn1E7dCdwwbCjKsnGNzdOvoKiRwnG9ACuDyo/kCadMkTRskSlvLHXaW5+rHHU1WRngmKKQowPl3AHP8AwEetMhk4l+U7d8p3cEqxwfxOOn86pX0aShO2MkjI4/L8/wAamRPKJBywHBbyucg+rHvUN5G7RxJ5uV5DZYE/p/nigcNyDSrKOe9LFsRKck1r3vieOySSO0RdiDG71NYT3K20LRJIFz1IrntUv41gEceABnGT940JXN7pIdf6rJqF2zOSwHPQkfTj61sWmursIuMBgWwSB68dTXHxyjJH3iBjHzN3qVJdjEbSMYH8K+tacphKfMzvbiG11gJcxyiK6RcCaEbuAehwBn+Yo0/Xwb5NOvmga5yAsoIbdwQOv0Hvx0rntGtLm/iEaOyRZ+bG5uxOa6ix0Wz0tmlMYWZBnzGCq3AyQOp71DSuO+hr4ZopFTJZSDj5m6ewwOtRs+1jmRFJHGSq8fqeuacjQ7N5UyyE4B2s5PHYnjGTVacGFnMbbSrAA7lXGOOi+9BJaeXdKpZ3Zj/vMOnfoM9qQyE54EZ5C5Kr+Hc1XdWbbIQW/hX92zDIP+0fU1Ku13PzMFwQVLhM+2B+IoEjB1rWI1iKiQZx2NcJJcPJMW3jGeep71Ru793Ygs1QxzM3XzMfXHcVoo2Np1eiOi0IA3aM+4Dac4UD+E+td3A6mfYx3AOTzKT1Ydl/z+leX2Fy0ckRUoD69exr02xklMQkBkICgtgBRnd+nT9PY1M0ZRLMa+XIi7CqhQdwjC5wCTy3+ePalYsW2tKMAbcGTPbA4H1/zzULsPJUvHGDtHLNkggAd+nX9PamC5VbwoGRQGGBEuc/N2/L8voagosIy4fO0kuekRJwTjv16f54p6Z8syFZTkYI37R3OOPYf57wNIQrZEucA43Ac4J/qP8AJqsbmKOTy38oF8feYvj+Ht+P+cUCJSVeF8tFuDBgcFjjv1PrUkczFcBpCFAHyIFx2/nVFLl2R2QyPhuPKhwPUjJ9qqvK0ZzIFVXB/wBdLjpk9PrTJK2sxGSWFGyyDdwzZPaq2k6HZQ3XnLB859e1TPdW8TGQyI20kYVSB+ffvVJ9feAMy4Udqa00Oina12bOuaiLe2EanaOwFcwt/wDaL23O4/IeuQOpXjmsnVNZkvNy5yTz9Ki0xFkvYoxtLGQf7R6//Wq1HqyalW/uo9Zt1VbNGUhiqAYYlyfvHHHFWisiwfu8jcpGdqpxgDHr1P8AnNV4ZZNnlssjYjAAztA+Ufn1P1z70kzxopcRRg78cnOOf8n8fesyCw2PMQSPGw3HdlmYdcdunSnja8pQbvm4OyMLnnPU/Sq63OYAQ2dvPyjgHHT/AMeps8gG4/MAuCCzAdwP8/Sl0AnmkxNFvH3cE+ZIeR+HuagVhBI4Rk5PG2MdM9s/Wq73iM8bIYwWbG0IWPUn8e3H+BqC4lklBCpMdoOMgKCMA9fqaaJL927ja++UFP77YAwf8K88WBLiN43+64INdTcXMfBeWJCxwcEyN0x275H61zkR4MhwAKrYumLpGiW1k24u0rdie1XNU1RLbYoYKoHTNU5NUFtGWGAD3Nc1dXf9oXiOSCin0znkdqaTk9TWVRQjoegeFR59tNMdo3bmClierMeg/wA/nXSqHO9UBVVXGQqpjCj155J/zxXP+GV8vSg2ZPlXJ+bapG1vTnuP84reJjFwXV4kJbACLvJ+ZQD79D/kipe5iiYv51w7Z359zJ1IHbA7f54pFUmASbZV3LnOFQYySf0H+e8EVwz8M80ijPAwoxtLdv8AP6UjtHHGwfyFKkjDsXOcAA4/z0+lSDJCqBWZzGdx3YJLn1+nXFRyb/JRwsnUqw4QcHj9f8+h55eJo8yMRnAUBBtznv7L/nHNQ3CRxbnESEnB3vkg8847f596ZLLjNHI0hxCJGzyxMhz/AJyawNc1GWGKBASOWH3dvHFXI7mQq0SmU9GAjQAcDHU/WsDWyXMJZhk7hjzNxGMDn06U0OL1M24vGbncTWZNI7sxO7gEdsdD/jU852KSME9OuKzgy7WGUyB2BP8ADWkUTOXQubv32MrnOOSW/i9qsKCpU4Pzc5ACj7uepqoGzIM+ZgdshR1NW7Yq7BRs3EY6FiPlAoZKO/0CBRYbQd7Mc7QzN2UHpxW8FYzhfLcLs3cbUH3iefbC/wCeax9NkZLSH57ghjnqFB+Zjx+X8/QVoFkVULCBDjBMjljnbgH/AArJ7mhP8krhmeP5DvOZGkPQsemB6U1NxkaNRJt2kEogjAOOPw3VELja+VaQx8ofLj2DB47/AEP+c1BLKouN8ixgEBt8sue2f6j/ADmhEsmjZSuxxFndnLuX5xjp/npQ88kM4aAna/QRx7QM9KotduJQ8TMShGRDH0I4/wAf89ILpyXxI4jB5BuJgCfTgd6APIXLYPyv19frUkZ6ZCAg4yzZ7iquVznYOefvf59aeJljzgIuD1xnv/8AWrqsY3NG3nKGPa2e3C+ox/WvRrCaeSNf3LFSvWWXA4Z/8P0968tivD8o+c7f7vy+n+Fa8WsyiMhRCMArlsyHoQfp3P41nKNy4ysd2J1ULvuYF+YKVUF2GGXn36f5zSz30K3gcvcSAqCMKEBGDnr/ALw/P3rgf7XupHcvdyKSCcIoUZP1/wB41VnuTLtaSWWQbcgu5OOSO3sBU+zK5zv7jVbZI5AfJznrLMW6cHp+NZ0niaCGVWMqBgAAsSDIOD3Puf51xf2mJV3bEDBR2zn9aie8+83Qtzxxg5z/AEpqmS5nWTeInlaRAszeYwPzyHrjrgcdP51Qn1uWTGxYoOcjaM9a50XRBLbjnk8mtPwrpkHiHX/7Pub6S1V4ZWjMce4u6qWC+gHByfb3q1BEuRZS+kYbpZC5wM7j3/z/ADrNvNQed9iAkdMis6OZ2D5YnIH4cU4YByVY89zQoa3K9o+WyJEX+IhQSP4j7VpaXKUvkYFvlfI2L6En+lZiyqh52DjHqe1WYbp43Vhvz9do9KbQkz1h5LjMQZPLLLjM0mAfuj/H/IphuY/sVxm5iDk5xGhcn5Tzn3zXCy+ILhwCnkJjBB5cjnI/9CA/Co5NUuvLZReSbfL6KoXOMD+grHkZpzo70X8IVFBmI34+YhAfmHP5Kaz59bgj37RboCFILOXx1bp+IH/6q4FrhcMGZnwvG5ycHA/+vTJrpMsihRtJIIHvx61SpkuZ2U/iiJoUWCWQ7GyDGoUA8Ac9egP51Rm8QM7mQWwJY5BkctgZz3/CuVkvMuQrEIDnAPpUM902wANyAOlUqaJczfOp3D5H2gqgXjYMc81NNeqOP4aj1zR9LtfDNvqul6lezq919lzcwCNbghNzPEM7tqnCnd/eHuBiXczSHYOnfnFDhqVTnZNi318bt9isBGP1p1v8roBkkkY2jA6iqqYVOqDjsOehq5EVEis258EE7jjPUn+VVaxPM27s9H0WWKPSlQiJWwGy75J+UEcD6j9fStNL1pp49octuGwRpjj5z1+gz+J9q5HT9ftbC32fuQQoVvLjMjHGBnPT+H88UjeJJ3i2hLl1jAA3SeWB26f99fpWLi7mvMrHWEPHcyrIFQAkfv5eSQB2/P8AyBTZb9YomZbgD5iSIIs8csOe3NcNca/dfaHlhSCE8EgDefXOfxA/AVXk1S4YATXkpjGBxhf88AUcjFzo7Z762Sd3cMV6Dz5doYDC9vx/L2rNbxDBHEEV4wA5I8qHJKk56t+A/H2ripLrcTJIxZ85+Zic5Bz6VGLwksxxkg8getUqZDmdPea+0igxLJJtXH71zggew4qk135jEuU4AwFXGM//AKhVbwpb6drfiWLTtWvLi2hnO1JkmjjWM9yxk4xjPA5JwO9V7u3lsdU1O0kMsRtrhoRHdYEgwW+9jIzxzg454q+TQlT1C4nWWTgoAv8Ae57iow5MZGXIx2GB0qNSqP8A62MYP8Iz3H+FCurL8248gcnA6CnYL3dyWNhu3fIvJ+8cn+LH+fpWpp7k3kagu43rnYuOMj/D+VYYuFj28pnA6Dcf88/pVqHUXFxuTzCSccnaOpx09yKlopM9PjRxpVnIyqmV4MsuBgrnOO33s/l6VdF3ErR4uowo5zBGSe54PT+ED8PavPDrs/2URxx28eGBDcuw/iH/AKCKhbVryU7HvZeuzCgKCOnf2J/Os+RsvmR28+oRmLDrOz5yTK4XHygdPq3+eaq3HiG1t7hGikt0QKVYxRlztPueM4A/P3rhJrtZnXc7sufn3uTySc+lVGvCVCjG0DoB1qlTIcjtJ/E2+NkzO7sOdz4Ud+i+5rLk1i4IZ08uIoRt2ruJ/Guau7x2B2sQcgcGtzxH4W1Pw54c0e/vXnWa/MnmwNGQLcAIUVj/AHmVs47dOuatQIcjkyeOnal6LkcHr/OiitCQiOW/GpBK6q2D1H9DRRSBC+Y+8896b5jADnouP1oopDGsx+b6io2J45oopgxM5OKt6Vq1zomqRahabPPiDBd67h8ylTx9GNFFMTKsGTu5I+lPPD9+D60UUAhoPPp9Kk3E49uf50UUmBKJXPBPHA/l/hS+a+8/Nj5ccUUUihjuSTn0X+VRM7bm57miimhEYJwaTPGTzz3oopiN7xB4tk8RW1vDNpGmWpt0WOKS1SRSka5wgBcqByScDJPPrWU2NxYgE+/1oooYIZ5jDAHGc9P8+1SRnDDPP1oopMZbilcW5IY4GOAcD+H0oWRtkhHp/Q0UVLGMeRnLqegRf5CoXdiWBPG7FFFNAQO7YFIzEDGaKKok0NI15tHE8Z03Tb+KVlYx3tv5gVlzggggjqcjOD3BpJdSutVur/UL2Xzbm5lEkrkAZY5zx2+goooewluVjO5lK5GB7e//ANemsxGCTkkd6KKRQ+QnrnHHQfjTAcyD/e/rRRSAtLO+GTPBK/yNLIxSXAOB5h/lRRSGVmdgDz1FRhjgn0ooqhEbE4z3z1rT1HxPrGp6TbaXe3009tbSvKnmSMxLMF6knnG3j0yfWiimiWf/2Q==", "info": {"video_id": "113087", "label": "lifting up one end of small pencil without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "423cdfad042ef0e1eb7d48b7e23cff055feb8630f70287379262af4ab685d6a2"} +{"episode": 72355, "episode_seed": 1804166461, "split": "train", "timestamp": "2025-10-13T03:39:47.204439", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1804166461, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sunglasses away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "32715", "label": "moving sunglasses away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "32715", "label": "moving sunglasses away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "028a6dfe6c5a519bdd5cca46d6f009a8f91a9029ab10b8ad8d7911a8d645e836"} +{"episode": 72356, "episode_seed": 2079748645, "split": "train", "timestamp": "2025-10-13T03:39:47.611879", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2079748645, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a toilet papper 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', [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": "47414", "label": "pushing a toilet papper so that it falls off the table", "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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J6L6V0FzF5/zk5fGPas9ZJbS4EkLhHGQGI+6SODUxqNKyOjlhLVojt7TT3v5lAScQkBWZcD8u/SttHXACgBfp/KuUtN8FxOJSyuCC2T1685rZgv4xgOcehPetJRdtGcjleTuXryATW7genFcyVPmBWOMNg104uFKYJABrnr0CK5YJhg1ZI2pvob1nNuiEXoO9bNnIxHzMcDoPSub0++UMF8kKAvX1NdBYncM+tZyVjonrFdzRDYYtkkAGuUk1JJ9Zm2OMbuMnAPFddG20g+lYF5o9qJJrmCMZkOZIx0HuvpV0pKzuc83ZovpKDGCwAwPXNcjq8EdzqMsgIIJHI9AMVsjiLygfkIxgVn3FuI+V+76+lEZuLujVcktGZps7a2sXuJXcEsFRSmd/rzVy2mWzXZFGqj+6ox+dUdTa5ns4ULEwwEgoP4ST976H9Kvm0I6Kze4reLTV5M5a907JbGhBeJKMEjdWgjggHNc2YpF/1a9O/anCW5RTgn+n5VLpp7MyUmtzoJbtIBy4BPQdz9BVaQwXDeW9qsk3UnpsHuRWMqTyPuKEn1JyauwQ3DDywhA6kZxmrjTS3ZLm+ht6akkbRCSU+VuPlhxz+Brqo3+Qcdq4p0lLIZZSSo4UdBWlZavNAoSYeYg4BzgiuWs03ZHXSm2veNbUZvkA9O1c5rckb6e8JYbmxgevOas39+t042AgA5G7msy4iEw3n7+MZNKDtqbJx2ZgRaYk0wjCMzMei/4Vq6WtoL67EALiIhRI6AHvnH5VX3S2sweJzEwyN2Pu5GM0mgRNBcXiyqd2V989eQe9b87km2yK0VFWitzf3c+gP45qRQOewNQ7lBxjn060oY9M8egrO5z2J92BgckU5XP8RLj0HA/+vUOD6DFTIcHJxQJlyGaVcMsYAFYWq6DF9pGp2cTKqnfNbovX/aUfzH4itlGUYP8AKpVPIZSeK0jNxIaOUi1RLnUpHVtqM3ylhx0710qzr5W5ioAHY5FVLrS7UtJPbwqHc5lQDhvcD+lVsAp5f8GMYxWc2uh1U56amJqcMV1fyyjDKzZBHfjFQy2ttY6b9okSUPK+IxtyrDucmtG5twvKj5f5VkamlxcW8RLM6QArs/u85yPY1cJuVk3oayUVHmitSeLUCF+fH+6vSmT6m8i7EUAeppW09zxgKv1qJ7URDI+Y1S9nuzifMVgZUPnYIHck9a2LGdH58zk4wKxZfOzkxFlHTd3q9pRkaYSzMSynITGAKirZK6Z0U6vSSOwtHGwAc/0q1LMI0yWBZuBg1kR35QHCDB7A8UsVw0s5dyOBgDoB9K5U9Sm9C+2JBuzn+lMl2SxiNufQjqKhBKuSvQ9RTt2G3dhW1zCxSkjaNirdR+tVpoVkHPX1rUkIkTDf/qqjIpQ4bv0PrSNEzJktpSdo28dCecfSq7WbplsNn17mtqMZJ4H508+WPvMD7VpGo0rEzXO7nOnzvu7cCoZyVTceorpcRHhY81SuLOGdsMPy6Vft42szNQkndGfZXC+Yu9wqYyc12GnN5sYZD8p6H1rjzpAWZSDuXPQ9K3Y5nVAocgegrnqyT2Or2jas0b010qFYVI3Meeen1pgIRyehrJhO6T3q/uOzB6+tTTehlPUjuIgxMka4/vKP5iqbKCK0A5XAH51Wnj3Esg57qK0BPoZU9vg7o+DV8JvHzHPsOlQvz0qwCF+8VA9jUtlSk2lcNgHQfnTgqhssAc9ab56DpzSNI23JXAPbuaLkWJwRE2CBt+lWFIK5XGD3qtBIs0ZRxyOlIw2g44FO5LQkr7pCc5pm6os80uaxbuapE8eGcAjg0skZjbB/A+tRI+HBq9uEkWG5H8quD6A9DOmiVxgj8aZZxtE0i7iFPTFWJUMZ55B6GmQnBbkD61Y+Z8ticAAdPwpw3d+lR+bGvfJoErv91fxNO5lYsKxZcjqtSRTK/wApwGHrVNJzHLnGR3z3qxIqth0XrRclotblXknPsKcsoJ2t8oPSqajZ827mpS4deuaLhYtBhG2RwfUVVuIfNzKi4P8AEB396cCdu0nn1pdxBwDgDvSuUtDOYAiqU9vzuTgj061rTx7yWUfMOSPWqMhzSNYyad0VhGCeTmlYIvAUZpN/Hy8CmHnip2J3EZRJ1FJHEsX3RTxQal7DQ/NW7RAwLt2qkKtQyqEA9OoojuEti2TkZU8UBsDg0wFR8wPDdqP51oQKz5Oc4UfrTDiQEvwD90eg9aYSJCf7in8zVXSYG1nxRJps+pTWqMshi8tNxZ1QsF9AODyfT3pxTk9Bt2FdCGwTx6+tKEUDJFZWk3c1wrmaRnwFIz2zWmW9TmlJWYJ3FaTAwvFR9etJ1NFZsodjijNIDS1LGixbEbxmrmecE4qjAAx2mrm4Edc+9aQ2JkOZ8e9Rlj90H5j1b0FEj7QOMk8ACs7VZZLbT2aJysm4ZYd/b6VW7sItzoCMp+VRKgz603WLW3ttBg1TTtXv5g10bbNzCsa3BCbmeIDnapwp3eo9wFViR6CnOLjuCdyXKp0Ap24uOTUNTKy4qAYxcpIDUk7k/jTJR0IpjPkDPUUbANBp2aZnNGagoeDg1bVxtyThR+tUxUyENyfur0HqacQZOSHBMnGeg9BVUoAxBOR2PrTNGFvqfiz+zNS1C5tYJpNqSxyxRrGepLGTjGM8DknAqGNbi21bUbKY3ANtMYwtwAJFAJHzY4zwM44rZwdrkc3QugBR0FOVyTgVGOnqachAPNSAsi55qWJj5ZXqKTIdTTI2ZHzj5e9LqBPHljjHHfNSlkXC8DPeq0lwoOAvFOWRXG04HvTugsTDAPP50rOe3XtTAd3PP+NNkYghFALt09qADdnKA8D7xqKdQ3zJgN6VU1aaS108tBIyMGGWHU+tGvaJrGgaFpV/d3Fys96ZPMhKYEAAQoGOPvENnHb6g1UYNq4N2K3ejvRRWbLWwope1FFSCAdKkPysAPSiipGTocDinXDssaqDjPWiitOhHUWT5MovCqOK53+07jSPEDX9rs8+J2271yPmUqePoxoorWnuKWwaKNolUdAFH861T0ooqam4R2G0tFFZMsKWiikxkkXJJq2h5PtRRVRJkRxMXMkjHLA4HtWfrRP2A9/mWiirhuhMra34nfXobeKXStNtjAixxSWySKUjXOEALlQOcnA5PNaSdqKK1rExFfpSAkHFFFc5ZMeY/pUBPNFFEhISlooqRoCeAKmQ8Y7UUU0NmOdcbSr+8jbT9PvoppA5jvYPMAZOhBBBHU5GcHuDU1hfXGp399fXchkubhxJI+MZY57dvpRRXU/gMuppg/LTfeiisGWiWFiWpZDtfAoopdA6iyqNlNjUdaKKXUa2J0YhS3cVHCSYjIeWZsE+1FFV1EZ+uEjTmI/vr/Osq88QapqOmW+m3d5NNb28jyoJJGYlnxnJJ5xt49Mn1oorensRI//Z", 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", 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", "info": {"video_id": "47414", "label": "pushing a toilet papper so that it falls off the table", "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": "773d0f6784bb649be068b7657974a7e53c449284d7a94974585917d85f05fed8"} +{"episode": 72357, "episode_seed": 3088564561, "split": "train", "timestamp": "2025-10-13T03:39:49.044059", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3088564561, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a ear sticks 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', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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9kg8ZHXmutEjBv6msnWdEg1YpOsslrfRDEV3AcOvsf7y+xo5xWOgtr+G+s47m0nSWGRcxyocg14x4RiJ1UWct0Ibua7NrI4QCWFcOzbXPKsxXbkdie9WNSsvEfhpZ57WC4icneLjTWJgc5/jhIO3PtxXPXPiKN3k1FFhjvbtk+1w7CCkiMGWaM9s9x657Va8gSPdNI0TSNJulksrKOFyNjSAksyk5wSTzzXQMkPXoT0xXn9t420LV5I4LO+LXMjZSJo2U8cntirwvZAfvuPoxrWlC6uw9m5ao6p4nMqhdpXncd3I47etc7rPhY6lJ5lzM92FaTyo2jQ+WGGPbIBAbn0qk+uzQzbRK5K/7fIz7Grh1a4a3d1uSrp83KghhTqLkjzWuEaMnK2xctrc2NjDaiSRxBGI98nVsDGawPEml3mtS2CW0scaLIUlZ0LbFPOeoyPlxj/aq/Lrs1xEAWjKYwRjJDfWrCPyea529FNLcqUHBuLONttI1y2lsSLeziae5eXzFSQG3IBx5ihsEEAADpW/4d8LG2u9S/tN7XUIruTeitDjaDktweACTnArXD5z1qKW9ktpFKMASOcjNVC8pWJs+hNYeEdO0yKeOCJ3hnh8iSFpAFKc+3J5xk81o6XpiaZYw2CPLLDAmyOSRwW2joDx6fyrI/tm4wSXX/vmo49fldiqthsfxJiuj2RHJIh1rwPaX+uT6oGnaW5hMDhNvygoVyCehxit9AkdlFsiaNUQIqEYxjjH6VmTazPB5cgljMTjlSuCMd81V1DWtRkt5ktWhMpH7oSD5c9sn0rFTUm4W2NZUJxjzN6GZffECxa1kGlxzXF3nywJYjHHE2cZkdsAAGuL1Wa5igup9b8T3j6lDtL2FjJt2Bjxz93uDx0zVTxc2oRyf2RLdWzyXTC7uYlxHAGGfmBY5XPcd+CKof23ctf3tz/YFo0d7AqTpO3yDgAFXJBUHCnGfQioWhPKXfEM01jBp/wBolmv554I3glmQCUREnKODn5gT8re5611ng3xJp9sr6LNdQecsreVKCcXBJyTkjG7PH4V5ykiWE11Bqf2uDUBIvlLGTK3AYCPk9ASpz+Vaunrc6taaPp95EsGmrbGEXJUBUk3Eqwb+9nClT7/Wh7FWPYBICQCOM15VeW1lrejz65LqkUGpLeu8hdvnRFJCRoo5B+7j3r0sS4Ix19K8x8S6Fpek6u9zaam8d1M+6OyhiDy72PRT/CDnjPSs4vUDq7rxfO1p5dtp11a3ATM899HtitR3Zj/EfQDqawNI0yLxPqqXge4uNNtZT5013KS93IBkfJ0VRnpWbd6veXekPo9yZZ106V57ku2/CKo2IzfxfvDj3xXoHh/TV0jQLSzAw6xhpfdzy36/ypvRDRqbgi7QAAowMcAVnLHKyghGP4VbdvlP0NXba8tLTTUaVQ7tgY79Kuk7GtOq6TukUYPtEcbJ9l81CwbDoTg9M8VXlE3m7pRInYBQQEH+yO3WrP8Awkdz5jGLZCpGNoHSnrr3nyqLmNJdo7cZ9/rW0pNqzH7ePNzciuYPiy6+y6V9otZppZ2CGJFDNkqfQdMjOT71ntqMVhqVjqczeXHcILeRG4IDfMrY6nDcH6138T6dcbSgIOeQffj+tYmpWNkb1ZxCjkHchkUEofb06VglyQaB1nJcrRetWwz/AIVZ8yuT1PUWsLiC4jul/dECa2P/AC0RyBkf7QIyPxrog+GIJ6VktjF7mb4gvLl7jTtKs7k201/KwedfvRxoMtt9z0rN0EatbQXNtq80kkkU7CJpHDt5fbJ/xp/i7Qptds7eSzuBDd2jl42LFQQeoyOnTrWT4SEqQ3sM1xBcTpMBJJFKZCzbe7HqfpwK3ovU1oR5ppHWLulBRVLkg/KOp4qSCytF8t5VcBcmWTzABHkcY/vHJxUVqtysyvAjeYOmFz+hq3PY6lcKhmhbap+VcAAH2ArqctNGa1aTcrJpL1Kw8n7M7STMMJ86oMkZ6cd6x45oyJrUPua3Oxh7YyP0robeO4SJlNsrBhwc9/fiueh8MahDql3qk8yuZl2tFGhCjB46nmuOF1UbZp7WCSi3c4DUbe406GeyuJJZYZrtpsEk5QLgHPbOWGPb2qrbibTdaNpZkR6hb/PEq4eOQsoLpg8kYPHPOPU1v+LbI7bKdIpHmlbyE2HlX/hJHfjcMe+arTaHr8jRzw6ZFHMPJBcuFdGjGNw54BXAIpKWhyzhaTSJrj7bb6HNPM6yjUr9Li2a0YvHE68jryNx4x1GK9bWXPJ4JGa8RtdOu7PVtPsjDPbT/afMR5FLwNxkfLnGQRg4PevYLe6S6ginjcNHKgZW9QRSkZtDtX1RNK0ue+kUuIwAqL1dicKPxJFYOheItYn8S3GjataQo6QiUNACAmQDtJPXr+YNT+LbK61Lw5PDZZ+1I6TRqDyxU5wPeuI/tq81K6gk8RwX0ccXCvbr9n8pjx5nPLEeg6DNCV0Sej6pr0Wmyx26RS3V7KCUtocbsf3mJ4Vfc1yQa48czSoLW3sNPhfy5pQiSSyuOoV8YA9xWJqUE0uuPoGkTSCGW4EN1O7lpbhgNz7m/uqO3TNelW1tb2FsltawpFCgwqIMAUfCUkULfRdN0S0SOxtI4zuGZCMu31Y81J5hqxOvmtGnIy1WxocpwclQRnmt6UrLU66E6cYtTK32JxE8piilV0BWR/uICM84POD/ACqMGCSb/R5dinbs64Jx82M9uuKuroiSqmy9gLP0XuTUCWVzaTlvLWVQcMf8PenWlzQaTIpqEZczncyPMRLuSJZlkRjvQjjjoePY/wA6r3PiVtN0S3dQJLySQxLGeSQjYdseyjNJq+manN4gtryCGKK1g3K/zHcysOeMY7CuZ8S3KWvlq9q88TP9ojeJirROMbucH5WGM1kruCTHWcZpyienxXEcsSyRurI4DKwOQQehqleS5n57Cue8M6hbtdXNnaSEW2xJo4XbJhduWRfUdD7VtyxSSzEqCeKdLSZGHUXL3mKFeWJwibwB8wJwMZx1qZbC2iRpA0q+XGcSHAXf2XHU59aW1t79Cxgjb5hhgACCPcGku7e9aUSXKOXAwCw6D2rqc9NGaVKTlKykkvUjuLeVrNwGjGVygbH3vb3rOknJs94bnbnIrRuDBHpxf7LM0qEsI1XJLeo7fjXKaal/FpE63tu8DCVzGH67Scj+dcdJtSk2b3hK0Sr41s7W8h02b7LHJfyyhN5/iVRkg+vb865m8aPV75dOLNA9rOIhCWyoC/62Z26ZO0AD6V0Xi7zo7SxmjXcY5WXbgn7y5H/oNcyt7qWryqtrp6StM7zRrhVBGcszKOG5wASe2OamL0OGatJoJz9rj1S9cr5kYadQwDMxyuAT2wHycd8elWNOhS+tVtp9ROnWd1MA8Mg3Ks6YJ6nKkggg/UGq0bXFr59w0aRJh7Ro5GAaZTw5KnqQep9cdhTJoroXLzSst5jyXiYqNsvy4UMPXjBHtVEneXWjXltZy3Go+Kb/AOzxrukEYCZX0z19qpeEvDttOJdYntjGk4KWsTMSyJ03luu4+tVvHOozahqdr4fswXLMrSqP4mPQH2A5/Gu8iCxRrGgARQFAHQAVDbSEjm9c0uy0rw01pYwJBHNdQK5HJbMi9SetdU7jLHcNoJ5z0rgvFUupavqX9l2k4ig84QBG6SOE8wkn24x+NU9GkuNFvbu3t1+2ywkx3EC/Ks6DHzR54LKSVI6kGi2gz0CO7trqNmt7iKZV4LRuGAPpxWFeTz79qvhQMDisTwbCYdT1PZEsMexfMjRsiNyzME9MqpArWvZVhillfO1FLHHoBmmtHoJ6nMS6jeReI5beS8PkRWhmbIALH+lZ8et3wsDM8jieRQLby2VldmIwPXcM81FNc2WpapBqOoxTWtrNHthYtjds5OcdQSQMVJounwal4in1WC38qxjfMQIwHf1x+v5VrfuSaHhzUNd1HVIy80yWsbATFuPmA5UfU16Epz7/AFrDgOJF471cn1eysJ7aG6nEb3D7YxjP5+gyetZTbkzSJyFzJPqOsalL9mMgkuVt4Jt3EBQlQ2PXJ6H1NdPFpPim0RYYtdgkQKOZ4dzA9+e9YfgbT7a71XULyUbpIJ9yLvyN25vmI9R2NdprGpxaTpU97LyI1+Vf7zHgD86JO2iJON1u21a+vYdGm1mS5vZ+WihTyoYY+7OByT6Cuz8OaJZaTNHBExFrEu4hsDJAOST3JNc14BSW5hv9XulJuLmfHmHuoHIHtn+XtWr4i1B7CzLxDdM5Ecak4BY+vsACfwpp2lYHsdBe6+kZCWCbMHJc9c+gqg3iG+IfddHDckE15Uuoa7L5U00nlRTNiEsQFdsZA9cHp7ZFM1PUlmvbe4s57hXQDzoHzhDuACkepyfyrW5Nj1+LxcbdAJWhKgY+lV7/AOIumW0RZ5WXBGSq5/zzXD3EY54rC1KJJlW3LANI6gDPPWo5i0j0q2uIbqBLzZuVGMigjpkHmuV1LXriXUpRYCSUgqojQE72PoenHFdZoMAGjlT128VX0K0RJJQIgiwEqcDgsef5VzI9B7aFCxstciRftMkMQf5iBKHKj1470ml6r4gsLCGI6F9ptgu2FoZMNtHAz656571qvODfyRcZ2cjvWuiJFEkafKiKFX2AGKqLOSve6uctqXijXLaxkn/sqLT406y3Uu8knoFUdTWX/wAI1ruq2S3l5LHNf3a4Mly5/wBFj64VQOp/SrFpdx+LPGTbjusNNXfFH2kfONx/H+QrtpZY4InmlcJGilmZjwAOSatuxikczoOlQad4okgVmla0sgzyt955ZWJZj+CiusZ8kV5wvjNIfEl5JZ2xl+1CJAs5MZBUEAcZ65HXp3rd1bxPc2+j2epabbwTJLJ5cscrEMjf3eO4IINDTZR0cs4hmjkPRSScn2qhqvidZQd9yI4zj5Q3XAqOa7W+063uEBCTRhwD2BGa5/UYgbG5AAz5T49uDVxdkS1qaEXiGyaNZEuFKk8Mrd60tP8AGEECAi8jMeT8rHg14/DOs2iWsCw3HlWuZLlouCC2dre+ODS+Xd60pntSpFt8gZkCeaT944HA4xxWhJ7vH4w0udCTPBuI5GeM/wD6q4nUnafUFk0u+jto13IZ2lCqobAxz97vxjt2rjILL+zLB1375GYZb27Cut8J6ZZ6mkr3tukxhPyLIMgbuvH4VlKSuape62FjoMOtajdJczZgsT5Vu9s4GAemWHVgAD/wLFdzpTW2i2IQu9zKVCfvDk4Hf61BBbW9lAILaGOGIHO1BgZrgvGup3F5rdto2nMwkUhpGjYg7j0HHYDk/WiMtTNo7+XXbwylo5REpG3avYUxvEVyHjEzrKidj3+tcxKjA/eJx71yOtNfXmpC2tZ2iAfygM43Nt3HJ+nT8a05kKx7Xba5pt0gR0VHYYOelVNekspbCRUA34BBB9cGvFba6ubWe4RnkujASkyITnaP41z1wcg1N4aa7uNYaF5ZyuQSjuTsySQD74xUyaszSmveR6NPa/bJTbFQUePkkdOMZ+tc/ZeE9J0zVVe31S7R40KMjkEMGGOowR610GtvJY20bI2JCuAPX2rB07Q7m7mbVdTkYRtjbbqcZx6t1/KudNpHbKEW7sxdT8LCzge6ju1urOG2k8xpRl9+SQR+JH61RtZPt2oWum2Dk2srxzAMo3KSMOCR6Dv7CuiM/meKJrDTIjBa+UrsCxZUyOR+Nbml6Rp+lb2t4FWVzlnxz9B6D2q4z01OapCKd0zmvCxLeLJb6+KrPeWpuItxx99sYHvgV2eqapHpWnvdSI8mCFWNOrsTgAVm3WgWN3NYzSq4kswojKHGQvQH2yKn1qxk1PTvJhmEM6ussTkZAdTkZ9qG02Y2OOvtUXVLa51CPzII5rm1BUEFhJgglT/eA2nj6GsW7nN7eGzjumuLe3jKxbo9j+Y7rkH/AGi2ea6A6VPZ3ttFqy280NzFPDFBbJsVZCAwx/tNjr7VQ8GWS/2ywuRieAPIyMefMDbR+XJ/HNaJ2QHoFpZW2m2gtbSFYok6Adz6k9zVOVVfcGAIPBBHBq8znbiqR+8c1kmVY55vCWl+arGKUxqciEykoPwq3dzwaTpzyBFSOGMlI14z6AU/WL+4t1t4LVU8+5k8pHk+6hxnJ9fYVyt3bLdRXU99fx316iqLQQOOuemwe/BrRXe4jf8ADdxf3lu1zfSR4dyEjVMFMHByateKY7QaNc3c0amdIvLicnkFmB4/EVhaPrPlalLEIybWSYM2etvI55U+q7u4qw0X9veLTo93qk9tAHkkhRE37nRCwX2HB5Pp70WvIL2R0XgvSBpWlvM+ftV1h5QTwOpA/Wsbx5eNfSfYIW/dWYWW5YdAzEKo/AEmodF8S6kLSWJFmvby42/Z1I+VODkk9u1W/D2jLdaRq8V5IZHurho5JQeSV6kf8CzS2d2L0OytYY7W1ht4VVYo1CqAO1cprutWN7ew2dtKXure7jyCh2HLbSM9+p/I1uaPZf2TpsVmJmm8vJ3v1OTmuE1HTtT0555V09S9ukpjvVk4CElt23+8ASBSjuNmTeXUseksZBDPBCJIIYjJ80JJI3Y7gYwD6GtTSrOfUZTdX9y8gt5cLFtAywAwWI64zWJrNnBDq6Q27ebCI1mVT6tg7c98kg/jXb2ViLCyjtwdzDl3P8Tnkn86tuy0BK5FMODXPPp7N4iguhsZcBSG6qR3FdHOvWqlvEXvo+O+ai9i4xu0jrrCVorUIrY4xVr7YsKCKNQFFUEBRBWT4ju5rTSGlt5Gjk3qAy9awWrsdrsldkGrSyrrn2qCUhlQDbj7w9q2vGGqvZaE8cJxcXX7qMDrjGWP4DP51zmpMttocGp6frV/MDdG33XESos5C7meIddqnCnd6j3Am0+STxN4kubm5VktorRlgRh0V8qG+p5NbqNtziqVFPY2PBWlw6foMNyozPdoJJG9uwHtitDxK4Ph6+jDLv8AJLbC2CwBBIx9AapeGYNUsNOaz1FoysBCQFcHKAd65PxH9nbxLcvfXMkDhwFGwsXgKAYT0Odw/Gi15EbFi7u7NDfae6PBby3fmSX4jO6OMneVPHDBiAPUMDVK0WbxDMBa2WLp48zXbTYj5yvmFP75ANVNYn1FIxcxkxprIVwiH5cY2lCD6DbzXV+DLFrbT2umI2zKscQx/wAs0zhvxJJ+mKp6K4Lc3XiS1s4LaP8A1cSBF+gGK5DxTJdK1qFlmisXLJcvEu4gH+mM119y3AqqVyD9KmMrajaPOYL/AFS/sn0qxtwYizR/acEBY+w9uPxroLWwj02wS2j5Cjlv7x7mtufZFGxJVFAySeBXC6zqaatNHDZzt9lRl85xlcktgfhVX5hWsXb98Jj/AGhXR6LrdlodlJLdl/3zIoCLk98n6CuV0W2stR8UppGo391bWzv5ccqTRoI8dSzScYxnjqTgd6vWUt1o2q6i9zaXF1aWMj200NwF8yNSTgsBkZ+UZxkUnHYpTXK4nouo6lBp2nS3szgRIuR/tHsB9a4DRz9m8SG71B1S5v7bzk3HA3O33R74xU+uHUddsFvbtBbWW9FtbdWDF2cgbmI9ia6DUdKsrme2eaEM9rjymzjGP5jihaEblXVb1NPtGuGjaVshUjXqzHtXF3V6t/DJfJvhSW4gG1SCVfBBKn1Hy/niuz1WwfUbPyo5fKmR1kjkxnDDpkelcxLpkttdJBqBjnE0Eqwx26bAr8N8v+0fWqjYGc5PM09z5UVz5kUKYjdVKMSzjOfVs5rvvCmnw2l4fLTCoeWPJY+pNcd4cslkunklAZ4gZGB678lR+XP4mvQ9Eh8u3L92Oaio9LG1BXlc3NRt11V0jztjQgs/p7D3qPWrqOz052HCRrTHmYJgHFc94mvgth9nO92kbAVVyWPpWKd3Y63pqT6c9pDayXkZAVx5krk56DvU+ja5BrKzNbxTLHGcB5FwG+lcbfSy6fo1ykTnyJFAZGPIB6rWjd6XrfhXw5pUs13cRSXTylrcJgQD5WQE4+8Q+cf1BxsoXRx1moyO4LELSFjtBooqDMoaraRajp80E4O0DerKcMrDkEHsa4Lw3D/bfiCT7fI8phG/dwC56fMQOelFFXHYD0VmJJquec0UVJRz3imVrexhuUx5kFzG6g9M8jmua8TQRWUglgjRWugJG+UfK3XKnqKKK0iSM0WeSW+srViDFINz8DJ2Ekc/gKjs9ZuoPEDauvlm6jYhdy5Ubk2nj6MaKKpbks3vDF5NZ6sIomxG1tISp6EouVNdP4TJbwzayH78heRz6sXOTRRWcyjaNU7pVkBRgCrfKR6g0UVIzzG4YzWk8LE/8S+VooHH3tnJAJ74Kiup8P30+o6MLm5YNIXYZAA6cUUVpLYFuWZu9JpiBrskjoOKKKylsbU/iRtSkg4FYPis40Jj/wBNEoorOO6N5/Czm9S8USa9aQpNpenWzW4EUT2yOpWNc4QAuQBzk4HJ5ruNI51vW27iSJB7ARjA/Wiiuqex58TazzTGjjkdWeNGZTwWUEj6UUVkWecajAv9iRTksXtL6e1iyeBH8xx9ff2ruNKP/EnsTgD/AEePgf7oooqp7AtyWY5UGoT6UUVPQZxU9kmsW9/d3kszSRSSJGA+FQL0wKp6okf9qRWgjRYpbQhtoweOR+RFFFaoRkad4hlsBOJrDT9QSaRWZL2DzAGT7pBBBHU5GcHuDXd+C7yfVJ9ZvL1/OnunSSZiBhid2eOmPaiiipsRHqZrzyQa1a6RG2LODUiUT06ED6DJxXazEmXFFFZsohbvWPr1uk+lTs25XhHmxupwysOhBoop9RnBaNPJf60plYqWJLmP5d/fnH0r1qzULax4GPlooqavQ2w/URyea5nVCTq2m89bgg/TaaKKzhua1vhOO1TULx0ltpbh5YRcbNrgchTxyBmkfxDqupabbafeXs88FrcebH5krMSZAM5yeQNvHpk+tFFdcdjgluf/2Q==", 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", 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", "info": {"video_id": "145086", "label": "pushing a ear sticks box from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "145086", "label": "pushing a ear sticks box from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b5b5f08e23009b39c215fe9159e3fdfd3f7d9e069b10b3af2cce225d41217058"} +{"episode": 72358, "episode_seed": 3705750369, "split": "train", "timestamp": "2025-10-13T03:39:49.636661", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3705750369, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tennis ball in the air and catching 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', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "19515", "label": "throwing tennis ball in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "19515", "label": "throwing tennis ball in the air and catching it", "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": "cb7f7186b78d7446dda88b00cc19210a1c3e471c969758b907a82e9a296c3baa"} +{"episode": 72359, "episode_seed": 2752313881, "split": "train", "timestamp": "2025-10-13T03:39:51.234387", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2752313881, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dvd case with thermostat 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, 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": "175903", "label": "lifting dvd case with thermostat on it", "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": "175903", "label": "lifting dvd case with thermostat on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1054eedfd10961d61d498c6882d1295275409f84d1c321d3191272080d44417a"} +{"episode": 72360, "episode_seed": 4227229518, "split": "train", "timestamp": "2025-10-13T03:39:52.943460", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 4227229518, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box into box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 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": "138793", "label": "pretending to put box into box", "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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e1EqKb0ZEajS1PTNQ8S2kcjEXtqoX/V7fnZMgDGBxioh4/wBMtbWOGG3ubh1UAkII1J79T/SuCt9Murjf5UDHYAX7bQTgE56ckVYutMNhama4uINyzmExI25tw5bOOOMirpw5NhTlz7m1deN7kyFreyijB4AkcsR+WKZp2qXF/qKNNFDxG+WQEEKSDjrzz0+prlzcxo5KgufU10fh0vNFNMIgNxCLgdhyf1P6VUnpqTFa6G25DjpjNVprwmQK7NgY2ovA+pNWpYxGjNK8UZAz80ij+ZrkoLya7dpJD8kY6D1rmnHmtY2bsdZdXkEKmaWVRGwAIQ5dvYelZd5r483zLKLY5GDI/JA9hWPITsAJ565qEnNVGjFbkubPUfAk73+nz3V0FkmWcojkfdXA4FdrGzMOTXlPhrxdpvhzRvIuEnmuHkZ/LiUcDjGSfpVi4+K82CLLSo1/2p5Sf0Fd8JRjFJHNKLbPUSp9ajZSegNeMXXxG8S3AOy6hgH/AExhA/U5rHuPEOt3Yb7Rq144bqPNIH5Ck6iGoM9wvHgjRhNNHGO5dwMfnXO3ev6MhKXOoWwwuMB8/XpXkRUyMpfc5JxliTSlMkBsIo9ahzuNQO2e7spdUL2V1FKtwD5ihsHeo+8M9dy9fdfeieJpHQ7sRfxYrA0OFDcGUOreUuBjnk9/yBrfyAQCTk8Aj1rnqOxvBaBYuy5DxMqjIA68evtT5b6O3Dh2ZcfLtbv6Y96hnuQk4ELq7KuCP4Sw/wAKwtQuT53mT8rwc+/tWC1ZbLJ8Q3qbod6Mm4nLJk/nXo3gq4Y+FLNieWMjcD1djXjYlDyFkzjPevVvDOpafpnhXT1vb+2gbyt22SQA4JJ6de9ehRdtzmqI61pXK43VWfPesK48d+HLfI/tDzSO0MTN+uMVk3HxN0dc+Va3snplVUfzrVzRnys6mQZzWdcJtwwHAPNcpP8AE6M58jSj9ZJv8BWdP8QtQmBVLK1QH13N/Wpc0PlZ1mpwC8t2iZQ0aghhnk5HP6VzUVxcQSSW8r7pYsDcf41P3W/Efrmsl/GOr5IV4FyckCLP86LTU7m+uw1wsTbIyC6rtIBOQOOvOf1rKUuqNILubFh4a1HUMxWsLyzpy8cfLL9RnNUtd0DUtD8k6jbPbecSI/MGNxGM/wAxX1BLpFpDqn2uGBBLGWV5ygy4xjAI549680+NFl53hmC7Xrb3IBx6OCP5gVy3anys1bTV0jwyZ/s88kMjYkjYqy4PBBwRUVxKjwwsCSQWU8e4P9a1PGG2XVLW/RQovrGCchRgbtmxz/30jVhbgbfbnkNnH4VvazM7gZPRQPrVvT9UfT1nVYIZDKoXMgOVHtg1QpRjPIyKBGmddvSkgWby/MxuCKBuwQQSfqM1nyTyy58yRmyxfBP8R6n6nAq0VWC08xVXdIoK8ZwM4PXvxVGgArSg1eWyiWK1wqjuVBJPc1m1u+EdEtPEOuDT7u8e2DQyvGUj3l3VCwX2HHX2oaT3Gm1sWLDUrvUhK1wyuI8YyoAAOc9B7VVmf7TdZ6ovAqvp19NbWV5axMQLnYHOB0GTipo/3afrUWsWtSdnGwoThApLewqhdyI8MDAjC7k+Xnvn+tJczukJAUjzv4iOCB2FVAc2zjI4cHH1B/8ArU4qwpyuK0wB+VfxNWtM1abS3laKKGQyJs/ernaMg8c+1Z9A61RBpSa1eSo6mdwGXbtXgEe/rWczF2LMSWJySTkmr8e2GzM6YDupA29VwR/jWfQAVYN5LtVFYqijAUHiq9FADi7MeTmtyC3e3iC4HzfMwzV3XPD2jWnhq21bS7+8mDXX2XNzAI1uSE3O8Qznapwp3D+Ie4HsXwl8O2Vzpkmp3UEdy0kjxOkiK6rtxtOCMg8npUTdi4niEqNt3bSfpVYtjqDXs/xr0uC2s9Kv7a2jjWKZo28tAo5GRnH0NeM+JbGHTteuIbYubdgksRc5Ox1Djn/gVEfejcT0I7x1LwsCPmiXPPpkf0qq0igEA5PtUbZMEZ9CR/X+tR1pck1tNm0wQTm+E3nceUEGQeDnPPrj9atxazY24kaLT1f51ZDKQduD0x6EZB/OueAycZxVj7OqQtI5YjjbjjPv9KALN3rV5eWyW8jgRJI0gCjHJ9fp2+prPZmY5JJpKKQG5pmo22mwbHRpHY7m2tj8K1V1yK9gkEFu0QTAb5txIPpWd4N0zSda8QQ6dq9xNbQznas6TRxrGepLGTjGM8dScDvXX+APA7at4u17TpYbuK007cJPN2o6kMQquQSAcAnjI49KiULlxnbQ5mW4treLBBLg7hCh79gTWHcTzXMm6cnPYdhX0Zp3w38O2NvPHcWEV5Isp23EvJYYHcHB574FeWa14fth8QtV0WNEhjlt5HtRjIjYR+YuPrtK/jSppXt1HJ3VzhEIUHmmXI/0qQDOAxA+lQmRz1Y/nT53LyljwWAP6VrcgYeOtaFvo9zcWqXIKLCzFQxPfOP51m0uWI2gnHpRcRrR6VCIRJcXscX39ycMwwMjv3wQPeq90tlALf7NO8xaPdJlQAhPb6/41T2P5e/b8ucZplAEol2nKqB9a39IjkNrvEfzSNngdhwP61zg5Ndb4j8Jan4a8PaPqV49wk9+ZPNgKFRbgBCik/3irZx26dQcJjTs9T1r4n+KdX8P+JrCHTrnyopLZmdcZDHeRk/hWXrOt3eu/C3VJr7y2cFeVXHRhg0UVhU/jFx/ho8q1ljJ4b0JmxuUXEYP+yJMgfmxrAooroluZhRRRSAk86T7P5W47M9M/wCfU1HRRQAVe0jVbnRNTi1C02efEGC713D5lKnj6E0UUAMsRl2z7VbmJEZxRRUvc0jsNlUP4cikbO5Lt1X6FFJ/UVl0UVbMwooopAO8xhGY8naTnFNoooAKUHBBxmiigDp9V8VP4maytrjR9MtvI2RxvapIpWNc4QAuVC8knAyTznk1738N7t7Twlp9vEqbZhJM5I53GQjr+AooqJ/CVEi+LcaXHgG8eQZaKWN09jux/ImvAPE3zRaLMfvyacgY+u13Qfoooooo/AKW5gZOMZ4oooqxBWhJiTSg7DLpsVTk8DLcfy/KiigDPooooA1tG15tGSaM6bpt/FKyuY7238wKy5wQQQR1ORnB7g17F8EdUvNUuPF15eTGS4vZIHmfGMk+YTgDgDtj0ooqo7iex6PDeSXVtvcIpyeFGBXkfjMfZ/i/oE0fDy+QH9xvK/yNFFY0v4hpL4TyC4QR3MqL0VyB+dMZixGewxRRWhAlPhGZkGSMsBxRRQBJdAJIYx91GIH51BRRQAA4ORWvqHifWNU0e20u9vpp7a3leVBJIzEswUcknnG3j0yfWiigD//Z", 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", "info": {"video_id": "138793", "label": "pretending to put box into box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f684e7e189e59e9af0538de9a9495709fe457503300161ad79bda66ea2a6c498"} +{"episode": 72361, "episode_seed": 776878576, "split": "train", "timestamp": "2025-10-13T03:39:55.574341", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 776878576, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flower vase on top of news 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, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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JrttBPbWaySF9m5mgk5B5G01wOj6ZLrGrGRYWW2Q4Ysck13fimCz1gPPDYOpdVU3GM8Kfuj+7x6Vx1pc3Oi3yEK8JJJXcOXUdTj6V4OZ06ik5R1v+B9rkuKpvCuhRdp269b/1+Brazo2nWunhoSIJJcxOhbOR7j06GvPYPDE93qK/YIlnSAb3cEfuxkYJHqe1bfi7xMZNO+0xCJmll+VtoGB14H0Fc/4YiZbuXWopW8wAZRDtGSeeelLK6FRRc5s481xDhh1hanvTe77LfQd5ktxfyXWqGES73W3uTc+XO6/3SoB3r16j1ot9EW88OqsnnJ5JV7Y3ERV4iSMqG6MhP5VkanfO+qate2sYW6lYbX7pHjDFfc+vpTIbiSG1tLe3hLxTMn2iWRiWkwclB/dXjoOte6mrHzVnc6rW7GZ/G+gTWyt5EJikkJ48r5wCD75r3e6lVfBzDP3owv5tXh19qCXXiC1kVCGjQCNnBfY2G5PTOOOueletXV2reHIYVYEgICAc4ragveRnUPPvGoD6GpcAqs+Msf8AZJ/wrxq0O3W4D6XC/wDoQr3DxPbfaPDXKbg12eozn5SP6V4iENvrih0K7J1JBGMfMKVZ/v5Ch8KPsy3P/EykHfe1V9WnjtrqSaV1SNVUlmOB0qzAMas/+8T+dYnjO3kubN4EgWUSou8M4UKoGc5/CpnJxi5I0oQVSrGEtm0cJ4l1NvEOqxR2Uk3kJF5gS4+Uqw6hPwx+tc9/wjWo3kckUdlHLvLOWkTJHr/T86nuLyz0+7lDndGjgLGOTgDBAH1z1q1ba8k0839iXd6yWqmeTzEOUGOQOvFfKVa1ecnUsfcSwlGhQVGKXK9fe1/I5GXQ7+2eOGNy7wjLR4yoHpj04qnq32geF4FQCGS8uJHuZt+ESNQNq+wJbOOScCtXU9Xh1S1Y6ZfCaST/AI+gSVcr2Ue3risC5b+0tNOlzEQ7n+0WErHCOwBV0J9TxjPce9etgVNu9Tc8HN8Qrwp0fhS3T0eiVl00Hax4pll0yy0XTz5VnZwCAMBgyHqx9txOSO/APpXT63rE+neF9FjiLT33miaVpGyNwywUA8fX8q87ubF4bS21BTvt5cB2A+5Iv3lPoeMj1BrpfFUnk6fpDsc/vzIQ3cZz/KvS1ueP0PojwFJDN4N02W3QpA0KsiE5KjHT8K5vWvBHhPX/ADWupJFkkcuWEhUhj6V1XhDzF8PQpNHDHIuQUgGEXngKPTGK1r2xtp7d99vGxx12DNaShzWML2OI8F+E9L8KxatHplw8kdwInZWfdt2kj/2autvdTi03QZp2Yb1icqNpbnHGcdqybJNM0y1u5S8UUzR4I38kAg9M059Zs76wNktmt2JCQUkHytxkAjvzSs1G19S4Nc6cloeN39/JqLO9taRJJIxBk6jLHP8APmux0HRI9Msle6SGUSMNxY5BHt6mqOuaZO2oS3MNlLJPIcmMAMFXAHbjAOBVSz8Ry2mnva/aSsczAJt6HBycE18pjaFRPljt+Z977f8AtDCJYaXI+qv27a3svlch8WRaSbmdIpMImCAuFUt3JPoM1ycnh66/sq41KzlhktH+WKSJssSeMnuvPc1F4q1uabVWtVKRQlADt5yDk46elXl26J4daC3w0dxB0YnLFvQemK9PLsM6dJObPEznFxqJYVK/I9W97r9DMlaK7tWR2sdUvA0aSyQQtHuBIGGlyFJPrj3rZjsLdv7IKbnubefEAkljdgAM+UXU8jrjPNcPM7PYWNv8yWCt+9SPqX/iY+px09BWzY3VwNfso/skIsbclobdQdpBH3sjkt716raPn0mbtxpxb4oWl5G6x2sU0RRXOHJ5Ozb1yOcn0FdH8bV8zw7oLAnCJLx/3xXOC8F14r81VVJCSqTbNzINm3gnnvg57HI6V61quk6H4l0+GDVRuSNSEAbGM4z0+gqm1ysl/EeQfAznx3cJ/e06b9Cpr6T0v/Utn+8P61514R8DaB4e8UJe6TNJ5hgliKNJuyCvv9K9G0nmM/7y1UXdEs4DxbB9ontyyzIlvuYzD7gz2P5Vx1pqNhasEvLz7M8iZLqpYBvcDt2rpvGmos1xc2cUsPkpkSEvhgc81w2kaIddeQAhVz/rG6Yr5vMPZzrSlJ6I+/ymlyZenVlyq2nz6m43iZ/7MLNexfYJ2CCd0wCwHXnp0/SuQ1e+kEwhjcmxj5iZDxIe7Z7+grd8WaPdweGrbQ3jBWCczqY16hhz+ArhLO3uoWkS3lkLQfNGo52t2P50YCjSl78H/X+Z5WbTqRoctkoS6x6vXfyY7xDLdarqtvd2vNrqMfmRKnTzSuHU+rBgRz2Ipvgx2XXdw4fZgeoywB/TNX5beJ4EgMflXLzo8kGnXHm7X5/eBMYU/Q10FhpMMfiO0vZSFkmhYXLCMpk8Yk2noc4zX0LR8zHQTwEILr4mXEs7OJYLnMARcglgQdx7ABfzr6G1HULbSrCW9vHKW8QBdgpOMkDoPrXgHw4trq08eapLMNkczFU5+8VkHIHp7+9ev+Myk+kQ2z/NHI/zpnhgB3/GtqUObQiTXNrseA+IfiDr+u3LtPeGKI9I4PkGPwr0nQLefU3tZjuS2MaM87HjGAeD3NeJW9y1tqMVxGiOY3DBZFDKcdiD1Fe5+HdV1TxTYPNJpdtb28LCNSscu08c7dvHHpXLzO2hq1ZG7M63UywQOyWEGRwMZ+p7lj+lcV8Q1n8mLU7dg3kI0Ljn5VbGCB7dK7EQ3FvB5aBfLGWyUk6n6r/Wq0lvbzRAzXsMT/3XRsfnWapXi+fVsdGrKnNTi9UfOl1cySotqX3RRMzRj3bH+Fd74XsbOw0tBeSLkkfaEfO0E8qD74rsRoGmQXomht9NZ1OfMUAZ/SpRpUd7HOs0sawu+9ofOEZz69OatJLQqdRyd2U7TSPC8gEjR2LBQesg4B/GtO98OaBPo8osrS1WWP5maMZIOODweOaxB4TW2k82G/AZDlcSxHH5ip9PmfTbxbiS9R3ZDGRLPGquPcKvOKtTSMLs461PneJvLKgrtwR2GO9ekxEGMAdhioH+wXUIklgg3A4SW1lRtvrnJBqlJqV1YyAQ7TE38EkYINaUGlO/QcryR1fh55kt5ohaG5CtlhjOMknP+fSmao+jNvW70hVduuYhk/pV7wBqR1EahugSNk8vJQnDZ3dj06VtXsSnVY84Ix3rWvGMpuSM4u2hatnzqan+9tP5qK5vx9qf2Nba2jnjimlj3HzOm0ZH860L3XbKw1ba0u5wFG2PkjivPfFNtPrF0dRhjkCRoqoq8gEnklj1JrkxfM6TUT0cs9jHExlX+Ffn0/4Jy0Vv/aOsiCMrKP42AO0Z9K6gaFNoem3c9pOssN1C1vJtHI3envkVQ0DUItJuGjliVldvnXGGBFXPFOtQRWU5jneG3ickA4yx45wPrXydR1XUUI7H3GKq15VYpNeytdt9jyu60VrG8jjYSRyltuATkn046Vo24/szUpNPknuJJ5X3NYJCjxrgD5mZ8gcckjtVyx1JLtbiXzvljw0e8cjJxux69Rn3rndRvLi8vLx95X7UoTzMY3BT93PYGvqKClGK59z4jMPYyxEnh1aP9a/M29IlsX0u+WRrSRmgZplhd/nUZwXXG3cPUYqz4ss7e80bR3lmZYYkIMsSbzIoHy4A6N2Oa5FTctpC2cJMMS/NMqjBkPZie49q6e+1O4nsrBCw82NDgqAu7gdx3re6OOzse9+FrojRlLqVYfeU9QQORXmnjX4m660j2llKtpA6Agxj5iD710fhTV4I9CRWcoTubDHdycnr3615Br03mraSAEmS2XJFOpLRWJhHXU0/BF5dXes3YZpJ55YD1JZj8wr2Kwi/sfSvNmcLfy/dUjd5SnqfrivMvAHiyHT7SDS4fD0Ul7M5QXcUqwySA84LMP646V6JHDcCVLw2UodRvMLTxzEH8COR9axlzuNoDnoyzCn2eAtcSMJpR86t1VecL/U+5rwvxMLrTbkaa7bDZsXjZW+/kghvy/rXt7JdXMmGhZAf4nyOfyNYes+FYr8D7fpy3ATO1t6E49Qcg03TjZK2xpRrypJqL3PDESbWNYDsVWS4l3OeiqM8/gBXqNjp+kzosU3kTLtHll3BKgdMc9Kt2vh7SdPtbgW2mBDKmzzPlJGeMZ3E0zUPD0l/bQlh5MlvHshQWbBNvbnGR+tNOK0InNybk3qadr4V0JsyNp9uxY5JHOT784qXV/C+jxaYs2m2USSxqdpUHg9u/Gen41ycOkX1k/mP9ikAH3JVlxn1wF6itfRtRns7h/tBt/ssybZYY0lOTj7ygrxnuKtVIdWjJPS9zlNCUz6/MkiKVDbhkfdOR/hXtnhOCC6hvVeNHChOoz61yFrZaHczM9ogt58Z3MhTd9c8GrC+M4fBFtdfaLaSee4wIlU/L8ueSfTkU4OLvbYrmclrudrpGl2kWpPOsIWRCQGB6AjFSxazZ2ts6STNuJA2xH5uvr2rxOz+Imta34gijkm+z20hbMEPAPynqeprtPDlq2oyuWJWCIB5XJ7A9PqavmXQfL3Oc1rT55bqa8cmVbiR3c/3QD+dbnh7UNPgsXtposNGmQ0ag5xz3rduxFqxl8y2AgRQirnHXtx7c15d4iun0O6voYyVdZR5CE9YsZr5/G4J1vehs2fVYLM6eJw7w+Ke23y/qyVjS8XeIttwFkuhvkjwseM9O1Y5uzYaVcTP+8a8iO9vu57AAfhXI65qLarqsTW+WG1UTjkk8n9Tj8K7qz8MQ3NoltdSzsY1Gwq+Nvcjp6mu3A4SNCmtNTzs0xntZexg/cjtb8zz9Z8QWFqjNBZEh5ni++z9CSf0HpXSeHdXkTxFGZbYxW8ETJEiyHK5PJJ/iz3rtLf4f6PJhpPOHOTh+D7kYqPxF4TsdDhju7ISEBcNvfOB/wDrx+dd+p46tcoeDbxP+EqkdQiNLIC7FTl1DMQAenUg9ulen+ILkTR265zjJ/lXj/g8eZdyOw+6/DfXPFd6JCE6lsDpXThZ3miKsbHhjzwBsiVP++q7Kw8davpujWtnpviMWUKqSUXaTuJOTyK8yormUUi3NtWPTv8AhYXidj83je4H0Ef+FRy+O/EUq4fxtenP92RV/kK81oqhJ2PQ38YauwJfxbqDt2zOP8KpS65ezMWfxNdlvU3FcTRSSHzHYDWbxPlHiGdvrNu/nUMusXjqd2su+f8AbX/CuVoosHMdRY3DTSkTawYgOdxcDNdjpV7pdlplwH1m3nkf5UEtwMqxI+YD2ryat7wjolp4h1wafd3j2waGV4yke8u6oWC+w46+1NaCbPa9I8beHfB2nXdwuqQX885ULDFIu4bc8kjtzXA+J/ihqviG5cLcrZ23QRwPjj3bvXmhood2Cdj2nTvEGmTXdsr6rZxlgoZ5JgApxySa6658WeHF8jTIdY09rWM8ym5XDcZLf4V80UVMo8yswbuexa/qOh219BLYalavBIJGmWOcOQQBt5/P8a4nVPEH23RmgeVWnM3OD/D1z/SuTzRWP1Wnz89j0lm2K9i6LldO+++tv8jsvCy6YLczX93bo3mY2SSYJX359f5V19tbeCw7ZvLEKxyQbo4/nXj1Fb2PNcmz3aGHwCllIq3umB9vyhrnP9a4DWLuyTUEjgvIJFifh1YEYzx046VxFFDVwTadz2ux8Q6PFaKp1OzBxyDKBXBXN3ZGL5Zosg9nzmma54e0a08M2+raXf3kwa5Nrm5gEa3JCbneIZztU4U7h/EPcDlKTjcpTaO88HeK4PDOtfbWtre9VY3VIpn2qGOPm6deP1rs5PjYGY58K6Q3bP2r/wCxrxCinFcuwpS5t0eyyfGGGTr4S0oH1W9YfyFVZPilE2dvh60TP93VZa8kop6k6dj0+b4jrIB/xJrUY/6fyc/mKg/4WbfRxiNLZQg6KL04H04rzeigND0gfFG+YYljmAxjCXSkY+hWq0vj92w0f2yNh3S4T/4muAopWGd6vxIvipjlUTxHgpOEcH8xVHVPEa6vGm6KC32ZwE2jOfZQPSqHg3S9I1rxBDp2r3E1tDOdqzpNHGsZ6ksZOMYzx1JwO9ZmsWJ03Wr6xMU8X2ed4tlwAJFAYjDYJGfXBI9KLAnY6zwMujzeIFbVdXjsIo1LqzdJD027v4eK9XufEuhwWgtLHWNJS1GCFS7XJPqc1830VMoKSswbufSEvi7w3HGsMGtWYCjqZRye5Ncr4hl8Oa/sM2tWiSxghJI5lyB6HPUV4zRVWVrApNbHpemaJ4ZsZnmk122nkAJj3TIAD2PFWLy8s4raB9O1aCM28exx9tG+U564zzXllFFgbb3PUrTxhJAcT30soA+XZcIBn3yeRXQ2fijSdX0u5sNT1CGJMgxSy3ChmU9QcHqP8K8Moqk7C6WPZYX8OaTI0ljrNo0TnJjadSQfXPcVdt/Fnh4DZNfohBwZFkVlP4da8NHJxXU+I/BN74a8O6PqN4JVnvjJ5sJjIFuAEKBj/eZWzjt065w6cnB3QmrqzOWoooqRhRRRQAUUUUAFFFFABV7SNVudE1OLULTZ58QYLvXcPmUqePoTRRQBRooooAKKKKACiiigAooooAKUHBBxmiigDoPEHi2TxFbW8M2kaZam3RY4pLVJFKRqDhAC5UDkk4GSefWueoooAKKKKACiiigAooooAKKKKANbRtebRkmjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4NU9S1C61bUrnUL2Uy3NxIZJHxjLE5PA6D2oooAq0UUUAFFFFABRRRQAUUUUAAODkVr6h4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oooA//Z", 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JrttBPbWaySF9m5mgk5B5G01wOj6ZLrGrGRYWW2Q4Ysck13fimCz1gPPDYOpdVU3GM8Kfuj+7x6Vx1pc3Oi3yEK8JJJXcOXUdTj6V4OZ06ik5R1v+B9rkuKpvCuhRdp269b/1+Brazo2nWunhoSIJJcxOhbOR7j06GvPYPDE93qK/YIlnSAb3cEfuxkYJHqe1bfi7xMZNO+0xCJmll+VtoGB14H0Fc/4YiZbuXWopW8wAZRDtGSeeelLK6FRRc5s481xDhh1hanvTe77LfQd5ktxfyXWqGES73W3uTc+XO6/3SoB3r16j1ot9EW88OqsnnJ5JV7Y3ERV4iSMqG6MhP5VkanfO+qate2sYW6lYbX7pHjDFfc+vpTIbiSG1tLe3hLxTMn2iWRiWkwclB/dXjoOte6mrHzVnc6rW7GZ/G+gTWyt5EJikkJ48r5wCD75r3e6lVfBzDP3owv5tXh19qCXXiC1kVCGjQCNnBfY2G5PTOOOueletXV2reHIYVYEgICAc4ragveRnUPPvGoD6GpcAqs+Msf8AZJ/wrxq0O3W4D6XC/wDoQr3DxPbfaPDXKbg12eozn5SP6V4iENvrih0K7J1JBGMfMKVZ/v5Ch8KPsy3P/EykHfe1V9WnjtrqSaV1SNVUlmOB0qzAMas/+8T+dYnjO3kubN4EgWUSou8M4UKoGc5/CpnJxi5I0oQVSrGEtm0cJ4l1NvEOqxR2Uk3kJF5gS4+Uqw6hPwx+tc9/wjWo3kckUdlHLvLOWkTJHr/T86nuLyz0+7lDndGjgLGOTgDBAH1z1q1ba8k0839iXd6yWqmeTzEOUGOQOvFfKVa1ecnUsfcSwlGhQVGKXK9fe1/I5GXQ7+2eOGNy7wjLR4yoHpj04qnq32geF4FQCGS8uJHuZt+ESNQNq+wJbOOScCtXU9Xh1S1Y6ZfCaST/AI+gSVcr2Ue3risC5b+0tNOlzEQ7n+0WErHCOwBV0J9TxjPce9etgVNu9Tc8HN8Qrwp0fhS3T0eiVl00Hax4pll0yy0XTz5VnZwCAMBgyHqx9txOSO/APpXT63rE+neF9FjiLT33miaVpGyNwywUA8fX8q87ubF4bS21BTvt5cB2A+5Iv3lPoeMj1BrpfFUnk6fpDsc/vzIQ3cZz/KvS1ueP0PojwFJDN4N02W3QpA0KsiE5KjHT8K5vWvBHhPX/ADWupJFkkcuWEhUhj6V1XhDzF8PQpNHDHIuQUgGEXngKPTGK1r2xtp7d99vGxx12DNaShzWML2OI8F+E9L8KxatHplw8kdwInZWfdt2kj/2autvdTi03QZp2Yb1icqNpbnHGcdqybJNM0y1u5S8UUzR4I38kAg9M059Zs76wNktmt2JCQUkHytxkAjvzSs1G19S4Nc6cloeN39/JqLO9taRJJIxBk6jLHP8APmux0HRI9Msle6SGUSMNxY5BHt6mqOuaZO2oS3MNlLJPIcmMAMFXAHbjAOBVSz8Ry2mnva/aSsczAJt6HBycE18pjaFRPljt+Z977f8AtDCJYaXI+qv27a3svlch8WRaSbmdIpMImCAuFUt3JPoM1ycnh66/sq41KzlhktH+WKSJssSeMnuvPc1F4q1uabVWtVKRQlADt5yDk46elXl26J4daC3w0dxB0YnLFvQemK9PLsM6dJObPEznFxqJYVK/I9W97r9DMlaK7tWR2sdUvA0aSyQQtHuBIGGlyFJPrj3rZjsLdv7IKbnubefEAkljdgAM+UXU8jrjPNcPM7PYWNv8yWCt+9SPqX/iY+px09BWzY3VwNfso/skIsbclobdQdpBH3sjkt716raPn0mbtxpxb4oWl5G6x2sU0RRXOHJ5Ozb1yOcn0FdH8bV8zw7oLAnCJLx/3xXOC8F14r81VVJCSqTbNzINm3gnnvg57HI6V61quk6H4l0+GDVRuSNSEAbGM4z0+gqm1ysl/EeQfAznx3cJ/e06b9Cpr6T0v/Utn+8P61514R8DaB4e8UJe6TNJ5hgliKNJuyCvv9K9G0nmM/7y1UXdEs4DxbB9ontyyzIlvuYzD7gz2P5Vx1pqNhasEvLz7M8iZLqpYBvcDt2rpvGmos1xc2cUsPkpkSEvhgc81w2kaIddeQAhVz/rG6Yr5vMPZzrSlJ6I+/ymlyZenVlyq2nz6m43iZ/7MLNexfYJ2CCd0wCwHXnp0/SuQ1e+kEwhjcmxj5iZDxIe7Z7+grd8WaPdweGrbQ3jBWCczqY16hhz+ArhLO3uoWkS3lkLQfNGo52t2P50YCjSl78H/X+Z5WbTqRoctkoS6x6vXfyY7xDLdarqtvd2vNrqMfmRKnTzSuHU+rBgRz2Ipvgx2XXdw4fZgeoywB/TNX5beJ4EgMflXLzo8kGnXHm7X5/eBMYU/Q10FhpMMfiO0vZSFkmhYXLCMpk8Yk2noc4zX0LR8zHQTwEILr4mXEs7OJYLnMARcglgQdx7ABfzr6G1HULbSrCW9vHKW8QBdgpOMkDoPrXgHw4trq08eapLMNkczFU5+8VkHIHp7+9ev+Myk+kQ2z/NHI/zpnhgB3/GtqUObQiTXNrseA+IfiDr+u3LtPeGKI9I4PkGPwr0nQLefU3tZjuS2MaM87HjGAeD3NeJW9y1tqMVxGiOY3DBZFDKcdiD1Fe5+HdV1TxTYPNJpdtb28LCNSscu08c7dvHHpXLzO2hq1ZG7M63UywQOyWEGRwMZ+p7lj+lcV8Q1n8mLU7dg3kI0Ljn5VbGCB7dK7EQ3FvB5aBfLGWyUk6n6r/Wq0lvbzRAzXsMT/3XRsfnWapXi+fVsdGrKnNTi9UfOl1cySotqX3RRMzRj3bH+Fd74XsbOw0tBeSLkkfaEfO0E8qD74rsRoGmQXomht9NZ1OfMUAZ/SpRpUd7HOs0sawu+9ofOEZz69OatJLQqdRyd2U7TSPC8gEjR2LBQesg4B/GtO98OaBPo8osrS1WWP5maMZIOODweOaxB4TW2k82G/AZDlcSxHH5ip9PmfTbxbiS9R3ZDGRLPGquPcKvOKtTSMLs461PneJvLKgrtwR2GO9ekxEGMAdhioH+wXUIklgg3A4SW1lRtvrnJBqlJqV1YyAQ7TE38EkYINaUGlO/QcryR1fh55kt5ohaG5CtlhjOMknP+fSmao+jNvW70hVduuYhk/pV7wBqR1EahugSNk8vJQnDZ3dj06VtXsSnVY84Ix3rWvGMpuSM4u2hatnzqan+9tP5qK5vx9qf2Nba2jnjimlj3HzOm0ZH860L3XbKw1ba0u5wFG2PkjivPfFNtPrF0dRhjkCRoqoq8gEnklj1JrkxfM6TUT0cs9jHExlX+Ffn0/4Jy0Vv/aOsiCMrKP42AO0Z9K6gaFNoem3c9pOssN1C1vJtHI3envkVQ0DUItJuGjliVldvnXGGBFXPFOtQRWU5jneG3ickA4yx45wPrXydR1XUUI7H3GKq15VYpNeytdt9jyu60VrG8jjYSRyltuATkn046Vo24/szUpNPknuJJ5X3NYJCjxrgD5mZ8gcckjtVyx1JLtbiXzvljw0e8cjJxux69Rn3rndRvLi8vLx95X7UoTzMY3BT93PYGvqKClGK59z4jMPYyxEnh1aP9a/M29IlsX0u+WRrSRmgZplhd/nUZwXXG3cPUYqz4ss7e80bR3lmZYYkIMsSbzIoHy4A6N2Oa5FTctpC2cJMMS/NMqjBkPZie49q6e+1O4nsrBCw82NDgqAu7gdx3re6OOzse9+FrojRlLqVYfeU9QQORXmnjX4m660j2llKtpA6Agxj5iD710fhTV4I9CRWcoTubDHdycnr3615Br03mraSAEmS2XJFOpLRWJhHXU0/BF5dXes3YZpJ55YD1JZj8wr2Kwi/sfSvNmcLfy/dUjd5SnqfrivMvAHiyHT7SDS4fD0Ul7M5QXcUqwySA84LMP646V6JHDcCVLw2UodRvMLTxzEH8COR9axlzuNoDnoyzCn2eAtcSMJpR86t1VecL/U+5rwvxMLrTbkaa7bDZsXjZW+/kghvy/rXt7JdXMmGhZAf4nyOfyNYes+FYr8D7fpy3ATO1t6E49Qcg03TjZK2xpRrypJqL3PDESbWNYDsVWS4l3OeiqM8/gBXqNjp+kzosU3kTLtHll3BKgdMc9Kt2vh7SdPtbgW2mBDKmzzPlJGeMZ3E0zUPD0l/bQlh5MlvHshQWbBNvbnGR+tNOK0InNybk3qadr4V0JsyNp9uxY5JHOT784qXV/C+jxaYs2m2USSxqdpUHg9u/Gen41ycOkX1k/mP9ikAH3JVlxn1wF6itfRtRns7h/tBt/ssybZYY0lOTj7ygrxnuKtVIdWjJPS9zlNCUz6/MkiKVDbhkfdOR/hXtnhOCC6hvVeNHChOoz61yFrZaHczM9ogt58Z3MhTd9c8GrC+M4fBFtdfaLaSee4wIlU/L8ueSfTkU4OLvbYrmclrudrpGl2kWpPOsIWRCQGB6AjFSxazZ2ts6STNuJA2xH5uvr2rxOz+Imta34gijkm+z20hbMEPAPynqeprtPDlq2oyuWJWCIB5XJ7A9PqavmXQfL3Oc1rT55bqa8cmVbiR3c/3QD+dbnh7UNPgsXtposNGmQ0ag5xz3rduxFqxl8y2AgRQirnHXtx7c15d4iun0O6voYyVdZR5CE9YsZr5/G4J1vehs2fVYLM6eJw7w+Ke23y/qyVjS8XeIttwFkuhvkjwseM9O1Y5uzYaVcTP+8a8iO9vu57AAfhXI65qLarqsTW+WG1UTjkk8n9Tj8K7qz8MQ3NoltdSzsY1Gwq+Nvcjp6mu3A4SNCmtNTzs0xntZexg/cjtb8zz9Z8QWFqjNBZEh5ni++z9CSf0HpXSeHdXkTxFGZbYxW8ETJEiyHK5PJJ/iz3rtLf4f6PJhpPOHOTh+D7kYqPxF4TsdDhju7ISEBcNvfOB/wDrx+dd+p46tcoeDbxP+EqkdQiNLIC7FTl1DMQAenUg9ulen+ILkTR265zjJ/lXj/g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", "info": {"video_id": "77855", "label": "showing flower vase on top of news paper", "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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y1u5S8UUzR4I38kAg9M1nGnyvRk3ua17qcWm6DNOzDesTlRtLc44zjtXg9/fyaizvbWkSSSMQZOoyxz/PmvZH1mzvrA2S2a3YkJBSQfK3GQCO/Nefa5pk7ahLcw2Usk8hyYwAwVcAduMA4FcGYU3NKS6dD6Lh/GUcPUdOotZdb2t+Xn+Fi9oOiR6ZZK90kMokYbixyCPb1NYHiyLSTczpFJhEwQFwqlu5J9BmprPxHLaae9r9pKxzMAm3ocHJwTXEeKtbmm1VrVSkUJQA7ecg5OOnpXgYXC1ale7Z7dWpPByniqsuZPRJbeRLJ4euv7KuNSs5YZLR/likibLEnjJ7rz3NVZWiu7VkdrHVLwNGkskELR7gSBhpchST64960126J4daC3w0dxB0YnLFvQemK42Z2ewsbf5ksFb96kfUv/Ex9Tjp6CvqacVBWPiq0vaVJVLWu7ncR2Fu39kFNz3NvPiASSxuwAGfKLqeR1xnmm3GnFvihaXkbrHaxTRFFc4cnk7NvXI5yfQVhWN1cDX7KP7JCLG3JaG3UHaQR97I5Le9bovBdeK/NVVSQkqk2zcyDZt4J574OexyOlaJq5m72O++KWx/CWkbgMB2GT2+UV8+2h263AfS4X/0IV9B+Ptl/wCGbSNQrBZQNvX+E18/BDb64odCuydSQRjHzClf32Qtj7Mtz/xMpB33tVfVp47a6kmldUjVVJZjgdKswDGrP/vE/nWJ4zt5LmzeBIFlEqLvDOFCqBnOfwq5ycYuSLoQVSrGEtm0cJ4l1NvEOqxR2Uk3kJF5gS4+Uqw6hPwx+tc9/wAI1qN5HJFHZRy7yzlpEyR6/wBPzqe4vLPT7uUOd0aOAsY5OAMEAfXPWrVtryTTzf2Jd3rJaqZ5PMQ5QY5A68V8pVrV5ydSx9xLCUaFBUYpcr197X8jkZdDv7Z44Y3LvCMtHjKgemPTiqerfaB4XgVAIZLy4ke5m34RI1A2r7Als45JwK1dT1eHVLVjpl8JpJP+PoElXK9lHt64rAuW/tLTTpcxEO5/tFhKxwjsAVdCfU8Yz3HvXrYFTbvU3PBzfEK8KdH4Ut09HolZdNB2seKZZdMstF08+VZ2cAgDAYMh6sfbcTkjvwD6V0+t6xPp3hfRY4i0995omlaRsjcMsFAPH1/KvO7mxeG0ttQU77eXAdgPuSL95T6HjI9Qa6XxVJ5On6Q7HP78yEN3Gc/yr0tbnj9D6H8CPDN4K0+S3QpA0AKITkqMdPwr5K1iMxapMpJJz1NfXnhHzF8OwpNHDHIuQyQDCLycBR6YxXA6r8NvBt/KZjvSQjqJSPzqpu1jKPU6jwSd3gnw2/8Ae0+L9OK6XXW8u2Em1m27vlUZJ9hWToVlFpmgaRZQSGSG3h8pGPcBjWh4pulsdHacsisGITecAsRwKqUlGPMyqcHOajFXbZ5BewJYSKkpZFw8jJMfmRsjA7+/5VJFr9qWgTTtSL3UowIGjOVYHOQSKyNene6v181keWQ/djbIx/StvSfC9zpdzBrUIidrYiQxEcgf5NfHVVSXvTe+x+kV4xjRjzzXM+j2fkZmta41489zHPDLqUJKrAAAVPQsR3xXLx30txZ32mxsWvrhBPbtJ8xaSM5wM/xFS2PcVS13T5YdXub4s8bSzM6ueOpqWKGVdq3iQtaLiTzprjyHjkPO5G65xjIwe1e1gKMIWcHc+PziVX2ip1VZx2S2t39TlZVuPs0U8u4q+5dx/vA8g+/IP411+q3Tw+B7TaBtSSPaD06An9c1ZsNMi1E6hHKLhrWeRmbzIyVLDpKjjGG9cjmk17TJpfBWl21sDJOJAjqOM8Ha/wBCP5V6jR5Keh7l8Mre2tPCEUFo8jwo7YMi7STnJ49M9Pas34h+F9N8ezRWDahJb3WlnLBV4/eAEdevC9q1/AUv/FO2u9wxEUYJB4PyKKqadY299daxdTIWmZ1zJuIPVsVs4NwbRkmr6mb4A8Hf8IfY6vapdm4inkhkBIwRjcD/ADru5r2Gz0SWeZ1VVifAZsbjjgViaZZQadY3U5mYeYoBEj5HBzxT7nVNOu9JeyMLXZlVkKJkZ9s9fyrLXl8y425lzbHkWsaoupO5hW4keR8KrvlVJPQV0mi+F7dbKMajEN75G7cBt9KoavpTR3rz29nINxB8lUwEUD0HSiDxKw0+K0klVwx3JkZJUZzg/Wvk8bSrRfLH7z9AVd4vDRWDly6q66r+vxMHxLpdrNcFkuEby8xoW/uj1J/IVkvpWs6JpcMAtUj+2MrvbzEeXImP4z24PrkVl6xqB1jVp7J/Ljj8whdq55HHFaniGVrTwsujOXkjVkwxbLYGMnHavawVGVOmlNnzOcYqGIqpQXw317sgit4je2AsGlVoQ+02z/a4oskZRsgfIcnjJ61t2ejQWCa6LfEayQ740GdqPtyUGecEdK4sTNLquJIibaKMi1to3Kow7AkevU9ya6DQdWm/s7WJbqPE8w2goSqgAYC7emBXoOzPHV0d78Dbeax02WG6UxuZmkCHqAUXH0rqfE8u7XJSuTgImAcc4H+Nct8MbmOHzSu2OMK2FIIO4scnJJzkYHtit3UH+0a0SBkNOPxxz/Su3C7t+RhUOR8afE7XHd7WylW0geMMDGPmIPvXL+CLy6u9ZuwzSTzywHqSzH5hWXrs3mx2cmCTJbJnHtXU+APFkOn2kGlw+HopL2Zygu4pVhkkB5wWYf1x0rzlJt6nTy2WiPTbCL+x9K82Zwt/L91SN3lKep+uKIU+zwFriRhNKPnVuqrzhf6n3NVo4bgSpeGylDqN5haeOYg/gRyPrUjJdXMmGhZAf4nyOfyNEYy5uefyMk9dTxDxMLrTbkaa7bDZsXjZW+/kghvy/rXPok2sawHYqslxLuc9FUZ5/ACvc9Z8KxX4H2/TluAmdrb0Jx6g5BrItfD2k6fa3AttMCGVNnmfKSM8YzuJpRhCGx01MVOorSd9vw0Kljp+kzosU3kTLtHll3BKgdMc9K27XwroTZkbT7dixySOcn35xWZqHh6S/toSw8mS3j2QoLNgm3tzjI/WsuHSL6yfzH+xSAD7kqy4z64C9RVqcUcsnqdZq/hfR4tMWbTbKJJY1O0qDwe3fjPT8a8/0JTPr8ySIpUNuGR905H+FdXo2oz2dw/2g2/2WZNssMaSnJx95QV4z3FaVrZaHczM9ogt58Z3MhTd9c8Gm503bXUak07LY6TQHbZcCOz+0r8u4AZx1pmqPozb1u9IVXbrmIZP6Vo+Bo2jfUUfqPL+h+90rXvYlOqx5wRjvWnInqK+ti1bPnU1P97afzUVzfj7U/sa21tHPHFNLHuPmdNoyP51oXuu2Vhq21pdzgKNsfJHFee+KbafWLo6jDHIEjRVRV5AJPJLHqTWOL5nSaid+WexjiYyr/Cvz6f8E5aK3/tHWRBGVlH8bAHaM+ldQNCm0PTbue0nWWG6ha3k2jkbvT3yKoaBqEWk3DRyxKyu3zrjDAirninWoIrKcxzvDbxOSAcZY8c4H1r5Oo6rqKEdj7jFVa8qsUmvZWu2+x5XdaK1jeRxsJI5S23AJyT6cdK0bcf2ZqUmnyT3Ek8r7msEhR41wB8zM+QOOSR2q5Y6kl2txL53yx4aPeORk43Y9eoz71zuo3lxeXl4+8r9qUJ5mMbgp+7nsDX1FBSjFc+58RmHsZYiTw6tH+tfmbekS2L6XfLI1pIzQM0ywu/zqM4LrjbuHqMVZ8WWdveaNo7yzMsMSEGWJN5kUD5cAdG7HNcipuW0hbOEmGJfmmVRgyHsxPce1dPfancT2VghYebGhwVAXdwO471vdHHZ2PfPCty39joGXawwCp7EAZFWNb0u0fyybdOTzgYzXIeEtXgi0WIM5QkliGO7qSTz3rnPFvxkmuX+z6NaeSg/5bzctn1A6CtW42M1F3PVpRbaZa2aArFEgbAJ6DOf61zXje5j12CGztZpNvm7nz0bC8AD8+a4XStavNW0y1uLy4lnmYuCznJPzeld8qHSdP2vHvurlQSMjKDgAfU1lVlFwalsbUakqE1Ug9Ued6cq6fqCz3MK7sYKsOoPeut1TWbZbF/skhhWSLMjMAMDpgevSqHi7TEt9Oa8gi2TxsnmMCThM/N+ArzfUvEfy6hbq+5GXbbk85BOD+mTXzlfLJTqq59fHMMLi6ca1bSUfuvZvbUvJfrrd4UE/mQhdzDZydvIGT24rM8Qakt3rlvK8KPNBAVjDncpkGMZ9cen0qHwfYTXcs84kdEj+UEH72RyPyrt4PBGmXEhdvPZHwdrP0/Sveo0o0lyxPmMZip4mp7Sq9fy9Dziz1G4t7Sa6TzJr+R23SSMSIc9wvTJ9e1dNdX8U3hXTrR4ThFO9Gfd/CefXGfeu4tvh3ovkykGcybTjMnX9K4LXLf7BexWajIikIUeq9vzFattanKknoj2XwXfj+wwxdTkkjaMAL2GD0wMD8K47xZ4v1Lw3aCLTXSNr0ne7LlgF6Y9PvVY0keTZRqp2jngVynxIk+XTwQf+Whz/wB810qX7mXy/MzUffQ3wdrF/qmoXqXE89zM8akAsW/i7CvVtOi/srTlmmbbfOcRoRu8oHuR615J4C8TX+k7rGy0y3unuJVUMYiZATxgFeSPavXBp91HMJpY4klUlgEjmwff5ga4pubVomk9A2GOzkWeRxLMpEgPVQc/L/U+9eFa9LeaTqKQMyrNYkLGV5DD1985r3SQSNKBcOsYPJOx+PzArI1PRtMu0/ez2N3tztSRTn8M1LpRsl2NaNeVJNRdr/oeI+HrFLzVUlnfbbxfNI3qTwB9Sa9PgtdDuJPLvDavcISrGVsN9DmtNdNggto7e3S1gXzA4MWPlI6E8VFqPha3u5fON2gnJy7i5Vg/5jirujKUrl2w0PworIGtbBwuONwP071zHjbTLbSGmNrEsaTDICgjnPX8v5VeOjyWKCBb7dCwOV3wkHPXnaTWva6ikttBavJZXPlrsDzXKlz+mCafPGzJTa1Ri+EABpqSFQC6jOO/vXRsWWaGUEgIST+RH9apTpb25Y2EckRznZhSFPtgniq6eI7lABcQQzDuduxj+IrswslHcmoubY8tuLuyMPyzRZHo+c1e8HeK4PDOtfbWtre9VY3VIpn2qGOPm6deP1rg6K5OQ19o7WPb5PjYGY58K6Q3bP2r/wCxqrJ8YYZOvhLSgfVb1h/IV41RV6menY9bk+KUTZ2+HrRM/wB3VZapzfEdZAP+JNajH/T+Tn8xXmFFGoadj0j/AIWbfRxiNLZQg6KL04H04oHxRvmGJY5gMYwl0pGPoVrzeikPQ7+Xx+7YaP7ZGw7pcJ/8TTV+JF8VMcqieI8FJwjg/mK4Kt3wjolp4h1wafd3j2waGV4yke8u6oWC+w46+1FhHqPgr4pafpFnqs97BEkjeUIYYiil/vZzgADHH51znif4oar4huXC3K2dt0EcD4492715oaKBppdD2nTvEGmTXdsr6rZxlgoZ5JgApxySa6658WeHF8jTIdY09rWM8ym5XDcZLf4V80UUpR5lZg3c9i1/UdDtr6CWw1K1eCQSNMsc4cggDbz+f41xOqeIPtujNA8qtOZucH+Hrn+lcnmisfqtPn57HpLNsV7F0XK6d999bf5HZeFl0wW5mv7u3RvMxskkwSvvz6/yrr7a28Fh2zeWIVjkg3Rx/OvHqK3sea5Nnu0MPgFLKRVvdMD7flDXOf61wGsXdkmoJHBeQSLE/DqwIxnjpx0riKKGrgm07ntdj4h0eK0VTqdmDg5zKBXl11cRPKSJUPpg1o654e0a08M2+raXf3kwa5Nrm5gEa3JCbneIZztU4U7h/EPcDlKGrjUme9eErvwrpGhWssev6fPe7N4FzKIjETyRtPoa1YvFehi6muLvWrBpf4CtwrDPc9fyr5woqXBOSb6CbufQt34q0K4jZRrNiyMCpDSjoetcBeeH/DVxNvh8RQRx5z5fnIcD0BNec0VTSY1JrY9bt18N6cI0ttRtpE8pk5ugBvb+JvpWaNcuNOl8pNZSUKBgx3QcH8c15tRTJep7BZ+OVheJxcSsyEblmuYyHH8Q68e1aGrnwlq14bxtatY5mIKH7QuEPuK8Poou7WB6ntcfiLRrPYsuo20qqcMIplyfcVz3jfWdI1KOyNleLIU371LD5c7cciuV8G6ZpOteIIdO1e4mtoZztWdJY41jPUljJxjGeOpOB3rM1ixOm61fWJini+zzvFsuABIoDEYbBIz64JFVzPkcO4dbnR+HNaOk6ul3bXqW8yBjHISPlbBwea6GT4jeKHbjxpIg9FCf4V5dRUJWKcrnpp+IHiUjnxxde+Cg/pVd/GuuuWL+M9QYH0nArzqihoSdjvZ/FGpT5RvFF6y+84/wqm+rXWQf+EkujjsbiuOoosPmOvbW74r/AMh6Q59XU/0qlNqVxI+W1N2x/tiudoosHMd7phtTLE8/iALhgcedgD612Md9oV5fMsmt2NtEiogYzKwc4yW5P8q8RHJxXU+I/BV74a8O6PqN4JVnvjJ5sLREC3ACFFY/3mVs47dOucUnYVzlqKKKQgooooAKKKKACiiigAq9pGq3OianFqFps8+IMF3ruHzKVPH0JoooAo0UUUAFFFFABRRRQAUUUUAFKDgg4zRRQB0HiDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrXPUUUAFFFFABRRRQAUUUUAFFFFAGto2vNoyTRnTdNv4pWVzHe2/mBWXOCCCCOpyM4PcGqepahdatqVzqF7KZbm4kMkj4xlicngdB7UUUAVaKKKACiiigAooooAKKKKAAHByK19Q8T6xqmj22l3t9NPbW8ryoJJGYlmCjkk8428emT60UUAf/2Q==", 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", 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", "info": {"video_id": "77855", "label": "showing flower vase on top of news paper", "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": "f8d17ea1cde8653b9361f20638a4af7588dea701d9cd34c2814cc20f625cbb70"} +{"episode": 72362, "episode_seed": 2873029292, "split": "train", "timestamp": "2025-10-13T03:39:56.400866", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2873029292, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin and pen 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', [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": "74633", "label": "putting coin and pen on the table", "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": "74633", "label": "putting coin and pen on the table", "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": "42b6e30bbbd3e5f4a5e2935380674483defe7cfa60eb67264cd3f76a20ff5300"} +{"episode": 72363, "episode_seed": 110242981, "split": "train", "timestamp": "2025-10-13T03:39:57.866855", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 110242981, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a shoe into a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "178369", "label": "pretending to put a shoe into a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "178369", "label": "pretending to put a shoe into a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "169c87d7f31fc40dd66ea4aebee4ee1a245b5b2c32d3c940067efe04fc372db9"} +{"episode": 72364, "episode_seed": 2528459214, "split": "train", "timestamp": "2025-10-13T03:39:59.430389", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2528459214, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging a plug into a wall plug but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", "image_prev": 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", "info": {"video_id": "192634", "label": "plugging a plug into a wall plug but pulling it right out as you remove your hand", "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": "192634", "label": "plugging a plug into a wall plug but pulling it right out as you remove your hand", "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": "a3bba78b795dc294eefa5c61064309266c2bc6f0787785d6222c145b5e62bdf4"} +{"episode": 72365, "episode_seed": 3027152282, "split": "train", "timestamp": "2025-10-13T03:40:00.340248", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3027152282, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 syringe up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42035", "label": "lifting syringe up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "42035", "label": "lifting syringe up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f6817c574081728bbfca7c2d4d252ff2061a5df6a9fac1ba57dae59c388c31cf"} +{"episode": 72366, "episode_seed": 651044824, "split": "train", "timestamp": "2025-10-13T03:40:01.426727", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 651044824, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend spectacle box so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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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t2PTLUaabXzLW0gGehCCuS8U3jTwujxJsPClVxVjwzqEsRSI7dpJzmtLxBYm4siUjB4ycDrXSkraIl3UrM8wsZItPicqMOSeT1rMvNTaSQ4JPPWpdStbi0lxJkI+Sp9ax2BBrntqDdiZ5Wk6mhX3x+4qEHFSRAq2CKdrCu2IrFWyOorUtblZ49szEN2buKpm3yu5fxFRcocilKN0NaHR6drEY/c3PyOON3Y1tLJG6grIcGuNgR7xQgQuV7gZxXq9t4XF14dsHRvIvFt1Dkfdc9sj1xjmuOWCVR6aGyqJLU57MgHySUhubuIZVyfxomgubW4MNxFhgcHitjS9GttRhP790kHYdKxeXT2VmW5RSuznbzVb9Ht3YOIg/3uxIplxrk13b7HY43Vb8X2E+jWluxk8yBZGwMdyOP61ysshhjQFgWZdx9ie1aRwqUouS2I5lbQTU7ouMA10fgPw03iDQfEzo2ZLSGKSNAPvNlj/IH864qZy55r2X9n9d3/CQDGf+Pf8A9qV3wRjKVtjyS6iC7hUKvvtR6ocH6V2HxK8PN4e8V3UUakWs5M0B7bT1H4HisnQvBeu61p95f2doTaQRlmkdtobAzhc9TRZhc55nyK0NBvPs98EYZWTj8az5IZEdlZCpBwQRXYfDvTIbjXmku4VkhWFl2uOCzcfoM1MqamuVii2nc1opkGCkhQ1pW2s3dqwLMWX1FO1fws1mDPYBjF1aLOSv09RWPbBy4RmKknHNebXy3tqdSlGR3WneMiCFdjj3q5qOvWGt3OmiZU3QRuR/LP6muHuNMuYo95jJUjIZOazbvzLW8R45d2IgAPQGuCOB9mp6WbVhNJ2segz6daXK5jVCPpXE332Vb2XyANiHaCO+OpqFPElxFG8YYhiuBWPcXoiQjNVleDqUpOc36CmczMSTmmo3YivpJvAHhOw02X/iVoVI25Yl3Yk8AE9yeK5HUPgg7M0treiEY3NGRuCnGcA+3Svo3BnPdbnkfmyPty/CDCjsBXS6HcT3lyo8qErgRsHPO3rxnvxVd/CV3ZzM8weS2UMTJGvBwCSOe4x061NYCLcojBWJuEkC/MT0x35/xrGd0miZ1FytHp9pbwvYQCe2j3eWFIIDdOlRT6HYTI/+iqh7MnBFc9aC/g1S3Xy7m0glynmPH8pYj5VIPqfXFdRPqlvpsDNfSfIIfNLIud65CnaPUEjI961p2qR96P3kQqtdTlG0PbfJDdPIAwCq6nt2qK/8Opb+YVvQioMkzDA/MV2dxFBqOlx3ls6SxkB43U5BrjPHKTXOiRXMAJhEmZtvY4wM0p4ala/KdUajexyN3BK43xNBNGDgtHJn68VVkuiFPPWoLWVbe0mZfvv8ufaqBmzWcacVsglPuewfBi2h1PTPFtncDdFcRQxsPqJK8v1jTp9N1S5sZ1IkgkMbZ9u/9a9R+BBJXXwO/kf+z13+r+CPD3iHV0l1CzZ7oKC7RyFMrnA3Y6nsPoa35bxMb6ny/wCQSOlJ9mkP3FYnOOBXt3jX4c6Fpi79PV7cDBIaQsAOnf3wK4s/Z9NiT7MdkRBMm07izZ4z9Ov5VjOfJJRfUmU4rY2vAVpBawDacytHuG9QDuB+YZrtLmCG8j8uVBIjH61w+nard2NsztIigDguAdw689K7HRNQa7tYp57fyvMVW3bgV59+341pQqqV4mcaje5z15pUumXQeEHyeoPpXQpcq9krMflZcZrWmgiuI5EIBV1HHcf4VhLAY45LU9Y3yB7Vvsb83MjkfEWkiTKggDO6NsdDXHz6LO7MXh2gDllIwfyr0u+CspjYduKxFi8q4kiPRh+tRKKbuO19TgTosyyDOQpIwa9r1P4M6Qrq1nfXUeRyjgN+tcXchTIFCjahA6d69/di/wA5xgDkntQooT02OSsfhr4f0KyV/si3Tum2WS4+Y89cDoK8r8W+EtMtPEUUNuJLW1mn2HGW2jdjgfQ5xX0REwvbBjtxG6gpnuOx/HrXkvjTyINdDTyoS22RUYfdAU4P/jv4VNSShG9iHNKLvucg2jWmka2bK3sr3YuF8yVdjcnIcgEjt/8Aqr0TTWA023+8AYwMMDnI4z+NebxXkslwFjnYyKS3mF8qT+Hp6e3vW/Y63dNqcNpFcJKGVjtlJI4HY9c1jGtapbuZe0d9Tpr+yhvoXWRBu/hb0rntIhm07UTDMMFuBW6uowReYb2SOAIm+Qs3CqeAc9xnj61Nf2azWyXKYbbhlZTnI+tdW+pvCd1Y5rxrCL7QLhAMyW+JR746/pmvIriRi/Jr3O7RJ7dpcBo5VIIP0wRXmOq+ErhGZrRlkjBxhjgj/Gomru41scoGzXt37PrbR4iP/Xv/AO1K8jutCurOHzWKNj7yqckV6r8BnxH4gA4z9n/9qUorUmV7anqlxpVprF+P7QtobmFclUlQMAapa3H/AGdpF1bW67EWMFFVcAICCela/mmG4iiQZllztH91R1Y/QfqRUPiWGOXSnDts8xDHnI7jOPyzWjEpcrT7HgenaZb3X9rPcW8k11bgMi+YqLjkknPXtgCtPwjbyR3MW6wMQUlCV7gr94+4zis/UrmGOIAhwGlygkQjeQAcHj1IzVTTrt/tfloJPOYnMUalmDepxXHKq371rGLm9WtrnqRclcc7hxyKwdb0b7TIs9sgVwcso7j1qvol3fzWziWVt6yMhgmTbIO6jJ7kdM1q6drmm3V3DZ/aQLmZN0asMbhnGM/3uDx7V1p8yNIVLO5DYTbtM+ZclPlIPpWRq+mwzqJI1CtjnFdFdQJaXzxkBUn49gazL8NHuTHPTFE4qSszZSs7o8vkm2kyMxLFjj6Z4rMurkyP1qbUMxXDR/3SRWdI2XzWEYJbDlJn2DaRC7uGumGYoTst892HDP8A0H0PrRrN0IkKl2RGKlivXHGf0p0cl1Z2wUWsflRIFAWYcAfUVx+p61Pc3DBoJ4OcKSvA/EZroMWrowPEkkUIkleYXGcHLMDuXnC59WJ5PpmuU0vShDfW9y7QKsMgdk3YZAFJ5HvW5q90jXRljhT7PbN5mxgD05yAfTrz6VQlUak1yszFkMXkF+pJ9c9zxn8RXNKSckjPk6G3a69banOsQiWbTZ49xmY8Mc4Ix6DHNY3jq31W41awtBYqLfBjtTASRIT1HseBxUUdn/YmlRrp6sxiYeYzLkyfNzx0zycegzXX6Xq6ahZafBKIjPbN50uDu2kAhMfUHvzxVVKqpQcn0JcHexg6N4f8R6LfRx6bKlzpNw4MqyOAFB+9uU/dYcjI9K17zTmsjcR7POsZQVIPPHvVLxT4nl0PUNPurcg287MlzCRwwGPmHowH54FdBMxdQUbdGQMH1HrTw9b21NTNqfu6HkWqeDL2CWRrBRPascoN3zgHsfpWKfDGqhWZrbZj+FmGTXs8sI5wMA9q5K0t31XxjcaVNqc1rGwkMXlpu3MqFgvsOCcn096txSNG11ND4JNJYr4h8yNvNU26LEeGZyXAX869qtbb7HBKztvndw8sn94+3oB0Aryb4RTq9/ql9dO7yKkIXCFucMMnA7AkfjXqtxqtmsLYmXfjG08E/nVR2IbOT8Txy37PIYYnXc0aF2JAxj7y9COp5z0FeU6xYRvqqPaIxdV2qioDhMkKSB6jP4Y9a9J1u5VVkkMhVSApUHiTPc/y4561xMpigt55T5q3jkuX3FWRuyjHQbQSfWs6slFasy5epa0OLT7DQTdahDE2CzO8seTszgDB9gOPetK6n0/SNAvLhWmazmiZIoUTKIW7Z7cnv05rkLyG7PiCK4e7UWq25TYSD8xzldvpnnNdT4d1m1uZ5bG4ixCyNvST5lYAA/qp78kDNOKsrESi0cppGs65b3c+u2wNyisqXi4JDccFgOnT73rXaxX7araQ67aQSRxlmjkifnBHXnuOetSaVbxaPofmWEYSWNZJUV+DIpJYK34Y+lXNH8SQ6/pS3lupVQTG0TYyjdSOPrnNTQxEa1+XozWneLMq9hWQefD8wP8AD6VzeqQzqV2qTnuK7K7SKH96Bs3HBA6Gub8UO9vpJmgcg71ww9DWzOi9tShbW++xYscvuyTXuDRm+k+xEnyURXuNv8Wfupn36n2+teH6lDBZaFDqWm6vfzI919mP2iJY1uCE3O8QHO1ThTu9R7ge46ZfWsFmglkxLJ+9lJU8sff24H4Uk77GcpX2NK4d1VliwGYqoJOAM4Feb+M7VLa6mSWKKJFyvyc8c72ycnG3gD1Nd9PqNu8TCF0mKj7oOd3HSvMvFk0VxfvE80ssCMDK4YghAc4J7D9cUpOyuzJq7OH0rS5ftdnmGU2omBBZcqR1P8q7hr7T725GnMp3FRKksS4CHOBtYdGznpXNzZnmuEtT9nYwbfkJCiToDjt1I98Gq9hA/h7RYBI4uGQ/vADhEBbnBxnA3fiSCOlZw1TaJcXuV/Gl7Iuq2+nRW1xCI4imW580MQeMdRlR+NbmgR+JtFng0prN77S52XZIg3KqN/Erfw9ckGtBLmDVE0mWWA/aIZTLuf70e0EH88j270/VvE58O39jhVaxu2ZZR0MTZHzD25yRUfWYqsqPdCSe5ZltZNNeW3lBe1Y/K47VlXVoSflI2Y+WuqlZm+U4Zen1rLngUFgowO3tXTY607nCSWMiXWZPmXPI9a7/AOG2m2ulT6zcRHy4ZVidx2Xbvzj8642wSDUPGkmlajqFza28smxJIpYo1j7ksZOMYzwOScCup8APdx6/rOlzxXkywXCgpKo3qqFuGxwCTtzzjjikmrilJPQ9P0+3YA3U6FbidOQf+Wa/wp/j71BqiNPbzKZIxshBWORAwc5569McVZbUhGu+W1ul758sn+Wa5/XNTt5bVyxyvXbjDbx046+vSmzGSbR5V4rWN9sbETSjlZHbqQDlifQkgD2H0rG8MzJp16zXUqqZZFjXD7t528AfnWhr1xLbXpLRhGmXv1KD+D2GSM//AFqw7bSra5ltZLh2VYSGCqPvjOQD6dvzrn5lKWgKn0PQYLyTUrM3sdhENSjjISOV8HGem4f5598159o+iXus312JS1pPG5w7ghVmznYe4zzg+uPWuoivrmx1SEBVFn8rc8bV5B5+mMD0Hritm0uI5mnuWRSl1JuwB95QAoJ9yBmoxGJVGNzNQd7FjTNK1u60mWPXZo2njYC2kDhmIwc7iPw680k8Um3yrlNsqjAfqDWd4T1+6vNS1DR7yVpXtixgkYfMyBsEE98cc/WulmjLRtu5rrTUldG9N6WPLfEfheSRzcW+CSfmFc1b+HL24lKHZHjqWNemeKvMt9FklhdkcOoyK5rxBoWr+G9C0vUrye4W4vjJ5sJjIEAGwoGP95g2cdunUGolZFOSPdPE08lpp2ImIDdc155cX9xtc7+QKKK0Y4nJm6mjvZpN+8SHDI4yuGHNbkMEdqRbRDEcYwM9Tx1PvRRWEUkw+0TsNyqpzhjg4rL/ALQns7sGLb865II9VLfzH6miiuHMEml8/wBAkS6uxuPB87TfO32bzNzDkHrXW2LEadZr1xbx9f8AcFFFVlu015k/aCQ5rzzUtRn0jxXNf2uzz4pmC71yPmXaePoxoor0ZBI7n4NsYn1dFOB+5H5b69M1ErNB+9jR8f3lB/nRRTWxKPPtcK2zxmKNFwTjA9ia5HXR/wAVHEMna9t5rL2LLwP8+1FFcs/4svRfmxz3RjXDtJKpY5NbHlIYiwBVmTLFCRnCk84+lFFZ4ttU20aVdkdKJGkdImxteNs/kP8AGsbwhbR6frWv2NvuFvC8RRSc44NFFcOVN+0a8v1MnujY15iNPBHXdXL6s7SeGn3nOJE/nRRXtvc1fwmRqviZ9dFrDLpWnWxgRY4ntkkUoi5wgBcqBzk4HJ5r6Sgndo1JOc4FFFKBiihrMUKQBxBFvOTu2DP515rcv58l7auB5TK4IAxx0oorOv8AY9f0Y3sc7pWTp1vIxLPKN7sepPI/z9TV9zm3KnBBzkEUUU0vdLXwiacFjvn2KBuBU/QbSP5mk12KK/8AB0t1cRI00UbNG2Pundjj8BRRXzsZP2kXfW6/Mh7HaWg3aXYseSbeMk/8AFVLgfM1FFfUFw2PPdS1k6Trd8h0/T72KacMY7yDeAyjggggjqcjOD3Bru/hVe3Go3niG+uZS9xO8Ukj9NzHf2ooqF8RHU9MjnfI6VyXiyaRy6lzypooqnsxxPGr25k1G+WK6CuFPmA4wc7c4+lKrHeDnkmiiueCSirGsNzfGWhXJPYcduM/zAqlpmo3Fxfx2zFRGh3jaME8A4+mTRRXnYxL2j9DN7nQ6dCn/CeQSYw39nzZx3wwA/ma6i5AEZxRRXfgP93j/XUmO7OQ8WD/AIkUn/XRP515nq/iTVtRsotKu72aa1tpXlQSSMxLPjOSTzjbx6ZPrRRW9QJbn//Z", "info": {"video_id": "7208", "label": "trying to bend spectacle box so nothing happens", "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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t2PTLUaabXzLW0gGehCCuS8U3jTwujxJsPClVxVjwzqEsRSI7dpJzmtLxBYm4siUjB4ycDrXSkraIl3UrM8wsZItPicqMOSeT1rMvNTaSQ4JPPWpdStbi0lxJkI+Sp9ax2BBrntqDdiZ5Wk6mhX3x+4qEHFSRAq2CKdrCu2IrFWyOorUtblZ49szEN2buKpm3yu5fxFRcocilKN0NaHR6drEY/c3PyOON3Y1tLJG6grIcGuNgR7xQgQuV7gZxXq9t4XF14dsHRvIvFt1Dkfdc9sj1xjmuOWCVR6aGyqJLU57MgHySUhubuIZVyfxomgubW4MNxFhgcHitjS9GttRhP790kHYdKxeXT2VmW5RSuznbzVb9Ht3YOIg/3uxIplxrk13b7HY43Vb8X2E+jWluxk8yBZGwMdyOP61ysshhjQFgWZdx9ie1aRwqUouS2I5lbQTU7ouMA10fgPw03iDQfEzo2ZLSGKSNAPvNlj/IH864qZy55r2X9n9d3/CQDGf+Pf8A9qV3wRjKVtjyS6iC7hUKvvtR6ocH6V2HxK8PN4e8V3UUakWs5M0B7bT1H4HisnQvBeu61p95f2doTaQRlmkdtobAzhc9TRZhc55nyK0NBvPs98EYZWTj8az5IZEdlZCpBwQRXYfDvTIbjXmku4VkhWFl2uOCzcfoM1MqamuVii2nc1opkGCkhQ1pW2s3dqwLMWX1FO1fws1mDPYBjF1aLOSv09RWPbBy4RmKknHNebXy3tqdSlGR3WneMiCFdjj3q5qOvWGt3OmiZU3QRuR/LP6muHuNMuYo95jJUjIZOazbvzLW8R45d2IgAPQGuCOB9mp6WbVhNJ2segz6daXK5jVCPpXE332Vb2XyANiHaCO+OpqFPElxFG8YYhiuBWPcXoiQjNVleDqUpOc36CmczMSTmmo3YivpJvAHhOw02X/iVoVI25Yl3Yk8AE9yeK5HUPgg7M0treiEY3NGRuCnGcA+3Svo3BnPdbnkfmyPty/CDCjsBXS6HcT3lyo8qErgRsHPO3rxnvxVd/CV3ZzM8weS2UMTJGvBwCSOe4x061NYCLcojBWJuEkC/MT0x35/xrGd0miZ1FytHp9pbwvYQCe2j3eWFIIDdOlRT6HYTI/+iqh7MnBFc9aC/g1S3Xy7m0glynmPH8pYj5VIPqfXFdRPqlvpsDNfSfIIfNLIud65CnaPUEjI961p2qR96P3kQqtdTlG0PbfJDdPIAwCq6nt2qK/8Opb+YVvQioMkzDA/MV2dxFBqOlx3ls6SxkB43U5BrjPHKTXOiRXMAJhEmZtvY4wM0p4ala/KdUajexyN3BK43xNBNGDgtHJn68VVkuiFPPWoLWVbe0mZfvv8ufaqBmzWcacVsglPuewfBi2h1PTPFtncDdFcRQxsPqJK8v1jTp9N1S5sZ1IkgkMbZ9u/9a9R+BBJXXwO/kf+z13+r+CPD3iHV0l1CzZ7oKC7RyFMrnA3Y6nsPoa35bxMb6ny/wCQSOlJ9mkP3FYnOOBXt3jX4c6Fpi79PV7cDBIaQsAOnf3wK4s/Z9NiT7MdkRBMm07izZ4z9Ov5VjOfJJRfUmU4rY2vAVpBawDacytHuG9QDuB+YZrtLmCG8j8uVBIjH61w+nard2NsztIigDguAdw689K7HRNQa7tYp57fyvMVW3bgV59+341pQqqV4mcaje5z15pUumXQeEHyeoPpXQpcq9krMflZcZrWmgiuI5EIBV1HHcf4VhLAY45LU9Y3yB7Vvsb83MjkfEWkiTKggDO6NsdDXHz6LO7MXh2gDllIwfyr0u+CspjYduKxFi8q4kiPRh+tRKKbuO19TgTosyyDOQpIwa9r1P4M6Qrq1nfXUeRyjgN+tcXchTIFCjahA6d69/di/wA5xgDkntQooT02OSsfhr4f0KyV/si3Tum2WS4+Y89cDoK8r8W+EtMtPEUUNuJLW1mn2HGW2jdjgfQ5xX0REwvbBjtxG6gpnuOx/HrXkvjTyINdDTyoS22RUYfdAU4P/jv4VNSShG9iHNKLvucg2jWmka2bK3sr3YuF8yVdjcnIcgEjt/8Aqr0TTWA023+8AYwMMDnI4z+NebxXkslwFjnYyKS3mF8qT+Hp6e3vW/Y63dNqcNpFcJKGVjtlJI4HY9c1jGtapbuZe0d9Tpr+yhvoXWRBu/hb0rntIhm07UTDMMFuBW6uowReYb2SOAIm+Qs3CqeAc9xnj61Nf2azWyXKYbbhlZTnI+tdW+pvCd1Y5rxrCL7QLhAMyW+JR746/pmvIriRi/Jr3O7RJ7dpcBo5VIIP0wRXmOq+ErhGZrRlkjBxhjgj/Gomru41scoGzXt37PrbR4iP/Xv/AO1K8jutCurOHzWKNj7yqckV6r8BnxH4gA4z9n/9qUorUmV7anqlxpVprF+P7QtobmFclUlQMAapa3H/AGdpF1bW67EWMFFVcAICCela/mmG4iiQZllztH91R1Y/QfqRUPiWGOXSnDts8xDHnI7jOPyzWjEpcrT7HgenaZb3X9rPcW8k11bgMi+YqLjkknPXtgCtPwjbyR3MW6wMQUlCV7gr94+4zis/UrmGOIAhwGlygkQjeQAcHj1IzVTTrt/tfloJPOYnMUalmDepxXHKq371rGLm9WtrnqRclcc7hxyKwdb0b7TIs9sgVwcso7j1qvol3fzWziWVt6yMhgmTbIO6jJ7kdM1q6drmm3V3DZ/aQLmZN0asMbhnGM/3uDx7V1p8yNIVLO5DYTbtM+ZclPlIPpWRq+mwzqJI1CtjnFdFdQJaXzxkBUn49gazL8NHuTHPTFE4qSszZSs7o8vkm2kyMxLFjj6Z4rMurkyP1qbUMxXDR/3SRWdI2XzWEYJbDlJn2DaRC7uGumGYoTst892HDP8A0H0PrRrN0IkKl2RGKlivXHGf0p0cl1Z2wUWsflRIFAWYcAfUVx+p61Pc3DBoJ4OcKSvA/EZroMWrowPEkkUIkleYXGcHLMDuXnC59WJ5PpmuU0vShDfW9y7QKsMgdk3YZAFJ5HvW5q90jXRljhT7PbN5mxgD05yAfTrz6VQlUak1yszFkMXkF+pJ9c9zxn8RXNKSckjPk6G3a69banOsQiWbTZ49xmY8Mc4Ix6DHNY3jq31W41awtBYqLfBjtTASRIT1HseBxUUdn/YmlRrp6sxiYeYzLkyfNzx0zycegzXX6Xq6ahZafBKIjPbN50uDu2kAhMfUHvzxVVKqpQcn0JcHexg6N4f8R6LfRx6bKlzpNw4MqyOAFB+9uU/dYcjI9K17zTmsjcR7POsZQVIPPHvVLxT4nl0PUNPurcg287MlzCRwwGPmHowH54FdBMxdQUbdGQMH1HrTw9b21NTNqfu6HkWqeDL2CWRrBRPascoN3zgHsfpWKfDGqhWZrbZj+FmGTXs8sI5wMA9q5K0t31XxjcaVNqc1rGwkMXlpu3MqFgvsOCcn096txSNG11ND4JNJYr4h8yNvNU26LEeGZyXAX869qtbb7HBKztvndw8sn94+3oB0Aryb4RTq9/ql9dO7yKkIXCFucMMnA7AkfjXqtxqtmsLYmXfjG08E/nVR2IbOT8Txy37PIYYnXc0aF2JAxj7y9COp5z0FeU6xYRvqqPaIxdV2qioDhMkKSB6jP4Y9a9J1u5VVkkMhVSApUHiTPc/y4561xMpigt55T5q3jkuX3FWRuyjHQbQSfWs6slFasy5epa0OLT7DQTdahDE2CzO8seTszgDB9gOPetK6n0/SNAvLhWmazmiZIoUTKIW7Z7cnv05rkLyG7PiCK4e7UWq25TYSD8xzldvpnnNdT4d1m1uZ5bG4ixCyNvST5lYAA/qp78kDNOKsrESi0cppGs65b3c+u2wNyisqXi4JDccFgOnT73rXaxX7araQ67aQSRxlmjkifnBHXnuOetSaVbxaPofmWEYSWNZJUV+DIpJYK34Y+lXNH8SQ6/pS3lupVQTG0TYyjdSOPrnNTQxEa1+XozWneLMq9hWQefD8wP8AD6VzeqQzqV2qTnuK7K7SKH96Bs3HBA6Gub8UO9vpJmgcg71ww9DWzOi9tShbW++xYscvuyTXuDRm+k+xEnyURXuNv8Wfupn36n2+teH6lDBZaFDqWm6vfzI919mP2iJY1uCE3O8QHO1ThTu9R7ge46ZfWsFmglkxLJ+9lJU8sff24H4Uk77GcpX2NK4d1VliwGYqoJOAM4Feb+M7VLa6mSWKKJFyvyc8c72ycnG3gD1Nd9PqNu8TCF0mKj7oOd3HSvMvFk0VxfvE80ssCMDK4YghAc4J7D9cUpOyuzJq7OH0rS5ftdnmGU2omBBZcqR1P8q7hr7T725GnMp3FRKksS4CHOBtYdGznpXNzZnmuEtT9nYwbfkJCiToDjt1I98Gq9hA/h7RYBI4uGQ/vADhEBbnBxnA3fiSCOlZw1TaJcXuV/Gl7Iuq2+nRW1xCI4imW580MQeMdRlR+NbmgR+JtFng0prN77S52XZIg3KqN/Erfw9ckGtBLmDVE0mWWA/aIZTLuf70e0EH88j270/VvE58O39jhVaxu2ZZR0MTZHzD25yRUfWYqsqPdCSe5ZltZNNeW3lBe1Y/K47VlXVoSflI2Y+WuqlZm+U4Zen1rLngUFgowO3tXTY607nCSWMiXWZPmXPI9a7/AOG2m2ulT6zcRHy4ZVidx2Xbvzj8642wSDUPGkmlajqFza28smxJIpYo1j7ksZOMYzwOScCup8APdx6/rOlzxXkywXCgpKo3qqFuGxwCTtzzjjikmrilJPQ9P0+3YA3U6FbidOQf+Wa/wp/j71BqiNPbzKZIxshBWORAwc5569McVZbUhGu+W1ul758sn+Wa5/XNTt5bVyxyvXbjDbx046+vSmzGSbR5V4rWN9sbETSjlZHbqQDlifQkgD2H0rG8MzJp16zXUqqZZFjXD7t528AfnWhr1xLbXpLRhGmXv1KD+D2GSM//AFqw7bSra5ltZLh2VYSGCqPvjOQD6dvzrn5lKWgKn0PQYLyTUrM3sdhENSjjISOV8HGem4f5598159o+iXus312JS1pPG5w7ghVmznYe4zzg+uPWuoivrmx1SEBVFn8rc8bV5B5+mMD0Hritm0uI5mnuWRSl1JuwB95QAoJ9yBmoxGJVGNzNQd7FjTNK1u60mWPXZo2njYC2kDhmIwc7iPw680k8Um3yrlNsqjAfqDWd4T1+6vNS1DR7yVpXtixgkYfMyBsEE98cc/WulmjLRtu5rrTUldG9N6WPLfEfheSRzcW+CSfmFc1b+HL24lKHZHjqWNemeKvMt9FklhdkcOoyK5rxBoWr+G9C0vUrye4W4vjJ5sJjIEAGwoGP95g2cdunUGolZFOSPdPE08lpp2ImIDdc155cX9xtc7+QKKK0Y4nJm6mjvZpN+8SHDI4yuGHNbkMEdqRbRDEcYwM9Tx1PvRRWEUkw+0TsNyqpzhjg4rL/ALQns7sGLb865II9VLfzH6miiuHMEml8/wBAkS6uxuPB87TfO32bzNzDkHrXW2LEadZr1xbx9f8AcFFFVlu015k/aCQ5rzzUtRn0jxXNf2uzz4pmC71yPmXaePoxoor0ZBI7n4NsYn1dFOB+5H5b69M1ErNB+9jR8f3lB/nRRTWxKPPtcK2zxmKNFwTjA9ia5HXR/wAVHEMna9t5rL2LLwP8+1FFcs/4svRfmxz3RjXDtJKpY5NbHlIYiwBVmTLFCRnCk84+lFFZ4ttU20aVdkdKJGkdImxteNs/kP8AGsbwhbR6frWv2NvuFvC8RRSc44NFFcOVN+0a8v1MnujY15iNPBHXdXL6s7SeGn3nOJE/nRRXtvc1fwmRqviZ9dFrDLpWnWxgRY4ntkkUoi5wgBcqBzk4HJ5r6Sgndo1JOc4FFFKBiihrMUKQBxBFvOTu2DP515rcv58l7auB5TK4IAxx0oorOv8AY9f0Y3sc7pWTp1vIxLPKN7sepPI/z9TV9zm3KnBBzkEUUU0vdLXwiacFjvn2KBuBU/QbSP5mk12KK/8AB0t1cRI00UbNG2Pundjj8BRRXzsZP2kXfW6/Mh7HaWg3aXYseSbeMk/8AFVLgfM1FFfUFw2PPdS1k6Trd8h0/T72KacMY7yDeAyjggggjqcjOD3Bru/hVe3Go3niG+uZS9xO8Ukj9NzHf2ooqF8RHU9MjnfI6VyXiyaRy6lzypooqnsxxPGr25k1G+WK6CuFPmA4wc7c4+lKrHeDnkmiiueCSirGsNzfGWhXJPYcduM/zAqlpmo3Fxfx2zFRGh3jaME8A4+mTRRXnYxL2j9DN7nQ6dCn/CeQSYw39nzZx3wwA/ma6i5AEZxRRXfgP93j/XUmO7OQ8WD/AIkUn/XRP515nq/iTVtRsotKu72aa1tpXlQSSMxLPjOSTzjbx6ZPrRRW9QJbn//Z", 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", "info": {"video_id": "7208", "label": "trying to bend spectacle box so nothing happens", "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": "0740dedf87034cd944a7864a03c110900a1edda1d76dd2ef8f31bf2d98715805"} +{"episode": 72367, "episode_seed": 4056193168, "split": "train", "timestamp": "2025-10-13T03:40:02.134867", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 4056193168, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding umberlla'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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Dy7rhyOhbjPpT3dSw9K00vodLVtDY8PMiNelicLsyQM46iupstYtoZIbTbJ5jdBwOv1IrzmC4eORgrkAkE474rcsorvXLxIYz5k235Qx7DtXTRpL4lucNfWXK9j0f7ZDHL5JlXzd4Qpn5gx6CrtxFNDtEsbLuYLyO5rk/DGkG5E76i8tvGqCRJFbDNyRkHrgYNdMbfSbu6thJfXcjW5yhWR23HsdvQH6YqJ4mVOXLJP5ImOHg7NM7Sea303Tre3Pyl8ZqlHqv9rXvkWxyqDn+VZHjm3a1nt7fziGjQFtx5GfX3qvozDTdNnuFfFxdDagHVIx1b6muKpNuVj6nDUqaw/P1ZgfEe5Akht0PymY9D/dH/wBeq6hVt0CnIVAP0rU1PRG15oVS3klELcvGuSAT1/SucuRo2k2i2NzqN78rbiFhGD9DyelXg3GhBxtc8XH4ZqSi2czrN75t5HEFRRDH5fyfxYJ5PvVFFypLcVBfTrLqM8kbFk3kKSMEjtxTjNhV5FW3d3HGKSsMuVVcjPoBXcwX9vZytLI5YAbTgcivPXkLuSTWxDqtw8UqO+7zvvsRyen+ArSlDmd+xzYh2Vl1PTbW+jls1uTmOJjhXkwAT7GrUZe6gklgHmRoxRmXkA+lcBZ6ZqW22eK3eSKfdIiK3DBRknFd5b2lhp1qQNWmAmTmJJ9u0kdQQOOe1aVas6WrV15HNGhCS0dist4kV7FGxIcybQMd/Sq1/cyLql667gCSxJ7jj+tTW2i+HrGUXDaneSXA/eIjnILHvVO9uZrm7aJkUFBiJccnPA/mTXFXre1SaTXqfQZJH2c2kXIboS2wXcBJsIBJ6Dnj8c1Z0V/Mke0dTtmj+T0zzx+hrM+wSRCFJQLbzIzJ5kmRkDJA+uOK0729tLVdJlhkybcAOV6HnOfqST+VY0+aMlJdD28XVhUpOlvzHM+ILj7BBODGpZo2iBbOVyQcj8sfjXGJNnjrXXfENbZRBdW7OPtp8woRwPXB+vauHik25zXZOam7nytKl7NcrLUs52MM98VseFJlZ73Jb5VUgKMnAzk1zcsy+WMdaWwneIyBWIDYBwetEIKT5WTWnZXR6fZavZ2hWNmctK3y4Xr+ddA93DASJZURlxuUnBGemRXmdr9s1eSO3jBldVOxfbvXReF7EX09wl9NLbrEoPmYPUHHDcgV1zvRheOqRwKnGpL3js7wSW0LNMjIAOciufutVgiR8SAOrAEMCMZrek0Wz14Q6c2rXkoj+Ysk3BA7lSMDHrVHxL4OsNGhtkW/ugJW3SO0fmMcYIGcgdqyWOT0aa+RrSwDqS5aerMX7a0+5CiYyvzK/wDtCtDx9ceVp8NsDjMir+QzWuurWU8qypoVrDBkfNJGpcjPVQBz0qLWb7QP7IkutT04XF4Z1it0diETcCC/B+bAycdiBXm4mDqV41F0PV/s+rh6Tc1YwoEWOxhXuEAP5Vx2u3waaC2CqvkKwJUn5iSTn684/CujP9k6fpn2afXXDF9xHkHJGezdRxXC6tNHLqs7QS+bCpwj7du4euPevRqVlJWSPMoUuWTlcR3JUnNVrh8AADtUjSjaAe1V3bLluoHNZJHSzpPDkNtLexfbty2hO1mA6HtXW6f4fFpcQamt0I4XlkEcR6lRxgnIIyM1U0iWPyLKzjWKOFnBlaSBi6j+E4U5J+nsa17Wa0e7Mos3aUOr4klwHjXJYA9eePrXoWurHDHR3O/8LeHrG1W2vJNbmvJNu+NO2COMnPJFber22pawYY7a4SK0QkSyOcAL3rhPCdhqdzrN26XFutpDEZGfcSYgc4H4j+VdbZXFrqiw2AuX8rO0pIpy5Hfd0GfSvNhP3rHqUX7N+0gtTk7mSK8vhZ2hc2UDFZZ2PMp9Bjt3qksqG4uFjKhIV2nBzhs44r0rXtL03RdFnlt4QjBMrtGcN/8AX714rbagVbVgSP3ZG7HTIz0rmx87waietPHxq4dqJyguFufElw7sAkk7DLdMf/qrU8a+GLnQ/IupJ4JElxwkoY4K7lYD0Irm4oJ7rR7y4jBIikWR/mAznPY8nHtU2sXep3VjbTaiGKrAsEDMADsXoP1611wkoQUTw+W9Qykgna0a6Vcwo2HYfwk9M/nUbvkenFWYtRnh0qW33Nsc4Uq2CPw7jk/nWcxPQ+lFh829x8e9mJVScda63Q7JIbZ7y4uJreRWCp5aksCTjn689+1YWjvcLbXvlSxpGyosgb7zAngL36jtXXwS/aGlkubnF1Md7bBujC7OCQO+etdlF+6cVXWZvoEt7lba4llkkt3VVt/uqicl1B5GenOa7Tw5oF1Be2N2bSUJIBJHuQBT6c5+nX1FcHpRtGhX7V5stuCGYjAPHdSAOOo/HPaut0vWLnV9UtrfTLWK3srd0jaESMR5RJO0ZzgDB6YrDFV4xfKb0KDkuZ6FvxN4cuJLp9R1nUYLJGc8N85P+RXC6jqNqbt4NNu53iPy73TBb8B0FdR41nbxBqzklxawZjiSPoT3NcfZwWNvdtHcIWZThQWK7T/jXC9z38HJun7z26Ej6rfPpht1mlCYCt2yvoaZ4mTRJfBdrdG4mN7IzoihVIV0IyD3AKmtG6ELRPEkeVKH5lYHnHHFecXlhcW1hLc3Mu2QvwgHc1dOahu9Tjx841JpJWRTtLJbq3uJmmWMxgsu5hhj6e1US2MZ5p8U7wxyeXIVLDaQDww7gjvUJ4rU8/mYjHitGxieeeOIfKWIGW4A+tZbHiu4tp7rM9u0dksk0EakptUKFGQQf72M/U10UNLnNVd2b9jbi1SWOG/uT9liB3AEGLcMYXJGc+wPFbml2K6s8tvp9pIViJkChS8irgDB9s5P51zKtEzJLDJcvGWKruyCwwOrdvpXS6XeXFndtNbOUmkhMIBcgOCc4fB+b/61XXrRpx1HQouo7IueJPCl+nhVtSRoopI/utcOE49OT+P0qxb6lZ6D4Is9QaCG41e/QrHIFJAjU4LDPOCe/eqWi3c3j3TptF1CyMcFrffar7UGcfKgBAiUep6AdABmtG4ij8Sabef2fFG7tItvbqDhLeFOAPb1rhnPmSR24eHLU30ucpqnia+1tBHctGI1A5VADxxj6AmsDUbh0ZI1YeUGDAHtxjn9asXcItr2W12hQku3J68Z/nWdesZZEBQEj0/ma507n07jGEEorQ1tet31XwrZycloJCeOuD1rhtQszYXJh81JBtB3Kev4dq9I8nZ4Tm+0Hy40G6V2/u9seueK8zv5hcXckilio+VSxBbHbJHWuiOqPnK8v3jsVWPSpbRHd22KWxjOKrmtjQHuEWfyplRGkjDKTyzZJX8Aetb0fjRw1XdHU+HdPktUhvhfJbXLSBI0J+Y5OCMev+NdjCZEjWGS5ghto825A5YqQXJYjqQePqfauegeUx+al0sl0jGaQbgvlyFxkrjnjrwela9klvcTw/aLsRGZ2FxKpPMbdW5zgjHGc5JFdspqMbswhFydjp9M0m8jsY7uG3m2XC4RFU/M3rn29a39LWDVFc6rbqy2rcGX7u7B59z04rOsrmLwb4SvtTg1ee/tLdBa2KTHCw7jyPcjj2HQVj6DevdyRzTXYuIZD5knzfIi9WI96811Od36HpUoOneKevSxENPub/UriRY5IrIS7BIy4Lg9vQCvOfFOoNfaz5dupMFtHuCg4yO5+uBmvefFviCzj8JlLIbDMphiA4IU8E189wWv9qeJb2LO2ABo2bZu2gLtHH1AqXUip6nfiMdOtR5Grf8AAOj1G00S88ARal9vcXLO0KL5Of3qAHGc9CpNcFZ6e1+bhhIqBAWBY4DY7Z7HpV6XSryx06WS5fylj5EePvHOPwrGtp3g8x0fDFcY4IYHsQeorT2kZvR3PJjHliMYkYDdRUW/CnNIeMCmMeKEKUrI9Dtrr7ZFE9zF50jlcKv3RgEYb3759q1Lq8WGyjhaCTeCBHIGxsJwT6nrz15wKwPDc6sWLhRIh2nFbN/H9uEcA7uO+KqeKcZ8q2CnQTjc7eeWbS/BLx6fIklzrEvmIkQAAjA5Oe/4mqml3Go2FulvP5TlH+V4s5Ye+aZbXIm8mEEeXYwC2THQfxH+lWJJFVevNeBWx06VXlS0PQb59WbOra3Jf6QIXkbI4znn6GvNfEBistLuzEgQyKdxHc9K6Sab5Sc1xHjK4/0LYD95gP601XeIrRtsZy92I/wo9pNZLCHUuuS6MPWqHji4BntrdeAqliPr/wDqrmba7ls7hZoXKuv61Nq+o/2ldifBX5ACPQ9671h2q3tL6GcprlKW87cZ4znFNJzzUyJbmzmd5Ss6ldiY4Yd60/Cei2viHXRp93eSWwaGV4yke8u6oWC+w46+1dqOacrGdY72mIjBLjBGFJPHXpXQ6ZqKDO1nLZ2s6nBJ5OfyrnbEyDLRNIsm9QrA7QCc9T27/rSQForzYrKH3MC+7jFbxlaNjBu8rs9OiuEa1wD8pWur0GLT/DGg3F/DKZNR1EBcFs7BjoBXl2n35eEISOAOldFozyXM4lkYmGAYRf8AaryMRL2UW2elCSkkdbpTvbmKOWXexG1nYeverN74Igv7jzIHK55Y54+tYouikm6rk3jcWEGXcxqOueQaxwOJU1y1NzWNWdJ3iV7nwtcaazTSXKmBe561534umCxRwqeGkLfUD/8AXWv4v+I1xqcJsrTCxkYaQd64Ce6lnjjSRywjBC57Cu+VCLmproY16/O7vchJ5pC1TQXIgjmQxI/mpty3Veeoqsa3SOKUgPWtmG4ktzuBXbI6YhUY347+laOueHtHtPDVtq2l395MGuvsubmARrckJud4hnO1ThTuH8Q9wMS6aZoITIzPBGxRFZsEDPPHatYOxk9TqIr2SGUBAGWLqR0xkjI556dvet5dQ3IByrr2PauDspmWFCxQnaAmSSVAP6V3wsVvrGGYNtm2DJ9eK48fOMLTl6HXhm9jRHiO5n0yLQ7RVhSRmaZoxjIP3iffHetXTNQGkTIY0XylPKYrD0+yWyjZ3YNM/U+g9BUtxLhTzXhVsS5VF7N6I6+mp0HjTSNPfT4tXs0DS3bc7euTzXBQ6NNJdGBlZWYAquOWzXZaTr2mDw/9n1Ce33xORFHLJgnNdTa2miXUlveRLGPIjALo3BxXuxSnDm6nXRxvLFQlr/WhwXxUkj0bwvpWjRt+/uP3s/OSQv8A9c/pXjxOBXV/ELXhr/i66uIzmCHEEI/2V/xOTXMXlwtzcNKkSxAgfKvTpWqjbQ8urLVsgZuDVvTC3mtsBLgZ4HOO9aXg7TNJ1rxBDp2r3E1tDOdqzJNHGsZ6ksZOMYzx1JwO9Ry2U2l67fWUK3UEsF0YUWbCOvLDDkEgHHocdetbQ0ZySk2dPo0sd7EYsqYt24gjr+NdTZ2I1G9gtYXMUpcFCDgFu2favNPD90bTUXibqScndkV2tnqgtb+K5LYEZ3Z+lcuLcpSs3odeHsldbnd+N9GimsLDw5FcMtvaJ5khUD95ITySPc5NYkNitjZQW6OQkYxhBgEA5H+fWrg1KXUN1/cZEk53bT2XsPy/nVWWbJJrwp46rGs+V6I6FBbhrV8g08/Nk4GP9kCvNfDmuQ2N/MtwoAuHyZPTn+XNdN4iuvL06ds/wGvMc16WHf1mMpT66Gc52Z3PjS5U2KBDnzWHT0FcLmrE97NPbRQSuWWLOzPUA9qbbXEcBk8yFZQ8ZQZ/hJ6EV1UKXsocpjOSbIM0xutKcnpXTeI/BV74b8O6PqV4JVuL4yebC0ZAtwAhQMf7zK2cdunXOOhHPKXQbos7+YwUKo64UepzXQ2txIt2GzyASM/SiisK3xs7aHwI1/DU0j2M8jOS0kpY59a0nmck5NFFeFj1/tD+X5GtP4SvNIwQ81wfiyRmaEE8ZJoorTAfxUKp8JzNITRRXvHIxtW9J1W50TU4tQtNnnxBgu9dw+ZSp4+jGiiqRjIhh/49pW7gjH5GlQq0vKLxHwMe3WiitY7ELc2tMAFyIv4c4+vWu7gRbeFYoxhRRRXi5t9k7sPsK0jc81yfiaVvsTDPBYUUVxYP+KjWp8Jx5JppNFFfQnCxDQDgg9aKKozZ0PiDxbJ4itreGbSNMtTbqscUlqkilI1zhAC5UDkk4GSefWsiU4MwI3YHBPOMmiimiS1bIqtGQo6Lkeue9ehabM7adAScnaOaKK4M1/gL1OvDblsu2OtUr2RhGee1FFeBTXvHW9jzm+kZ76died5qex1a/sY5Y7W5kiST7wU9aKK+qpLY5LmezMxZicknJNRmiiq6mUzV0bXm0ZJozpum38UrI5jvbfzArLnBBBBHU5GcHuDTLnULrVbm/wBSvJjJdTy+bI/TLEnPA4HXp2ooq47mTCDCalHtUDEY6fSuoswLi7to5OVZwCPWiiubF/oddD4Ts2kYt149qhZ29aKK+WSOw5LxRK/9nSDPUgfrXEZoor6HAfwvmcdX4hpNBooruMGNyR3rW1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRTMz/2Q==", 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", 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", "info": {"video_id": "17945", "label": "folding umberlla", "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": "17945", "label": "folding umberlla", "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": "1f6f3bcc9526a55329afca22d5cd1a8eda27ce3601b42717317ba178f8dbc73d"} +{"episode": 72368, "episode_seed": 2026384071, "split": "train", "timestamp": "2025-10-13T03:40:05.140751", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2026384071, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying but failing to attach a magnet to a quarter because it doesn't stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "1156", "label": "trying but failing to attach a magnet to a quarter because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "1156", "label": "trying but failing to attach a magnet to a quarter because it doesn't stick", "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": "f4723232413e781a04561455d331d933e0ae33ecdeb6ac6612f16d0e08f6b282"} +{"episode": 72369, "episode_seed": 4195228212, "split": "train", "timestamp": "2025-10-13T03:40:06.864978", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 4195228212, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to poke 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', [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": "35816", "label": "pretending to poke container", "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": "35816", "label": "pretending to poke container", "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": "bc11c7b576240b7c61d5dcccedb8e8d488aaf9fa7e8765bcbfa33ca6dcdae719"} +{"episode": 72370, "episode_seed": 2798803473, "split": "train", "timestamp": "2025-10-13T03:40:08.472452", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2798803473, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "164745", "label": "folding towel", "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": "164745", "label": "folding towel", "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": "d57b576145b60a8d0f5542f3a1ef5eff69141cbbc5d35d31a009f85c3d592c2c"} +{"episode": 72371, "episode_seed": 454078351, "split": "train", "timestamp": "2025-10-13T03:40:11.035540", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 454078351, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming ac'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "101830", "label": "turning the camera downwards while filming ac", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "101830", "label": "turning the camera downwards while filming ac", "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": "7eb8711f0114ad5e16788d965e719d14da1a8704a2253eb30511b74376e4ef83"} +{"episode": 72372, "episode_seed": 4135020366, "split": "train", "timestamp": "2025-10-13T03:40:12.012032", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 4135020366, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 connector rj45 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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"info": {"video_id": "15854", "label": "moving connector rj45 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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"info": {"video_id": "15854", "label": "moving connector rj45 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": "c4e4767f1aab155c434c623fdf955fd96f40edaf9d60134fca57d5b2136098e2"} +{"episode": 72373, "episode_seed": 2839927214, "split": "train", "timestamp": "2025-10-13T03:40:14.002382", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2839927214, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 screwdriver into basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "193281", "label": "putting screwdriver into basket", "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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"info": {"video_id": "193281", "label": "putting screwdriver into basket", "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": "316c43e910c367b96a97ce72929528fc1d2cb49d8c6566860984118fe8390927"} +{"episode": 72374, "episode_seed": 628916044, "split": "train", "timestamp": "2025-10-13T03:40:15.860215", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 628916044, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting tissue box with 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', [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": "154228", "label": "hitting tissue box with mouse", "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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rVLGCa6gZ3LMjNhOi7lPyk9eMdvWpnJR1Zai3scrp0m+wgYnkxg/pVbU55I7hMkiArj8a2dWntLrWr2exVRaSSlogq7QF9gOlZtzEkse1lBHWuCLUalzsa5oGYt3Fa6hb3g2yLFIrFeuQDXcnxDdIZLk2Y8gfNgkcD2rAksbJPBr3kduguFkVWbufm/wNVJIhc2e6CV13D7pbI9xXQpqfy0Ih+70Z6PpGtJqdvvKbR061yHjJU0vUomZSYZkLIw7EHkfrWFYavc6c+EY4H8Jp3irXDqdhaIWyY2JI9MiqUPeHUknDXcr22rxm+iTywY2O0lvem+KrkJHboQRwwXjjtXPxzFZkYHkMCPzrU8RM1yICMYQscfXH+Fb8iRxXbZgs4cIR/erb0yaPy2DOAzMTzWAD83413PhttMin0uPU7S3EBbNwxD5lTk/NgnkdsY96JLSxST3M7RWePWLmI8DBIH411MbV0fiSTwtbaNHYaPZRW92ZElOI/nK4OQWPJ+lc1GoxXm15KUuZHZSTUbM6Dw4f31yfRV/rWVquq3Nle3J3KY0kOFKjnnpmtTQCI1uWJAGAcn0Ga4vV5hfahcTQufKklZlDdh61GHV6jHVdoor315NqF093Lncz8Y6D0H6V3Hg+G4l0u9hvoZUjkOAHQjII6jNcj4furWw1Z2vITIRE3kg/wv6/WtP/AITS6RjHGvykk5J5rvknshUp3XNIr3tlJZXUlu4O5Tx/tDsRRZTRQTF5nVBjaCx6k1u640Wp+FnufNQXVunmpIvXI6j8RXmUt1LN/rJGb0yaIQ5jnqpRehRvf4a2fCyac0GofbpER/LHk7nK5PPT17VizndJ9K1tDhmlsdSeKMMsaAudwGBz+datuKuhRhGTtJ2R1b3ENrLc6dplxG1nO0e5QVk3cc4YjI/A1HBCsLGMKFweAKxNFMLa1bi4ZYo/MG526KMdzXrN54Gl8l2ntl8tBln8xdqj1zniuapDmbb6nRJxptRjrbT8TlYogRuHYVa1rW7WKO3sJppFW4QGcx43JGRjC54yevPbPrU9nomkvBOYfFFtavD8zI1wGXYBycgnFUZLrwHbWb/abrUNUvGcs11BFtA4ACjfgMBj0qIYfW8tSJVrqyOXt2NrdGIyI8Tnhge/bjtmtIsYlLjselYOrahpVwxFjp5j5OJd5Rj6blBK/lirNrqX2m2Ac/Ovyt7+9dEo9SIvuXr3U91m21sN0qXwleut8VZzzjFc1I2+5aMkhS1dVplnHZuj4B7hh3okkomsKjlIb8Q7VYrm0nU8Sq2R7jH+NecDmT8a9B8f3PnW2n85wJB/6DXBdCD71dL4TKqvfPQpYtCSGaa1uIvOjjjaLE2fmzzwevbikupZdSne+uGWWQNjzFRV4AA/hAFYesRT2155c8QViinhw3GTXXeDtHm1bSJWsxHI8Un7yLcAyg5xx74NY1OadpS3NnCnTh7rvfX8zLUDFTQ3sdjdwu7lI15Yj0q9q+hW2l3KLqLJYyOM8ShWI9cZrnb06VBfRedqT3dsHD7Mcuo7Ef8A16yjRuS63kP1fVLfVit6k7LcqxUxtjaqD7u09c9c/mKWJ49QsgzY3ZwcdjVW61PQI5NsGmNMhPKXA24+jKd1ULDUYYL07IzFbyYUqX3Y9DmunkSjZdDFSd7stS20kDcglexFYt85eYtuz712bc9siuWk0e5N3LGi/JuJBJ7U6cl1HO7RV0+bZdBj2qC96rV1tMubSXDIWGOCozVGc7pfpWjabTRmkbfhdNOa31D7dIiP5Y8nc5XJ56evaumkuYrR7rTtMuI2s52j3KNsm71wxGR+BrlNEhmlsNSeJAyxoC53AYHP51f0D7I/iG0GoOYLYyjzJBg7Risql5Jxex00qdNLnb1/4c1R5dr+7YrGAeAeKc7xuh2sD9DXoup+BAIZXguEljUElJQOn16V5vqFlo6vIq3VurJnJjkBH6Vzqkm7iVWysVo9ato4V0q6DfZHl3TMgBcem3PGR71UsrpIrryPMDRueG9D2OO1SWU/huCCZbg3Esm7cksce4fQhiBisu9vdPmH+jWIifJw6uVz9V5H5V0RgkrGTk27m5dWYlJZeH/nWDqY8spE3DEbse1bmmXwvbX5j+9T5X9/Q1BqumvfNE6FVZMgk+lKL5XZlS1WhygOHH1rVuZ/ORB/dFWW8PbU3pKWkBzyMA1TvbaW0jBkAG/gc1q5qWxiotPUyAMv+Nejyx6GkM01rcRedHHG0WJs/Nnng9e3FeeDgg+9dNq8U9teeXPEFYop4YNxmlKck7Jm1KlCb957G/PNPqNy2oXDLLJu2+YqKvAAHRQBVq2lifgOpP1FdF8O9DsNa8NOUuVF3FKfNiZPuAk7T+ODVjWfCWm2cmb2Wwh3DId7hYy30DYNcTop2XY1lVSk7bXMK6dLXR7wu5QPCVU9PmPAH61wVvcujkNub6Yr0e+0rwJp8trJea7NKp2y/ZIl8wsO4O3seRniub1rVvBYJ/szTryQE/6q6A249nDbx+tb0afIu5jOfOzMggW8V52O1w2FCnlfrVOe3kt3+YdOh7GobHUYYL47IzFbyfKyly2OeDmuhdQ6lSNwPUGqk2mOD0MV7+eKxmhDny3Qjb2rBL4JFbet25gtleLKjdhx7HpWEY3cF1VioHJA4FbU2rXM6juyJ3BY81csNRlsra5iin8tZ12yLtB3D+nWs7aM/epwVf7x/KnYVy6t5mTLsu0nnArc1XxfqWuWFtZX+oNJbW0axxwgEA4GAzf3m9zXL7V/2qcAn+TS5UNybbb6l8XaIhUA7W6jHBxQ96pjCqhHOTz1qllPQfnUiMg/hFLlQczHmVWbIBB+tWrYkbgOtRwESypEirudgo4q5NbyW5EZA3DuO9DtsLUVEMnyk4bsa1rDUpLX9zcDKdjVWxiM9yE4BHLZGa1bDRotT8UyaXLqEttCyyGIpHvLsqFgvoBwck/1qHq7Dg3HU5zX777SYhuyqk4B/CsMMCwyeKmugzFGZyQwyM1XCj+8a0ikkEpNu5q32r3F7N5k1wJW2hdxQDgfSr2h+Kb7QJJptPuhDLPGYnbbkAHuB6jse1c9tX1b8qAF96HFA5Nl67uRc3DzyzPNLIcvI2SzH1JPNQrKqyhyCcdaiHljqP1pwZM/dH50WFdkjziTOV5JpoPHFSpJGP4F/KtjR7Vbh1uHCeSrEFSvXj/69JtJAk2zW0oyNpkLTEbmXA55x2/SrBBxgkZB6027uHtLMvG21E4VcAgZ6cH6Gp7y2kXw6920y/aCUKiNAuAc5571zN3dzW9tCAn2zxXAyPlyc9677WLK2tNAh1PTtWv5gbk2ubiJY1uCE3M8Q67VJCnd6j3A882jP363pxsZykaNhqMtlbXMUU/lrOu2RdoO4c/l1pq3mZPnZdpPOBVIKv8AeJ/Cl2r/ALVXZBzO1jqNT8YanrOn29le6gzW1vGI1hUEBsDALY+8fc1gF4wDgHB7YqAbPQ/nTsx+g/OiyFcm89dqgKcCoyyk5AwfrSoyD+BatQMssqRIqhnYKPlo2DVlnQTL/aaqmNrA78n+H/OK6p+oYfiKg0+2SzhT7vmg/NIoxwe35VLZtcXmpyWjSxhYlzIWiDHPfFc83d3NFotRORnGPzrA8SthLYYx97+ldRaWFldeNG0q91C5tbWWTZHNHLFGqdCSxfjGM8DknA71xvieKa31aeyma4X7NNJGEuABIuDj5gOM8DOOKqnHZilIxwRkZNad9q9xezeZNcCVtoXcUA4H0rK2j+8adtX1b8q3smSpNbHS6B4u1Dw7LNNp10sMs8Ridim4AE5BA9R2NULrUWu7l57id7iZzlpJMsx/E1lAL708bB2/Wp5UK5eN+uWO0lj/ABHrVYzArgrn8aYCmfuj86mSWMfwL+VFkgbbI89gOPrXZaU0j6ZC0xG5l455x2/SsnSLVbiRbhxH5StgqV68f/Xrcu7h7SzLxttROFXAIGenX6Gsqkr6IuKtqxJYkljMciqwzyGHWgKqpsWNQmMbQOKsXdtIvh17t5lFwShURptwD1+tQa94f1fw9oelX95PcLPemTzIShAgA2FAxx95g2cdunUGoir7DbR53k56mlyfWiiusyE706iigBRUi9KKKGM0NIUNqlsD03iupvI0fYxUZziiisKnxIuOxDbyNDKNgXg4yVFVF1i60vW2v7YR+dEzbQy5UblKnj6MaKKSS5hPY5u+G1YgOgyKqZOOtFFbrYhimgUUUAKKevUUUUASCuu0BQNLXgcyNnNFFZ1Ni4bmojfIDgHOVORkEVU1e8lOmbDswHGMKB/KiisLK5b2KeveJ316G3im0rTbZoEWOOS2R1KIucIAXKgc5OByea4vJz1NFFdUTFigmjvRRTYhRSiiigZIvSr+kKG1S2BHHmCiiplsNbnaZ+ZcAcnBqRLh4XUoEBHGdgJwOnNFFcrSa1NmYzeIZNOvbxH07Tr2GZw5iu7feqsvIIwQR1ORnB7g1z2uX9zqd/Jf3cnmXNw7SSPjGWPsOn0ooroh0MWZYJ9aWiitRB2pR1oooQx461IvWiipA67QAP7LXgcyNmtRGwgOFOcqcjOR1oormluzZbFXVr2Y6Zs+XAcEEKBj8qyr/wARapqWnW+nXl5NNb27vKokkZiWfGc5PONvHpk+tFFVBJLQiR//2Q==", "info": {"video_id": "154228", "label": "hitting tissue box with mouse", "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": "9149a81494130b64004d840684a2147c393d698304bdb2f48672e6927810a1ae"} +{"episode": 72375, "episode_seed": 218286126, "split": "train", "timestamp": "2025-10-13T03:40:17.382468", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 218286126, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tissue up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 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": "55533", "label": "picking tissue up", "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": "55533", "label": "picking tissue up", "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": "fbc1c0e7c34f3ca866ec7810521bcab2f51b7071be1985e6390a110cd44c6dcb"} +{"episode": 72376, "episode_seed": 1487713857, "split": "train", "timestamp": "2025-10-13T03:40:20.567557", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1487713857, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 garlic pod out of pomegranate seeds'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "167270", "label": "digging garlic pod out of pomegranate seeds", "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": "167270", "label": "digging garlic pod out of pomegranate seeds", "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": "c866c3666f135ac95a89f6488e49ab177757cd34c866014549cc64d0f5e4cc93"} +{"episode": 72377, "episode_seed": 669838871, "split": "train", "timestamp": "2025-10-13T03:40:21.225561", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 669838871, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book behind 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', [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": "22798", "label": "showing book behind mouse", "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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u11KwQtI/sx//AFmpoDkWKH+LdO38/wCor5/X4mazGf3awICSSrPIwOSe27Hc9q9G8A+LtS1zTtRvdVjhQ26LFCY0KbgQSeCfYc+9JN9TCrRUNU7nUa1cBNCnkJwbmfaD6gcf0NcRrMkQ0mbzSMBDitjxhqkdhb6XZs2D5Zdhnvgf415z4o8RRrosypgMV28VtDY5Jbnkmq3RkuJMdCxqbxPm3m0/TsFfsVlEjDP8bjzX/WTH4VTs7c6nrdpacnz50j492ApNcvBqGvX92pys1w7r7Lk4H5YpvcpH3fmjI9a840P4XXml3DTT+MdYcshXFu/lc5B6sWz09KreO5JPBuii5bxb4gluZiY7aAzQjcccknys4Hf8B3p2C/c6vxzYy3/hDUbSCOFzLHwJWCqDnIOTwOea+bL6xhsZ2iu9Rty6/eW1Blx7buBVLWfFmo6rj+0dUursL0WaUsB+HSsqGaa/nS3sraW4nkOFiiQux+gHNHIONRpWSOggk8NIitc3d8zd0EWMfl/jVxPEXg+xP7vTry4I7+Wi/qzE1nv8N/Ghs3uptGe2RRuCzsFcjj+HOR68+hrn7/w3rtnb/aXs/OtiNwntnEqFfXKk4H1qeVIv2kn1PWNB+KWgx+XbLpN3EqyBwGu4hyD1AYgfhmue8a+IbiTxDLeSQXcNvMq+Q80RTeMdjyDznoTXlZmY11/gPxdJpGpR6XqDpNoV4/l3FtON0SZ43gHgY7+ozQkk7kPUy9a1Y3SqnPHrVfQT5Ul/ekkfZrOQqR/eceWP/Q/0rsfHHw4n0/z9U0WF5NPXLPBnc8K/3h/eT36j3HNcbATB4Zudud93cpGB6qgLH9WSm3dCR69+zrqunaWfEIv7+2tfN+z+X58qpux5mcZPPUV9EJLHKoaN1cHkFTmvmL4IeDNH8YNrX9rJOwtfI8tY5SgO7fnOOv3RXtmo+BPA2l6dPe3Wj2tvb28ZeR1ZkwAPYjJ/nR0GzrLu7tbWIvdXMMCgZLSOFA9+a+c/HcuhXfiC91GPXWvmmcYitYfQAcyHg9O1cXrut2NzqE0tpZRWduzfu4I8navbJJJJ9TWNHfyXNwsEETySOcIigszH0AHU0+S+4lUa2N+PUdKgkPm6W864433BJz+WP0q5H41sbNMW3h+BW7EzYH6KD+taelfBfxprEIuLmK30yEjOLl8yY/3Fzj8SKytW+GN9pt7JayavCHCGSNpInCOowCN4BAbnpjpzUuMUXzye7JoPirqFpMGh0nS1XvlZGP57hWzeeOL7xrpC6VZQaet4ZA6wxTtC8vOSAkg2sT7Pn2ryzVdH1HR3UXaDy3+5LGwdH+jDv7dazhIykEMQRzmiyJOq1TUL6wkltLy2ltrhRhopkKsPwNcuxaeUYBLMcADua9i0afTviZ4UtdN1W4Q6zZqVMxI84KOjrn7wIxuHqM8da4SfwrfeGfF1tbajGGhRjOkyfcljT5iQfw5HUU7iRm+ICv8Ab80KE+Xa7LZef+eahP5gmvryx+IvhC7t43XX7KPI+7PIImH1DYxXxrKlySl3PGwS6csshHDnPOPxr7gFjo+l6ThrWytrKBCxBjVUQdSemBQhspSeOvCkQ58RaYxPZLlWP5AmvKPiJ4r8Ia9dxtFJqN48CkAQHyomz3Jbnt2FcZ8QPGsGsa9P9hjji06FilukUYQMB/GcAcn36DFcOdSmnnSOGNmd2CqqgksT0AA61XKupKnJP3TfbVYoJA0WnWYAOfnUuT+LE1ZHju8txiKx09R6eWxH/oVdBoPwZ1/WY1m1fULXRY35EU3zz/imQB+Jz7Vb8RfBey0VIXS/v7tCQspjVAcE/fAPBA9OvvUtRRfPJ7s40/EjxFGcwT2cH/XO0T+ua2rD4tarcwSWWp38SJMpQyvZBlXI65jKsPyb6VyWteD2sEmmsdQS7SLJeNl8uQD1x0b8Dn2rlsn1paMR3ur2GtaJZQ3kyxT6fMB5V9ayebC/p83VT7MAa4m6uGuJmZjkk13nw48W2en219oGtTKun3vKGZd0SMeGDDsGGOexA+tHjX4ay6Vt1LQy11pkpBKqdzQ7jgc/xIcjDfn6l3F1OU1T91pmj2XpA1w4/wBqRjj/AMdVK9n/AGaikZ8RK0ih3NuFQsMnHmZwO/WvHdYsrq5utQvreJms7KRLUuP4Qq7F/D5f1r0f4CeFNK8SXesXGpxyymz8ny0WUop3iQHOME9B3pIfQ+ms1m65c29rpVw895BaKyFfMmYKvI75rh/G+meF/B/h2W/a2uzMxEdvD/adyoZz6gSdAOT9Pevni/1nznJkkZyDkBmLY/Mmq5bk81mb2pW2l2Mmz+1vtzd/sce1B/wJuv5VVg1TQoVP2jTbqVs8ZnBGP0/lWJYfbtavFs9Ms57u6f7sUKFmPvx0HueK7i2+CfjC4g+0X5tLCPGdjSb3/ELwPzpOCNFVmZ6eN9IsVxaeHvm7l51Uf+Orn9a0dN+LotnMT6Dp8cTDBZpZTkehwD/KuXvfAGqwLII76zknify5IHZomDYB4LDaQc8HPNcjeW93YXL213E8MyHDI4waVkJtvc9c8Va9qXit49Y03T3ntIY9kv2SYXHlNnuAA6j/AHlH4151qustcwCPsap6Br994d1q31OxmZJYmG4A4Dr3U+oNeseKPBVh46tG8QeGpLdbiRd21WASc9SG/uSducZ7+tNWWhL3PK/DhMepy3v/AD6W8s4/3gpC/wDjzLWVHEZJEUfxHFa8drc6dpWqRT28sVzJLHZlHUhgc72BHrlV/Osp/Nt5jG6tHJGdpUjBBFLUpH23q/i7StG0qfUbmV/JiXPCn527KM9STXyx468Xaj4n1c3t7IcYIiiU/JEufur+nPetr4j+PT4u1gRWYMWkWhIto8Y3noZGHqew7D6muBumMqYParjoZtma8pLGvpT4K3mm2liukDTDY6i0KyyTMu2WcHkNnncvpjgdMV80upU10uieOdW0NNKS2MWdMumuLeRlO9VcfPFnP+rbqR6nNJso+sNZjuZoGWK/JX+7NArfqCprx3xLpl5ZTebbCJduSDbs0eM8njp1967/AE3xTba9o0Go2z/u503AE8qe6n3ByKxtYCTxOeCazbGtD5616BlvXnaPY0hJcYAG7144rJrvfFNiN7jA+lcGQVYg9RVJjZ2PhL4iap4bZLeV2u9OHHkO3MY/2D2+nSurm03RtfvLHW/DkkLwWkrXFzp33HUnBLhewyBkDjjj0ryKp7O9ubC6jubSeSCeM5SSNirD8RTsTY+jvhG1tpuq+I5bSMS/aRDK4jO1IxmTHJ9ufSuR+KPxCfxVcPZ2EhXTLc4jAPEz93Pt2X2571xen+ONRj0jV7GERwNqflC6liG0uqbsgAcLu3c49OMZNYzykjrTiraslmZPIzNya7H4Y6leaRr01/ZQxTywxEumcyiMZLsi4+bAGSOuOlchNHliRS6fqF5pGoQ31jO9vdQNujlQ4KmmxrY+0LebTtX0i01G2+VbmISJJbTNGDn02kVx3iPSRNE4W7uDntIVk/mM/rXmfwj8dTW0jeHryYmJy0lqWP3XPLJ9D1Hvn1r1C7vkmDDOazbKPE/E2lTxJJExVoyc4AK4PrjpXn7qUcqwwRXtPi5raKItNNHHuztDHBNeS6tCEn3oQVboRQhspQzSW8ySwyNHIh3K6HBU+oNej6X8RLbWNLfRvFqO8bqVW+iX51yMZI9cdx16EGvNaKomx6Zr1naWPhm3sjMl3bRoTZTwgBJckfNnn5hzkdvpXW/E34iSavOdDspkNlbN+/kiPyzSDsD3VT+Z57CvD4b+5htpLZZD5EpBeM8qSO+Ox9xWm0uacUJlC8ZhIwJzz1qbQLgW2u2k5vBZlHys7R+YEPYkZ6evpTLhd/1qk0ZU1TBH2D4M16TUdLvNK1dYjqOnOsc8T4cFWGVdSfvIw5B9KNX0vTWVjHaxxH/pjmP/ANBIr5d8JeLLzw14ih1FZJJEIEU6lid8XQj8MAj0IFfRn9txXlvFLFIHjkUMrDowIyDWTY7HnHirQypd4pZcDoHO79Tz+teSalbG2u3GMAnPFe8+Kby1t7J5rmQInbAyWPsO9eNa00F4JJICSUPIIwRQiuhz9db4T8fap4YYQA/arAn5raQ/dz12H+H6dD3FclRVCPWIbzw/Jo97c6JvNpK5nudPcgPA+PzKEheRkDoetbfwN1vT/Dmm+KtSu2ZLdPIL4xx/rMAepJOAK8PimkgkEkTsjjoynBFaWmXcq288HmMIndXZAeCwBAJHqMn8zRbUXQ6vx54svvFOptf3LEJkiOIHKxJ2Uf1Pc1wkkjFutas770IPIrLljIY1b20JR7N8GfEL+HraIzW1utje3Ihlu1dWYSHIRJO6ZwdueDzXvOpwRSI6rNcwnv5cxH6HI/Sviiz1a/060vbS2uGjt71FjuIwARIFYMOvcEdRzX0B8O/H8niPQjBfSlr+0AjlZusi/wAL/Xsfce9ZtlWJvFeiPLGxW6aQjoJo1b9QBXi3ijT51OZQGaPhWBPT057V7/fTpPG2ea8o8XG0Fw0DTxCU/wAG7mpvqUtrHllamheIdT8OXwu9NuDG3R0PKSD0YdxVK7i8m5de2cioKsR6+PEGg/EA2JuTHpmvW0qyRCY/ubhhjCs3vgAE8jpyK5Tx5bQPrnIeK9dm8/eu3BzgAj6DOfeuLzVu41K7vFgW5maXyE8uNn5YL2GepA7Z6UNAiYSZFBfNVt1O3VZFgfBzVZhhqnLCoX5OaTKR3Pw88TPp88mkyufInO+LJ+6/cfiP1Fd5q+ryxaLdTQfNKkZKD3xXhUbtFIsiMVdSCCOxr1LRtXTVNMWRsFiMSL6MOv8AjWbXUpK5x1yMmKX7R5lw5+fY+7dnjJ9Omcdiaxb5Nl02Bwea9BvbK3UPJFCokPVuprgtSKm5IB5HX2piKVFAxnkVu+EdEtPEOuDT7u8e2DQyvGUj3l3VCwX2HHX2pgZNs23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", "info": {"video_id": "22798", "label": "showing book behind mouse", "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": "7b2bd99d96e6aab3909c3e68033da4ca54b2655447efd34e7168a5757aa5c4d7"} +{"episode": 72378, "episode_seed": 3195344748, "split": "train", "timestamp": "2025-10-13T03:40:22.170072", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3195344748, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 refill out of vapouriser'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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", "info": {"video_id": "12847", "label": "taking refill out of vapouriser", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "12847", "label": "taking refill out of vapouriser", "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": "2e665863dbd2ecab8bf66927a26fce622cad7917868de86b3234f3d3ebdf88fe"} +{"episode": 72379, "episode_seed": 1393009506, "split": "train", "timestamp": "2025-10-13T03:40:22.586374", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1393009506, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ceiling lamp 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, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "118318", "label": "poking a ceiling lamp so lightly that it doesn't or almost doesn't move", "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": "118318", "label": "poking a ceiling lamp so lightly that it doesn't or almost doesn't move", "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": "403945899496ba0e37c88a9e17a4584505c6f7cc2233f06444fcf85ef148a550"} +{"episode": 72380, "episode_seed": 1953170933, "split": "train", "timestamp": "2025-10-13T03:40:24.219997", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1953170933, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting box with bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "198711", "label": "hitting box with bottle", "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": "198711", "label": "hitting box with bottle", "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": "d61bd46c0b912c399ac2bce8cbb934194c8e065a124dcee92a2d3cd78e970088"} +{"episode": 72381, "episode_seed": 963791633, "split": "train", "timestamp": "2025-10-13T03:40:27.220731", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 963791633, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing battery'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "116424", "label": "throwing battery", "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": "116424", "label": "throwing battery", "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": "c1f9c76bd0f1eee7f746b342c7e0045ca59dcc9fd90315898d9509f1fb73470b"} +{"episode": 72382, "episode_seed": 1295553725, "split": "train", "timestamp": "2025-10-13T03:40:29.723373", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1295553725, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting tv remote with dvd remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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9S+OQR6Z7/niuULLJFLGwBypBFfTMaSAyGaRDlSZAy4GO4Pt7180a5fWt9qt7faXDHDamd/JiXj5M4H54zj3qYNtajascxAhZYSHOxY1Z1ecLu2huBtGenTvW3pgDWESkYZMp+RxWRa2eoahbL9mgaRFO05JCjr6tj+L0/rWvp0MkEUsF4FhmEpI7A59AO3XpUp62NZrS9i6i5B3AHn8RTg7KeDx6GgKwUEncvYinYDDnmruY2HLNnlhg1ctPKHmM6hhxgGqIK42sOKmtdse8FsqcY9qcdxS2LjXYtpFzCTGx+8pyKlKRHLLIwJ7bQaz5gsYy3+rPOc96nt51AGD/APWqyNS0sAIGyce4YEVk6/5trp0jo6dD0P4Vp/eGQ351m6zbTz6bKIyCpA3D+tLQab6nnaSSQzCSNirqcgg4INacV4l2kUTQgz52kk8S5OcH0YnHzDGAKr3FnIpJCc+lQwBGcpIShPRvQ+49KlpM2TcTqLPU59OQSNLkM7iRCM5xyWJBIJJ3dOcBTzmulsNSt7+386EkH+NG4ZeO4/rXCIxK+TeIdke1nK9THkcg9CPT04rT8JTz6h4hvrny8o8eWUHhRkBQPoOKmN72Y6nK1dHXOzMcD5o2H5VRnuL6zbK5lT09a02tFyTDKU45yMgGo/ImGDvRxnnjBFanNc0fDssVz4Ns0RthQ/15Fawn2S8crjg1xfg64P8AYrxH+GRu/wCNdTGc4XvnpXh1labR9fh3elH0NBpTHAVx8pUc1vaTd2kXhm2kuGWOOHMgc9jkgj8elc7dMBbgVhPZ6nq9xY2PmiPSraUzyYOC7bshaulsZ4iDnZIxviVrN1c615MrkWiRK8EYGBk9SfU1xdnL9nlVwee9d34+8qZ44UwWiXBx+lefsmw49BXpUn+6R4mLilXkkdlY3UN1EPLkJYdVNWniD8fdbt71w0VzJC4eNipHcV0Wna8sy+XN971qk7HLKJuWqtFuYip3COMjIb1qpDfQkgBiQe+Ksna4/dyKc9R6VW5Gxoabpa3wuPtBYiOPcoQjk1c06wjjglIlkbe4CMW+6g6KB0x1/Oq2iXTQXMkbDkpz9Aa01kBj2KNoHTFeZipy53HofQ5dSh7JTtrr+Zamt0u5I1dmVYmDqB3btVa2tGuvEe+RC8dpbs5AHU5A/lmrMW5oWbJDA5B+lN0a8MOsXD524iDE5xxnmsqXc6sR8DSL9yiJHI7yKbYqJVkY48sj3/P8DzXkvjHxadQka1syVtgTz3kP94+1dj4rvBrWgK2nSstmJ1BK9HTkE/TNeZ6tZLFN5gXCkACu/DQT95ni4uUoWh3Vy3pMovbJra4UMCu1ge4rAu7e60O8eFHbyZeVcfxAf1q7a3TW1wjjp0P0ro7qzt9Vswj8qSGDL1U+1dWkjgd4O5d8PXEk/h+3eb5jgqCe4BwK01w4BHyPjkdjVa2EUFqlui7ERcKD0qwNuBjilYlsnBZRknNeSsMyH2NeqGQgHvXl4AclhVFQ6klray3l1Fb26F5pXCIg/iYnAFfVvhjw1D4e8L2ekxMGkiUPPtPLuc5P5/yryP4M+GEu9Wl8QXigW1l8kJboZCOT+AP5n2r3eGHbOZFUMrtvEgP6GsJ+9LlNLnGfFTxBJovgtrOB2F7qRNtFk/MEP32/754/4FXz/JGIICqfcZenoRXTfFHxWdY8cTG3YPa2GbaH0JH32/Fsj6AVy0l3HcW7bDyPmx/OtVoQyrH431zTrFNOsbiK1hiG0NDAgduepfGSaLDUrm7Et/f3Us8wO1WlO7IxyKzls45p90jpgn7uTmtdrcC32JEGjA6LxikopO6Kcm1ZmnHqPlqHA/duAeOgqyl7DIu4NtHrWFaMYQVVmVT684q2Ps7fO2FYd14oINdZYpeA4qaD5d4ZVccYPrWIrwdRKQq+vQ1oWMou/M8mQKY8A45FUlqS9i6JU8wK4O3+69TpEgJwfwpk1tdQ20c11D+4k4VuoP8AhTYt23ByQOjev/16aaewOMo6NFk7lHy8j0rotE0Rp4DdTQswdSEiP8Q9cGovDWgtqEgubgFbVD3/AIz6CuznjRc+YiwtAFkSRW+XZ/h147EVzVqlvdR14ej9uR5D4p8OHTmFxCCbWT7p7qfSuJubfJyOG9fWvSdYvm1+9kkTIs48pCPX1b8a4rVLSS0kOUyh6GtYxkoq5nOUXJpbFKwnhuF+w3wOw8JIOsZ+tdX4b0k6XDMFmV5JGyccAqOlcU4VjyPoR1Fdb4f1EzBbZuWRevtVpmMkdOsrAY24qTIIyOD3qsJivBFPDq3INWYs5zwnua3ulUn5CGruUyJg3cHIrhvCTbJL1PWIH9a72AbpP+A142LVqrPq8C70UWLgbhgVUub5NG06a4cneeEX1Jq9IAgGT2rzzxnqzm4SKNsbSMfh1ooQ53boXiKvsouXUJHa9/eyNvablj71g3tsYnPFLYalJudMfL1GO3rVszRXKksp3fyr1tNkfNvmbuzAA4zzUkZ2kEjNTNFkkKOaiZCvWoKNvTLyKVxExZWPGev/AOqtdr23h2xAqST8u05JNchbkhmwxXI61NoWlrrnidtPutRmtsxyNG0ce4s6oWC+g6E5Pp71SM5RO30q/SW6ZgSGVdrKRgg9f6V0cb/IHznOf515z4BuZLy7kEjs4Cr9456g16JAv7lB+H615eL/AIh7+Wv9wl6mkr7Lb6jNc9qGnzakJLeK5a3My7Hde655FbhJMIX0quWitQ1zKQFTms6ba2OyaT32K2qRW2laDDpdsMZURqvc+5/nXFavGIbQ7nUsTjFTXl7fanqklxuVIyPlTd82329KytYuFlmVFzheo9K9SjB04a7s+dxlZVqvu7LQxmWtvQb0rIIJDx2zVMWge0MueappL5MwYHBU1SMHqegEpImCD7EUgjZBkMCvtUNlKLmxjlVgGK8qara3PPZ6WzRSFJA6gMp7GtDDyL5YAHPpXL6Z4M1O9ETK8MUkxAjjkzk56dOlaWqpHb6FBqWn6xqEytc/Zs3ESxrOQm5niA52qSFO71HuB6D4LVL7xS7EArbwFwT0Ukhc/wA/1rCtOUWuU7cJTg4zlPod74f0G30fw1baPZyIJbdVcnPLvnJJ+pzUPjXxAfCvge5uwWW7dfIt9zZYyMMbiR6ct+FbNtbywX7goZIJD5iuP4Tgdfy4+teH/GjxJ/afiVNJhfNvpy4fHQyt978hgfnSpK+rMpb2R5e5LMckk+pqNTtyRnNOY4P1poGScVs9AQ5CoXIQbwepJq8t6Y4jhM5Hc96qLFlc090/dhs8+lANFiWeJz5qHDHqKgMynkHJ9KqsQPamHI6HikhNE0rvKfvnp0rq/h/YpdW2qBx826HY3/fWa53wvaafq3iWLTdVvJ7WGdtqTRzRRrGe5YycYxngck4Heux+H1pLaa/r1lJ9ojW0uBH5VwoEgwXADYJGfXGRWeIk4021ub4SEZ1lGSutfyOw1iLiwskUESHaVPTAHNRJaCbWrHRoFCxzZLgD+EDJrTNstzci5LfNHlUH1xn+lL4YtEvfGdxJOu5I7PaPqzYP8q8+i7s9vEPlg2tzpxaxwKtg9qRauhWMoccjqM9m4z9K4TxxrzZGhWsm6TA+1SD0/u/jXWeK9Zk8MeGp7jHn3MYKxZ4OCdoY/mK8litdxaa6mLXErb5CTyxNduGpqT5n0PFxNRwil3LUA2RBBxjtTbq3juoijgHNTrEyKAp3L2PtS7c9RiuxnnHC6jpr2kpyPl7GtHw0jLPNKR0UDNb17YrcwlW61Do9t9gjZDzvPNLl1K5tC9uJ70o6daoa7NJb6c0kLmN96jcvXFQ65pOt6BoelX13dXSzXpk8yEpgQYClAxx94hs47fUGncizZU8Kk/bpR28lh/KvR7UAz/8AARRRXkYz+IfVZf8AwRuoOVPB6KTXkeuyvLqb7jnAoorXB9THMfhQaZGrQykjkVqCNRaBgOc9aKK7zxyptA5HWqkijcaKKhDZGPlPFUoNWudG1z+0LXZ58RbbvXI+ZSp4+jGiitOhDOh+HI2384HbYP0avTLTmOP3Y/zoorysZ/EPcyz+E/X/ACLxA8rNc54mmcWyRg4Vm5ooqMP8aOnFfw2cxJ8rDBIOOorAkcvIzN1Joor15HzENzbS2jGkeYMhtuetc7Ko3NnnmiioGjsNJUDS0IHJXOai8QsTpLE/31/nRRVoyfxGTrfiZ9cht4pdL062MCrHE9sjqURc4QAuVA5ycDk816v4ERY31ScD531CKNs9Coj3AfTJzRRWFf8Ar8Dtw3wy+X6nqWpXMlh4evbuHHmw2zypkZGQuRx6V8iXlzNdXtxPO5eWSVmdj1JJOTRRVw6GaXuP1Kkn3qdbAMzA+tFFay+Ehbm5dWsUKoEB5rMm4bHaiio6F9SrIo4qvJx09KKKEJhYa++jvcIdO06/imZXMd9B5gVlzggggjqcjOD3Bru/hrqV1qmqa7qF5KZbm5eOWVyMZY7j0HQe1FFY4n+EzowH+8R+f5HoiyMmNvG4HNW/CRzq+oN3ESDP4miiuGlsz2MT8Jja5dS6vD4gW7besUkkSAdAqdP8a4fQCZ4BJL87uSWZvbpRRXfhOp5WZJctP0LNnPJ9pljz8gcgCtHPBooroR5ctyBJm3HpwanwGBJAyUB/HNFFWSzG8RH/AIlTf9dFrBvdf1PUNOt9Nu7yaa3t5HlTzJGYlmxnJJ5xt49Mn1ooqWOOx//Z", 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9S+OQR6Z7/niuULLJFLGwBypBFfTMaSAyGaRDlSZAy4GO4Pt7180a5fWt9qt7faXDHDamd/JiXj5M4H54zj3qYNtajascxAhZYSHOxY1Z1ecLu2huBtGenTvW3pgDWESkYZMp+RxWRa2eoahbL9mgaRFO05JCjr6tj+L0/rWvp0MkEUsF4FhmEpI7A59AO3XpUp62NZrS9i6i5B3AHn8RTg7KeDx6GgKwUEncvYinYDDnmruY2HLNnlhg1ctPKHmM6hhxgGqIK42sOKmtdse8FsqcY9qcdxS2LjXYtpFzCTGx+8pyKlKRHLLIwJ7bQaz5gsYy3+rPOc96nt51AGD/APWqyNS0sAIGyce4YEVk6/5trp0jo6dD0P4Vp/eGQ351m6zbTz6bKIyCpA3D+tLQab6nnaSSQzCSNirqcgg4INacV4l2kUTQgz52kk8S5OcH0YnHzDGAKr3FnIpJCc+lQwBGcpIShPRvQ+49KlpM2TcTqLPU59OQSNLkM7iRCM5xyWJBIJJ3dOcBTzmulsNSt7+386EkH+NG4ZeO4/rXCIxK+TeIdke1nK9THkcg9CPT04rT8JTz6h4hvrny8o8eWUHhRkBQPoOKmN72Y6nK1dHXOzMcD5o2H5VRnuL6zbK5lT09a02tFyTDKU45yMgGo/ImGDvRxnnjBFanNc0fDssVz4Ns0RthQ/15Fawn2S8crjg1xfg64P8AYrxH+GRu/wCNdTGc4XvnpXh1labR9fh3elH0NBpTHAVx8pUc1vaTd2kXhm2kuGWOOHMgc9jkgj8elc7dMBbgVhPZ6nq9xY2PmiPSraUzyYOC7bshaulsZ4iDnZIxviVrN1c615MrkWiRK8EYGBk9SfU1xdnL9nlVwee9d34+8qZ44UwWiXBx+lefsmw49BXpUn+6R4mLilXkkdlY3UN1EPLkJYdVNWniD8fdbt71w0VzJC4eNipHcV0Wna8sy+XN971qk7HLKJuWqtFuYip3COMjIb1qpDfQkgBiQe+Ksna4/dyKc9R6VW5Gxoabpa3wuPtBYiOPcoQjk1c06wjjglIlkbe4CMW+6g6KB0x1/Oq2iXTQXMkbDkpz9Aa01kBj2KNoHTFeZipy53HofQ5dSh7JTtrr+Zamt0u5I1dmVYmDqB3btVa2tGuvEe+RC8dpbs5AHU5A/lmrMW5oWbJDA5B+lN0a8MOsXD524iDE5xxnmsqXc6sR8DSL9yiJHI7yKbYqJVkY48sj3/P8DzXkvjHxadQka1syVtgTz3kP94+1dj4rvBrWgK2nSstmJ1BK9HTkE/TNeZ6tZLFN5gXCkACu/DQT95ni4uUoWh3Vy3pMovbJra4UMCu1ge4rAu7e60O8eFHbyZeVcfxAf1q7a3TW1wjjp0P0ro7qzt9Vswj8qSGDL1U+1dWkjgd4O5d8PXEk/h+3eb5jgqCe4BwK01w4BHyPjkdjVa2EUFqlui7ERcKD0qwNuBjilYlsnBZRknNeSsMyH2NeqGQgHvXl4AclhVFQ6klray3l1Fb26F5pXCIg/iYnAFfVvhjw1D4e8L2ekxMGkiUPPtPLuc5P5/yryP4M+GEu9Wl8QXigW1l8kJboZCOT+AP5n2r3eGHbOZFUMrtvEgP6GsJ+9LlNLnGfFTxBJovgtrOB2F7qRNtFk/MEP32/754/4FXz/JGIICqfcZenoRXTfFHxWdY8cTG3YPa2GbaH0JH32/Fsj6AVy0l3HcW7bDyPmx/OtVoQyrH431zTrFNOsbiK1hiG0NDAgduepfGSaLDUrm7Et/f3Us8wO1WlO7IxyKzls45p90jpgn7uTmtdrcC32JEGjA6LxikopO6Kcm1ZmnHqPlqHA/duAeOgqyl7DIu4NtHrWFaMYQVVmVT684q2Ps7fO2FYd14oINdZYpeA4qaD5d4ZVccYPrWIrwdRKQq+vQ1oWMou/M8mQKY8A45FUlqS9i6JU8wK4O3+69TpEgJwfwpk1tdQ20c11D+4k4VuoP8AhTYt23ByQOjev/16aaewOMo6NFk7lHy8j0rotE0Rp4DdTQswdSEiP8Q9cGovDWgtqEgubgFbVD3/AIz6CuznjRc+YiwtAFkSRW+XZ/h147EVzVqlvdR14ej9uR5D4p8OHTmFxCCbWT7p7qfSuJubfJyOG9fWvSdYvm1+9kkTIs48pCPX1b8a4rVLSS0kOUyh6GtYxkoq5nOUXJpbFKwnhuF+w3wOw8JIOsZ+tdX4b0k6XDMFmV5JGyccAqOlcU4VjyPoR1Fdb4f1EzBbZuWRevtVpmMkdOsrAY24qTIIyOD3qsJivBFPDq3INWYs5zwnua3ulUn5CGruUyJg3cHIrhvCTbJL1PWIH9a72AbpP+A142LVqrPq8C70UWLgbhgVUub5NG06a4cneeEX1Jq9IAgGT2rzzxnqzm4SKNsbSMfh1ooQ53boXiKvsouXUJHa9/eyNvablj71g3tsYnPFLYalJudMfL1GO3rVszRXKksp3fyr1tNkfNvmbuzAA4zzUkZ2kEjNTNFkkKOaiZCvWoKNvTLyKVxExZWPGev/AOqtdr23h2xAqST8u05JNchbkhmwxXI61NoWlrrnidtPutRmtsxyNG0ce4s6oWC+g6E5Pp71SM5RO30q/SW6ZgSGVdrKRgg9f6V0cb/IHznOf515z4BuZLy7kEjs4Cr9456g16JAv7lB+H615eL/AIh7+Wv9wl6mkr7Lb6jNc9qGnzakJLeK5a3My7Hde655FbhJMIX0quWitQ1zKQFTms6ba2OyaT32K2qRW2laDDpdsMZURqvc+5/nXFavGIbQ7nUsTjFTXl7fanqklxuVIyPlTd82329KytYuFlmVFzheo9K9SjB04a7s+dxlZVqvu7LQxmWtvQb0rIIJDx2zVMWge0MueappL5MwYHBU1SMHqegEpImCD7EUgjZBkMCvtUNlKLmxjlVgGK8qara3PPZ6WzRSFJA6gMp7GtDDyL5YAHPpXL6Z4M1O9ETK8MUkxAjjkzk56dOlaWqpHb6FBqWn6xqEytc/Zs3ESxrOQm5niA52qSFO71HuB6D4LVL7xS7EArbwFwT0Ukhc/wA/1rCtOUWuU7cJTg4zlPod74f0G30fw1baPZyIJbdVcnPLvnJJ+pzUPjXxAfCvge5uwWW7dfIt9zZYyMMbiR6ct+FbNtbywX7goZIJD5iuP4Tgdfy4+teH/GjxJ/afiVNJhfNvpy4fHQyt978hgfnSpK+rMpb2R5e5LMckk+pqNTtyRnNOY4P1poGScVs9AQ5CoXIQbwepJq8t6Y4jhM5Hc96qLFlc090/dhs8+lANFiWeJz5qHDHqKgMynkHJ9KqsQPamHI6HikhNE0rvKfvnp0rq/h/YpdW2qBx826HY3/fWa53wvaafq3iWLTdVvJ7WGdtqTRzRRrGe5YycYxngck4Heux+H1pLaa/r1lJ9ojW0uBH5VwoEgwXADYJGfXGRWeIk4021ub4SEZ1lGSutfyOw1iLiwskUESHaVPTAHNRJaCbWrHRoFCxzZLgD+EDJrTNstzci5LfNHlUH1xn+lL4YtEvfGdxJOu5I7PaPqzYP8q8+i7s9vEPlg2tzpxaxwKtg9qRauhWMoccjqM9m4z9K4TxxrzZGhWsm6TA+1SD0/u/jXWeK9Zk8MeGp7jHn3MYKxZ4OCdoY/mK8litdxaa6mLXErb5CTyxNduGpqT5n0PFxNRwil3LUA2RBBxjtTbq3juoijgHNTrEyKAp3L2PtS7c9RiuxnnHC6jpr2kpyPl7GtHw0jLPNKR0UDNb17YrcwlW61Do9t9gjZDzvPNLl1K5tC9uJ70o6daoa7NJb6c0kLmN96jcvXFQ65pOt6BoelX13dXSzXpk8yEpgQYClAxx94hs47fUGncizZU8Kk/bpR28lh/KvR7UAz/8AARRRXkYz+IfVZf8AwRuoOVPB6KTXkeuyvLqb7jnAoorXB9THMfhQaZGrQykjkVqCNRaBgOc9aKK7zxyptA5HWqkijcaKKhDZGPlPFUoNWudG1z+0LXZ58RbbvXI+ZSp4+jGiitOhDOh+HI2384HbYP0avTLTmOP3Y/zoorysZ/EPcyz+E/X/ACLxA8rNc54mmcWyRg4Vm5ooqMP8aOnFfw2cxJ8rDBIOOorAkcvIzN1Joor15HzENzbS2jGkeYMhtuetc7Ko3NnnmiioGjsNJUDS0IHJXOai8QsTpLE/31/nRRVoyfxGTrfiZ9cht4pdL062MCrHE9sjqURc4QAuVA5ycDk816v4ERY31ScD531CKNs9Coj3AfTJzRRWFf8Ar8Dtw3wy+X6nqWpXMlh4evbuHHmw2zypkZGQuRx6V8iXlzNdXtxPO5eWSVmdj1JJOTRRVw6GaXuP1Kkn3qdbAMzA+tFFay+Ehbm5dWsUKoEB5rMm4bHaiio6F9SrIo4qvJx09KKKEJhYa++jvcIdO06/imZXMd9B5gVlzggggjqcjOD3Bru/hrqV1qmqa7qF5KZbm5eOWVyMZY7j0HQe1FFY4n+EzowH+8R+f5HoiyMmNvG4HNW/CRzq+oN3ESDP4miiuGlsz2MT8Jja5dS6vD4gW7besUkkSAdAqdP8a4fQCZ4BJL87uSWZvbpRRXfhOp5WZJctP0LNnPJ9pljz8gcgCtHPBooroR5ctyBJm3HpwanwGBJAyUB/HNFFWSzG8RH/AIlTf9dFrBvdf1PUNOt9Nu7yaa3t5HlTzJGYlmxnJJ5xt49Mn1ooqWOOx//Z", 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"info": {"video_id": "136402", "label": "hitting tv remote with dvd remote", "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": "136402", "label": "hitting tv remote with dvd remote", "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": "d13746514cf58a17b68e8655105550637afeed8c0e493ac53bd535a97f5630cb"} +{"episode": 72383, "episode_seed": 3159539572, "split": "train", "timestamp": "2025-10-13T03:40:31.125834", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3159539572, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cover into outlet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "183042", "label": "plugging cover into outlet", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "183042", "label": "plugging cover into outlet", "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": "7c637acc6fa0d982731dbb8bb0927c8ab452d4b86ab9fbe198bc3a7754c6b4ba"} +{"episode": 72384, "episode_seed": 2668195180, "split": "train", "timestamp": "2025-10-13T03:40:32.889354", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2668195180, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning mouse upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "191383", "label": "turning mouse upside down", "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": "191383", "label": "turning mouse upside down", "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": "b52aef61e2806ffab13fd1cbc4bf9d0552ac3a2a4b3c2e8b152d62e1cb3e0581"} +{"episode": 72385, "episode_seed": 796418785, "split": "train", "timestamp": "2025-10-13T03:40:33.566605", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 796418785, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) rca connector of table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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+EiZjjrTQTRRUIGer+CSf7Mj/AN2pPG0rLpAUHgupI/Giit18Jh9o5HWfFcuux28Uul6bbGBVjiktkkUpGvRAC5UDnJwOTzXp69B9KKKUS5DxTx1ooqyCQdBSmiigljCTTcmiimSNJNQ3DEQuR1ANFFIZ5ld+IJNK1W9R9P0+/imlDtHeweYAyDggggjqcjOD3Brs/hlqF1ql/r19eSmS4uHjlkfGMsd2eB0+lFFZr4jaXwnpCnin9qKK0Mjyb4nOza/bqTwtsMfixrh16miiuSp8TOyl8KKcrtuPNMV2x1oopDZYtyX8uM/dZgD+dfRFqixQxxoMIihVHoAKKK3o9Tkr9DmviE7LoC4P/LVa83vPEOqahp8GnXd5NNBbyPKnmSMxLNjOSTzjbx6ZPrRRTnuOnsf/2Q==", 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"info": {"video_id": "63860", "label": "touching (without moving) rca connector of table", "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": "63860", "label": "touching (without moving) rca connector of table", "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": "28cd8485452756b150bfc4ff50b09c49fa8a58fe5c9a83d462b9bfcedf01297c"} +{"episode": 72386, "episode_seed": 2784513284, "split": "train", "timestamp": "2025-10-13T03:40:35.743231", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2784513284, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coffee out of mug'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "211494", "label": "pouring coffee out of mug", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "211494", "label": "pouring coffee out of mug", "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": "443caa67469e818b79a95cda09ce87ef010ab1f14ec5cffccdef9debccb66c97"} +{"episode": 72387, "episode_seed": 3772427978, "split": "train", "timestamp": "2025-10-13T03:40:36.636332", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 3772427978, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pack 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, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "197797", "label": "spinning pack that quickly stops spinning", "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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xwD9Byf0H61pxVh28nmXvtGmB9T/9YD86143wOtIZNKfkNYlwAxYmtWZz5RPP4VkzH5aGCMK8UbjS2b4xUl4vWqMEm2TFAG6JMYrL8UacuteH7q1ABmVfMi/315H58j8asmbgVgWU9zqfi6fTX1a4tIz5hiEabssqFgvsODyfT3piMX4ZShZdRQkBj5ZCk88bs16ZHJz1ry7wNbpd3erNKCSWjkVgcMpO45BHQ13Uc89mR9qJkhH/AC3Ucr/vgfzHH0qVsD1dzpoX6VPZMHMkv99zj6Dgfy/Wsk3O22MiMDlcqQcg56Vp2eI4kQdFAFUBok/Iaybsbmwa0N+azpj+8b60gRj3iY6VBbPtbFW7oZBrNL7JKAN2OXKV5z8S9L/eQatEvX91Nj9D/Su4hm/dg1geNGM3hm4iB5ZlFJq6CLs7nkySYYfWvebeUGNSCCCAQR3ryDW9D0uy8PW+qaZqN7Nm7+yE3MAjW4IXc7xDOdqnCnd/eHuB6XFbS2oDWZGw8tbscKf90/wn9KmCsaTlzHSQvyOasyPvWOL++4z9Byf5D86xrC8SbcBlZE+/G4wy/Uf16VoW0nmXhPBEa4H1PJ/QCrMzci6VBdn5TTo3wKhu2yn4+uKYGZKOprNc7ZK05vu1l3HDZpDL8Eg2ipzJzWVbzcgVYkmxTEy27q6sp6EYrmtCjFvr+rKPSLP/AI9VSzvje+MpdMvNVu7S2kl2RvFLGix9yWLjGMZ46k4FU9Cgnl8Ra7FcS3SXFrMI0eXAlTBYYYD5TwBkcii4WPQ4pOetX4X6VzMF7JA6x3gVCThZl+45/wDZT7H8DW19o8qFn/ugnFAGnaESTTS5zltg+i8fzzWip4rLsR5cEanqBz9e9aCNxSAJz+7NY8vQ1qXDYjbrWVKetMRmz9TSRSfL1oujgk1TilwDzQNGmswApLq5ENnLJn7qmub8R389po7y20rRSCRBuXrgmsPxTF4g0Tw5p11e392JL0v5kLLgQgBSgY4+8Q2cf4GlcLG5GabdxBInu4yY540zvX+IDs3qPrRRTYy5o07z2wmbG6RiTjp6f0reRiQKKKS2BizsfJNZsxO00UUAZt5/q6x0Y+dRRQBcZ2C9a4u61O40nxLPf22zzonbbvGR8ylTx9GNFFDEix8Pf9dqQ9BEP/Qq9Bi7UUULYHuVZIltb20WElI5piXjB+XIBOQO3I7V0Nq52iiipjuxvYtbjtNUJWO40UVQihMTk1kXBIkFFFAFmJj5XWsXxQ5/sZ8/89E/nRRQBwfi3xQ+tywW0mk6bbG3VEiktkkVkQZwgBcqF5JOByea9bh6L9BRRSiNkstrHcBGbcsicpIhwy/Q/wBOlLoFxJcWKTSHLu7liPYkfyAooo6h0OhjYkVHcscCiimIz5icVnXZ+WiigCtAxyKllds9aKKYHEX+tvpWraihsLC9jllDmO8h3gMo4IIII6nIzg9waueBr+51PVNbvryQyXNw8ckj4xlju7dvpRRU9R9Dvo1WRWR1DKRggjIIqkXe11G3sY3Y28pVtjHOznoD6cdDmiihgjqbVyR1q9GTRRTJGXZOwfWs1ycmiigDMvCaywxBP1oopjMfxO5/sN+f+Wqfzridc8QanfaXb6ddXc01vA7yqJJGYlmx1yecbePTJ9aKKljR/9k=", 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"info": {"video_id": "197797", "label": "spinning pack that quickly stops spinning", "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": "a56fab96b736baf04753f6d6d77ed29cccb27a76ec03a503580f7de1b940c1f9"} +{"episode": 72388, "episode_seed": 2653080391, "split": "train", "timestamp": "2025-10-13T03:40:37.900455", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2653080391, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cigarette box 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', [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": "6417", "label": "laying cigarette box on the table on its side, not upright", "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": "6417", "label": "laying cigarette box on the table on its side, not upright", "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": "abe88f1df5694765286fc844d9b9b07a2c1eaca9e24c70f42c79f08728bd315f"} +{"episode": 72389, "episode_seed": 2937183438, "split": "train", "timestamp": "2025-10-13T03:40:39.193093", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2937183438, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tray with drinking 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', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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Q3NKmxw/x1hQP4fKAAnz84/4BXb/DzTmsfhtpnmDEl2z3Leu0nan6D9a5D4uwPqV74cgjGXZpkX6koBXrctmun21rp0P+rtII4FwOyqB/PNdaXunJ9oo7MDA9KhuJWt9PurqTAEMckg/4CCaumMhCTWF4xkeHwZqhVsO8HkqfdyF/rUmkdj5o0ofatehL87pC7e/UmvQ7eONLO5dch4JYQT67nCkfrXn9tIttq1t5SDYJAMEckZx1r1BD9oi+xbo8xp9qdR/EyjjP061rHQgyPD88WlXmoo3mETIMY424J6+vWs3xZf6VqfiWFdOkaa0gt/JR3zlzhiTz2ycD6Ve8md7l5EXENxbKOvJ+XccHscD9a5zTHtLqLVEmtxDIlsZbds5xIhHGfcEj8qSepR2Ph59+lWp9Yl/kK6a3yCuK5XwtIP7ItfaMD8uK6u3kBH0NcMtzo5vdO/0lw0C/7tctas1xeSeco2liRW3pVyixRjtjFZ9tFtZjjnOa2Wph1L0aDOR1xXB/GK58rwnbQA/666Gf+AqT/WvQIhxXlPxrnwNItgevmSEfkKtBfQ4PQbVNRtpLaVMokgfeDgrkdB+VdRqumRwaKqQx7YvLDRKi9tw3MT9cVjeE0T7JOjSeVI74ywwB8vynP1yK667jRXtbGCUzJb25WWTGBvkkB2j6ba2XwmV9S/4Oik1DwtaWkMsCubgxkO2GGCWH4Y5zXDapILnxfqF+swdP7RDr/tAuRn8quy3Bl0G4jSR4pVlMYIbaAvUnP6fjWAllLbWMd/5wkhlkCEj+B1YHHvleR+PpSburGiPU9Pf90Dmul0ebbcqc98Vx1jKwXHbtW/plyUukDex6V563OyT0PQ7nfPamNXx+6Mh55IGOB9c15v4c0eOTxnDdsXdbUzXLIy4EewAIPc5YflWvfeMrHT9ehs5p/LkaMKpxxz6ntV7Q5Lc3mtCMfvW8rJ9m3Ej/AMcFdEK8op01szhrUYzam1qi5t3Mc9T1NSIMEimxjJY++KlxVRVkUmeWfG2526ZpVqDy8ryEfQAf1rg/DlpFf6dtuo1eCGU4BHOSAetdN8Z5Hn8Q6faJz5VqXPtuY/4CsbwmsEunfZZJCm6UguvzcnBH04BrWC1FIu+JdP2Wu0Jny9hAUAKiFTtAA/Gu50yWV9H0+8W4t0itbNrmU5+YAKVbI9egA78VzWpqHkupESSO3SNYoBLwzLGh+b8Sa57WZzNolpsmaIsuZd7lQcE4Hv0zVN2YLYq+H1e31K3ld8lxKmPTG0/1r0WGbKDivOLK1m0/UdOWR98c6maKQfxKwI/MMpB+ld9bNlVrkr/EdFLYdr1/Nb+G7tkDlVwW2dQDxn6c1k+BT9v0TWLBcmKeI7R2EgGQR78V2WkJHJKUkUMjjaysMgit+z8M6dZqHsohbkHdtT7uaUdY2IqbnSXO6SdiepyTUTIQuatsu6dvakMefzrpaOdM5bxvdNY+BtYnBwwtii/VsD+tfP0+jPqWoF1mjxKokQ54JZc/z4PpXtXxiuha+AZoweZ7iNP5t/SvD7C3ur22s1hycMU49c//AKqcexTZ31jpWmW8lrb3t+iNZBfMJHD+y+prmri+kudQv9S2bY7q6QoWHTc2R+nWtLxHdC31a9iO3fHDbtlezBCG/UisrVbxLnwTDcIpjeG7ERGOpwWB/L+VU3YEUtBiiXxYkJk2iRyilug54NaPhfKXd4pOcurA+oIP+Fcxb6n9nuTeJk3AB2H+6fWtzwtPvuW5yfJQH8CwrCfwsqD949GtZOVrpNJkGwj0rkreTla6DS58E1zx3NZPQ05dLXWPHXhYMMx27zTvn0Taf5gV3F1+8uAx6sSTWR4XgEt9cXxAJt7cxL7FyP8A4mtSUbrggdVXiuyLvFHK9xrRggjHNcL8Urz7F4ZhjUgG4voo+fTkn+ld5j3/AIs1418drwpZ6RaqSC0jzH8MAf1o63LTPMbXQb2fWVjjABSXBJ6AAnJ/SvQoNOSxlvNaaVTaw2rjJPVipAX65OK5bw4Lm48UWJCl4XK7xnqvenXt9EsEgJ3RieZdhY4z5pIP5YqwKlvdzjSEt/MdS6yOM9tu3p+GRWfpMTHS9Sl25kjjzx6Z5NafiyaK0vrGS22/Z5rYlOOit0rCtr1bKzvQSTJcr5YUHgDIJP6VEtwbOw8Kyn+yos9RuH/jxrq7eWuO8OSL5DqOAJpP/Qq6i3f5q5JfEzZPQ7DTZd0S1oxrjmsPTHBiwDXQxjPHWtImMtyZOgrx/wCLMofX4WPPkQKqg9i2WJ/LH517CvBArxD4gSvqfifU7RSMW00agd8FQp/UCuiC1E3oc74RdH1GZJTmLZvKtznByK6x7+S48M3d02BJbTxbTj+Ek/1/nWd4d8PxWSTarJJ5kEK7JEQ5LEn+Q45q7rV3ZTaCml6TDKxkm8ydmTbgqOFHryT7VottSd2Zuu3VnHpLRLCAZFU4xgBjhiffgishGaHwe6hv3UtysmB03KjDPt1p2q5Vrq1m+aSIRKd3bCj/APVT4ZIrjwktuyBX+0nYc4yPLcnj64rJrUq9jtdMn3Qq3qAa2be4YOpHrXMaJJvsoDnqin9K6G1GSK897nbe6OG8XXBfxHcLMSJVkDKTx8u3jHtz+lew+Dm+06MLk/6541WRvU8kH9axdR8IaZrzQz3UX76McOvceh9RXTeGrFtPhuImYMrFSuO2M10Rs2jmm3Y1xHtQADtQuXJQA5GKm96WM88D7xrdkRPBfipMG8TXcg/hYQg+yIOPzY1heEJvKgv3ClnVMqB24PNWdeubbVfE2tvMW+W+aQEdCnIP8hW1o0VjY6Qb6xiWZ5ZltpVfoMjgD3OM5rVCYX11ImgaNPIB5r3EkbZH3xgY+o5rn/Ft3ARFapEAFckMQMgD5ccfSt7VHuPEVxZeTai1srZcIm7O05JYk+pwP0rjb+5WaEEgErNJnueWqZjRqvI8R0C2dsiINs9gzMcfTJrtbNsqtcXfSRytpD7Qs8UUXmDdnrIQPpxjiuzsMeWK5a3Q2oy0Oj0tsTiuwtpDs9q47TxiVSO9dVbtxilBiqM31YmVmz1b9AKkBIC/TJ/KmRIAvPOSTTnYBSM11nMjyD463ZTRtKtM/wCsndyP91QP615Do/iC70Uv9nWJw3IEi5Cn1FeifHS5L6zplsOkVuWP1Zj/AEWvJqmWjLRsWGprLqxl1KRminLCd8ZPPf8AOtbxVq+lNpNlo2j/ADwxO080uDhnIwAM9cD+dcooGKVYZJHVY1LsxwoUZJPoKbvYdiOul8MPi8UD/nif/Q//AK9c5JG8UjRyIyOpwysMEH3rc8NyD+0Il7+W4/UVk/hY47nosD9K2LKbYa5+J8BaTR/O1TxRLp0mqT2iFZDF5abtzKhYL6AcHk+nvWEVc0kz2LwZODa6gM9TH/7NWyG+dmxk5xXm/wAJtRuruDVjczvJgQldx6Z3V6JE4EYOeSSf1rqh8Jzy3HySFSeK+e/jheGXxTZW2eIbQNj/AHiT/hX0C43ITXzH8Vrn7T8QtRI+7EViX/gKgfzzVPYaKGl+LpNL0wwxW4N0EKRz7vug98eop3h+CPW3ltZpgkgcSAseW7GuXp4HGQeaSbKOl8dXFk+sQWWnyCS2sLZLcODkFhkt+p/SuXoII60DrUvVgdr4akysw7eaT+YBrrYepINcZ4YkyJ8f3lz/AN8j/Cug1G5lttPZ4XKPuABFYVPjNU9DstLnC8ZrsY1wwrynUdtpocGpabrWoSq119mzcRLGs5ChmeIDnapwp3eo9wPVmDCHcvXbxWlNWMZbkyDMqj1NfN+tXj3XjnV5E5M08qgeuCcfyr6Tx5ETyycFEJPtgZr5Onun/tOS6RiH80yA++c1re2otzt9AgurXwtr9xO2Ee28tN3UtkEYqsdduYdTie2J8qZ1keMfxAnOKw9Q8U32oWkdqViigXlkjH3z6nP8q1PDWuaJZQxT6pDJJdWhzEFXO8dQM9vxq+ZMVmjO8Wk2/i3UEUcBwCD/ALo4rNhupJru3U42q21V7DPWm6nfSanqdzfSgB55GkIHbJ6VFakC7iJ6BxWd7ss9A8OnOnWx/wCmYFdRak561yPhtsWEan+EsuPoxrrLb1HpXJJe8dMX7p1unyfuRzzW7pI3eYPTFeaaReNdeLX0y71S7tLeSTYjxSxosfcli4xjGeOpOBXXeBZr19U120vJblzbTLGq3ON68sOccZ4GccVtBapmE2dcY8Lio5XFvbzSn/lnGW/IZq4QCCPfFYniu5Fl4V1icHBjtJcfXaR/Wt7XZmmfMViTf6zPGzYa5LY9znOK627Efh3wtb2rSn7XNdpc7OwVO/6/pXngJDZBIIOcipJbie4cvNNJI5GCzsScfjRGVh2O68PPcyeLljUEwkMJFPQJtyTXEG5ZZ3dQCGYnB+tdFb+N7q00OSxgtY0uJIvJa6Dc7ehwOxI4zmuVpSYIv2lxJJcySSNuY7CSfZ1r1Cxb92DmvJ7X/lr/ALhP5c/0r1Cxk/dr9KwqrRGkDpbKYgpz3rpoboKByOled6pdzW2mGSCRo3DqNy9as6xa+IdB0XS726vrtZrzzPMhKYEGApQMcfeIbOO31BqILQJM9pTt9Kik6H60UV2GCPA/jUSviW3GeJIAT+BIFeYUUVM9y1sPFe3fDnR9OtvD2gasLOJ72XUnUyyDcQNwQY9MAn8aKKmp8BvRXvHmnj+NU8Z6jtGMyn+dUdDXy9Yg2k8xkn8qKKiPwE1P4jO9gOQKyxqM+k+IpL622edE7bd4yPmUqePoxoorKG4S2O/+EgxDrAHQCHH/AI9Xo6uy26YPVAfxxRRXVDYwluWJSRCoHcmvlr4it/xXOqJxtWbI/EAn9TRRVP4WC3OVp/YUUVESz07SvCekz6Jrk8kLNJBYwSRnd91mGSa8uPWiipfxGtRe6jpfCrHdcjPdf610Orsf7NP++tFFYz+MS+EXVfEr67DbxS6Xp1sYFSO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", "info": {"video_id": "207932", "label": "pushing tray with drinking glasses", "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": "207932", "label": "pushing tray with drinking glasses", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cb91d3c1f98b3e36e589a7151f5b6c081d297a7f384c15286e6f3f7ea386f311"} +{"episode": 72390, "episode_seed": 2864851626, "split": "train", "timestamp": "2025-10-13T03:40:41.902833", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2864851626, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to close glue jar without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "118668", "label": "pretending to close glue jar without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "118668", "label": "pretending to close glue jar without actually closing it", "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": "9d5e7222d84bf825592792b72404a7a34d6347f1594ddedd2c52f187fe0ea81c"} +{"episode": 72391, "episode_seed": 160925379, "split": "train", "timestamp": "2025-10-13T03:40:43.437065", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 160925379, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend key so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 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": "109162", "label": "trying to bend key so nothing happens", "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": "109162", "label": "trying to bend key so nothing happens", "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": "e865ecb93567372f07830e126f6181d7210d6c8209ad62259e946354f9dc751b"} +{"episode": 72392, "episode_seed": 480227388, "split": "train", "timestamp": "2025-10-13T03:40:44.801303", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 480227388, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 choco bar in front of a bottle of cola'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "196605", "label": "holding a choco bar in front of a bottle of cola", "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": "196605", "label": "holding a choco bar in front of a bottle of cola", "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": "9c58d8484aeba77b0ec9c4bfafbd78b189bb94c476f9aa056eca7fd454ccf32a"} +{"episode": 72393, "episode_seed": 4267557165, "split": "train", "timestamp": "2025-10-13T03:40:46.408291", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 4267557165, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 museum ticket with a notebook'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "64897", "label": "covering a museum ticket with a notebook", "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": "64897", "label": "covering a museum ticket with a notebook", "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": "e93206f7c85d6931198a6502db08689bbd0955782e011bfc3d3d81726b69150b"} +{"episode": 72394, "episode_seed": 1455560494, "split": "train", "timestamp": "2025-10-13T03:40:47.593015", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 1455560494, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 x-box controller next to bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "119760", "label": "putting x-box controller next to bottle", "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": "119760", "label": "putting x-box controller next to bottle", "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": "7940bc90cc9b43b2449e6432cec5d395294a35c11aed4b71501c7865d8085216"} +{"episode": 72395, "episode_seed": 2499272815, "split": "train", "timestamp": "2025-10-13T03:40:48.394652", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2499272815, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen with letter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "58541", "label": "covering pen with letter", "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": "58541", "label": "covering pen with letter", "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": "9edbc91b948e592da3925bccbf29c87183d763cdf52ca12f15431b3f240eb058"} +{"episode": 72396, "episode_seed": 2604144997, "split": "train", "timestamp": "2025-10-13T03:40:49.843228", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2604144997, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 broken mouse behind foot'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "118510", "label": "showing broken mouse behind foot", "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": "118510", "label": "showing broken mouse behind foot", "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": "394c888ecffad1fa0dfb0364568747a6c8c6b43704327888e632ed574f281c46"} +{"episode": 72397, "episode_seed": 2314011230, "split": "train", "timestamp": "2025-10-13T03:40:52.127733", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2314011230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bread, revealing vitamin jar 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', [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": "42115", "label": "removing bread, revealing vitamin jar behind", "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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3Q5FtfCumgHbvcsSOMFj1/LFRUSaszSTcfej0I7trjzYrTyOXBZ96cIB7Gqcl1cW1/NCXks7mEgfumypGMgjFa3iTUbiKR5sGQwxKke04Y574rmtTlm1BYbqyjWQ+XiZAMMDn9f6YqY4fkukQ8S6tpNWOx0nxtr1mnmG9N1Ey7MOd4Azzwawvitraahp+kxqQJG3l1U8KvytjH1JrA0+9kguQjlhxgAjp7VleJJ/7Q1/yo2L7QqLj1706cbTE/hK+l2rT7UUfPI21c/5+tZajkg16Ho2hpbLBMxDSEcADhcjj8a8+I5J966EwlJSsl0NPTLA3Eqkn5Qc102rW8caqUAGVHSuc0u88g9a1bm8EtuuTk0pMlRbkY04O70FTWzhQBUE7FmPNJDKqketTuby0O60XUbA6fFCZI1dvlZT/ABEn9a6W8iWGVUjTYiooAA4HFcB4b0t5NasjHgwtMJSSxyAAcrjoee9evJeRrAwkRJIF4kDDOKwnQU3y3Na+NlCMfdtY4yS4t7mZ5ZLdnFseZF6gitfSvGmq6NEGtJRNZNlgjDco/qKWMwWux4lRBcMwBA4+hrmJJRZyTpG4Plv/AAnGM0o0XTjymFStGrLmR7L4f8f2eryCG4jS2lK7izOAv4E9a80/aAuIro+HpYJUkibzyrKcj+CqETQ3CITgSEcugwPxFYPxAaQafo0EjbjG0xB+uz/CtITbkkzNxW6OIijMjgL1rr9H01I7GbzOWIBGa5KF9kikHoa6a11HcgXdxjmt2yWm9EUb1cOQoqjHxJljV27l3McVnZw3JrNHRbQ39IuraHUYmuMbOcEjOD61e8TajYXEMSQuks4bO9Oy+hNc9DCL1lVDh0O5ecZ9RmoJreWG4ZpmAyTtUMWx7Zo5Fe9zWNdxouny79SUSbutMmtYrr7zbG/vYzSLzUuSBkHmqOTckitsQ2lgvJlfzJPpXodrZSTWj+TtBRfu9M1yfhOIahrNxcSj5UQIvtiuxsdQitpnspI2Ic/K47fWsayba10NaEuWLjbU8bTOMVYi++oHrVcDBPpVm3+/u7AV0yMY6uxeL5HzNVSRiWOBwalwXq3pemm+v0iJwi/NIfRR1rNaG72udjHJI1lYwxD5oYMvlsBRgc5pst7exsNgB/22Td+o61XjuZGkuJItgVlZCH6bc4xVe4lZZBmBgf8AYc9c/wD1v5VhDW7HOnFWjpsLdJcx21zMs7KQucMSScnHHauSlkOI1JJ2oP8AGujvbkzWiqNybiEKn+I88n/PrXKzODM+08ZwK2pr3iKi5Ypdyxp9g2q6nBYqQGlcAN6Dv+levRWltawbUjSNIhgHA4UDvXjun3RstVtrkEjy5A3H1r0TxvftYaA8cLEPeERLz1U8kj8OPxrVo5JnD+I9cfWr7ciBLSJisIx16ZJ+uB9Ky1OTmtDVJbZLe0062T5rRSZ5M/flbG4D2GAKzhwaDSGxetnIBPTtT5W+UnOT6VFF8sQx1PNKUJ56CsnudUVZEP3yBjrwK9G+1R29hZ242sYQpCkkDIPqK4jTrXztQgQgkZ3ED25rrftiw2LA7lLyKQ+OOAcj9QayqvWKQ401JNvp+p0j21veiS7YOBt47j1P+FczqdwukWEs9uB5k+1IQfXJzUxdhcEwyleMlFbA+uOhHNULt0WKB7td7wOWRmPA/KtOd21RyKi4vQoqvkTsXc7VGST3NWfCGlpf6nPqk8YeOP5QD3c9fyH86xb6+8yyZwMPNIfwAra+Htzm5vLNmPzoJFHuOD+hpwWjkVU0XKdTrl9aaFpj3LoDj5YkHBZj0FeRKSc5712fii6i1bxTb6fcS7bKxjMlw/pxlvxxgfjXGY5OK0itDOBPGcMB68Vob8rjOKz4OZAT0HNWeWPAqZbnVT2uRyv85x0pEwOcU8xEmmhcZpocnY7HwhdxSTw8kPCMEGu9s2k8q5YOpJfIUHOBj0rzzwnbsyjadryyhVP6V2FpL9iuneSUum4ozqOePUfh/OsfaWqX7EYinKdO7erKurW08z297FmCSD7qqMBh7iqF5pjalDJdiTy7grhj2OK7K/uori2iClZEcYLKP0rjtV3vewaXG7IoBaQqcZFbSlfY5Kb0szOtrh4HUSKcA4DoetZ/jm5Sf+zgjltqvkEYxnFXIRLbzPArkohP3hzWF4kkhk+zEPm4O5nX+6nAX8TgmsIL95c6ZO0bGKvXNXbZyFJH0qguaux/LEAOp5raRVPV3HzN8uc5JqtnceRUxRjz2phjKn60kXIs2F0lrdI0mQhBBPpTbudLi7PlHKDkmoguWHpRHhS1UTzvlsSr06U8/dqPJwDxzU9uhlnRBj5mApEI6fQLX7JaiYAqZefrXUaXaLPeq7DjOax422JHFgYUAcV1GmL9ntPNbggZxXNNe8zTnbSPDNvFWIIsofemhOOauRjbGB2IrqkzOG4xUCfWrmmXItNQjnbDKD8y+oqsVOaEU7/QVKLburHUtDG8lw6fPuw8agjnPesu8Y27p5bsGZSGU9V5qJpbq2szBa3yiOUZZTGrbT6AsMj8KyWe/BJa8kGD2AqfZWd0wjVl9rU1xJm1aR5BhCQEPc4zn9TXOKh4JHWrWZ+Q91I4PVSeDTTnI7VcVyoU7yd2VmXkHFbGu6219Bo6A5+x22Xzz8+cf+yj86zXTAJFWfDekW+v+IH066vZLUSRSMhjj3l3VCwX2HGc+1aJmE0ZNrlncscknJJq0EycDmqmnZbzM89K04ox5i8UpMqGqJBET0p5GFwKkYcY9Kj2k1itTpvYms5Ta3kUueFPP0PWuiaIqkRikLMScKw+U1zSKTjPSrkGp3GllY5FMtoxB9WT6ev0pSi3qtyHJ6rubJlcMZMbk3ElGPzA57Gqupzq2mvEkRVZHGzcckAc/wBakEBvAbm0kW4QgODGeQfcdQc1Tv3dAGucAxpgAdDg8VN3saLkWt9DnrtgNkQ/gXB+tX/C16uneIbW5d9sYbZJ/ukYNZDuZJGY9Sc02bcluccGulKyscrfM7jr++ku57y4Jw13MWb/AHQcgfy/KnhRitPXdC0q18N22q6ZqN5ODc/ZM3MAjW4ITc7xDOdqkhTu/vDnqBTC8U35EwFgjyp96nWPZz3PSnwrtjH86Ur71k9WdUdER7SSTTdvNSgHOKCh3U0S3c6bRGSOG1xKY/lBDDqGz/jWxFcStv8AOjb5iMuvcdcjHU85/Guf0GaJ4ZIHQSMqnCnrg+la2JiYkMhzjdbsTj22+9c9rSZfPzRUexoyvN99GJPDGROPzHT+VU5Lixsprm7ZDmVfnzztYenpU0F3EwYznyZkHTGFbPXkcjpXP+KVRCgtpTtdAXUNkZNO3LsyfZqT2Iby72W0l0ZM+ZwnriuQWVrq6mmkOS5z9B2rf0S2sdX8Tw6PrN7cW1vJ8iSJNFGsR7ljJxjGeByTgd6yJrJtO1nUbIxzx/Zp2iCXAAkUAkYbBIz64JHpXRTjZHPOV56DFQlgKt+USabEn7wVZYZHHYUSNqe1yI/d2jp60hTjk07aaUqdvNSkVKVyAnHSkRQKkZcYxTkTjBptmaVxgXJra0GyeSdblxiJCRz3NZ0EDTzrFGCxJ7V2yQrHpy2o2hUbKkdaiTl0NEordljT4BNdY/hzmtTU73yLcqrBdvB965rUb17HRpJIJmimDrhl6471U8S6brmi6Fpd9f3V151+ZPNhdMCAAIUDHH3mDZx2+oNZKLkZydjklAJGatKo4FFFdEhQJFAwvFI3U0UUluW9hwUGRevSrN5BGsSkDnFFFU9iY7meyjyuneoGAANFFJGj2EYVSttVudE1hdQtNnnxFgu9dw+ZSp4+jGiirRhU2I9L/wCWv4VqxDnPeiilLqKGxYUDn2qRgAtFFYs3Qw8OKuwxrNewo4yucYoorVEMrXqnT7iS6tHeGZGOGQ4/OqF7dS3caSStlpPvYoooQT2K6ooIHao7sAQE4zyKKKol7FnxB4sk8QwW8E2kaZam3RI4pLVJFKRqDhAC5UDkk4GSefWnLziiimzKBZUfKKlRRRRWTOtbCMMMaSiihEsjkuJLCVLmA7ZFIx6H2rrbueRkh5wVzgjjGaKKxrdDSgk5lzT4Y7uIGdfMb5uSeeMYrm9Rw90cqACeg6Ciik9kXSfvzXQwE8QPpN/eq2m6bfxTSKxjvYPMCsmdpBBBHU5GcHuDUCahdatqN7qF7KZbm5k8yV8YyxyTx2HtRRXYtjz/ALRdiHOe9TKAetFFQzeBKVG01C1FFSimNUZap/LUAe9FFEgiT2LGDUYmjOD0rqI0D6fJcEnesgUc8YoopS+Alr94jB1qV3sME/xrWbqOv6nf2Vppd3dzT20ErSKJJGYlnxnJJ5xt49Mn1oorPDfCzTFbr0P/2Q==", 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", 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", "info": {"video_id": "42115", "label": "removing bread, revealing vitamin jar behind", "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": "0923e834ff0db4c91a5b7127405a184b13eb2d6f507bee159ce050243b446228"} +{"episode": 72398, "episode_seed": 2620098870, "split": "train", "timestamp": "2025-10-13T03:40:53.415217", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 2620098870, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 2 soaps from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "161273", "label": "pushing 2 soaps from left to right", "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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6mtbQ9BfVpw74W2jPzsf4vYVF8UPEMljon9jaTj7RLhSR/CK87FYtwmqdPfr5HXQoc65pbEHhiwMniFoNNeO6aOPE8jrlI1Y4JA7n0rC+MdudP8R20aTRj9wDtjiCHknkkcHp9am+Fl/qHhqC+mu1juRdbGMgLMVC54+Xpkk1zXxI8QP4l8W/aBbmEJCqCPdu59awhU5qlnK7IVejKq6UdGun3Faw3S6aGYliM8mnAblIPQjFP0yF4bJUcYJzxQw2SY7HpXpLYlvVnOwqLe+kgf7jHYR7djW9oSMPOjb7yEKf1xWPrcXl3Ec4HDDBrb0FxLHLL/HhN3v15qIfFYqfw3NyOPI6c9BWh5OAqgdOKbaxbpUGOAN1aIj5rpRz3KJi+aopI854q+U71XdeKAKEi8D61Els9xIIYlyzHirkyfLn3rR0MWlt5t1cyxGUj91EJBuA7kjr6cVhXqezg5GtOPNJIrX+iWOk6WL6eRmMCbpFbhWP+HtVn4U3EeqXt3rNwyJ5c6RojMANpzzz6YrnfHGrxajbCzSb/RyN0hX0HOK47QNRjjufsqNLFbsuFbGSM9a8mHtK0bvVnbiZfV4XhEl8XaemmeK9WskKmKK5coVIIKE7hj8CKy7NvLkC9gf0rXGlGaSSaZsM2cIO3pzWXaYW4aKQdMg13RjJJXOeMuZXZ6CrLEkkkh2rnr7CtPRfifY6LL5Z0hQzcGYSliw9MY4/CuJ1a7uJFUswQLyYQecf41w11eSTyDBIwcgVVZqrHk6EU1Z3PafFXxEstTnTyENywYeXAerN24rL0XSJoLm41G9Ktd3J3FR0jH90VyfgfRxd35upBkR8gn1r0rGM/Sng8LCkuZDxNdz93oRSg3NxFLMN7wqVRm5Kg9qyUX5P+BE/rWspwDzWdt+Zh712PXU5acIwXLFWRXlGM1VkGCD2q5cDgkVTkOU461LNCpcJuTcOorM1OMTWBbHKc1rE5ziqOjWK614ll0q41Ga1jdJTH5ce/cyoWC+gHB5Pp71nLYuO5L4QLSRXMXUBkx7ZzXeWSqsUs7EBBxk9AB1rzjwTdGOHUHlYniPaO5J3cCtPWLqeSxaC4laCN/uopPH1pKqoRSYpRuzfg+JT6HfO0FhayxZIErg+YB6g5wPpipvEXxTt9U01UmXY5XLoDw30rxzUrmWS5eI8AHGB3q1odh9u1SFG5ywzXFVoRrTUpbnTSm6a0O60vTpdVvU1u9RY0K4gt15CjHU+9dJqn+l2Ntb3I82NJQyBucYH6ipIYFghjiXAVRgUy9bIUDscV6UIKEOVHn1Uq01Oau1sZywiONgqgDdnAFROM5FXSvB5zVJ+JCKDVFRvT3qpjy5SvY1bl4Y9eelZWsySRWJkiYq4YcipZSMe9Q2uqMycEkMPxr0a2Tc23u7BRXGeI9NsotAttX0/VL24zdfZc3MKxrcEJuZ4sc7VOFO71HuB3mmp5l6p7Rrk/WppbsdTZGsE2jA7cVha5r9rpkRSOaN7ph8qZzj3NM13VpSXt7aQRRLxJN6n+6P8a871q6jZ2iX/AFqA7XJ5NFStbRERhdnXWnxZ1eGRbaeaEoB8pWNU49DjisLV/Fk+t3rR2qgyT/IZDztB9K4Zd0jcknNdR4WtkOpxFlGBXEsPB1OZ7naqkoQsjtfD1l/YcIFvK/mn775+9T7yGN9TmuTEvmSEMzY6nFXFGCR71FcjOW56CvTtpY81Qj7R1Le8+pSkGCD71UnTcuR1FW5TmM+tViQc+9QzZGZqcQn05j/EnzCpfCRZ47mPqoZMe2c0aJFa6n4qOlalfXNrbTvsWWOWKNY+5LGTjGM8DknAqTw7bvp2sa7YyLOn2afygk4AkGCwAbHGcdccVkl76ZcvgZ3FhHuEknbO0fhV1lwKZYxmOyhU9SNx/Hmp3Hy10nOVXXAqpcvHBC0kjBUUZLHoKvSYVSScDuT2rh/E2uwuPLiYtHHzkdCfX3qKklFXLSuVdZ8UTtuis1EMeCBJIMsfcDtXET3dxDdRybsSqd2R3pL3UGnZgDgHrUQX7QkkzEgR7VX3rjlJy3OmEeUu3OpT6gQhJCDrz96rNkwhnRvSqMKBVFWVNTFKOxrJuW518LhgD2Nc9qMRt9TZk4JO9TUhu5Y9OzG7KwYcir3ivw3qmh6DpGpX0k4uLwyeZC0ZAgACFAxx94hs47fUGtpu6MIqzMjXLqUv5m75srXPuoF24/2jRRWS2HE9O8BxqunyMByTzXUkZU0UV3U/gRzT+JkR46etUyMlj/tGiimCK03Qj3qlIMDH1ooqWUVX4Jrnv7TuNH19tQtdnnxM23euR8ylTx9GNFFZyKjuXvB0aKL98ZZFQLntw1U9enkZGBbOCQKKK5ZfEX1OXYl2Rm5JUZNdb4NiRtTDEcr0oorSHxIuXws9OYdKq3H3R/vf0oortZxrcgbgfjVKYfvPxooqWaIpy9KyNcP/ABL2/wB9aKKhlLco6/4nfX7WCGbSdNtjboscUlqkilEXOEALlQOcnA5PNelWB2Wl068Nx/Kiiph1HPY4bWbyVnZcgL6AcVw+oyP9rb5jxiiiuWO5UBlsMsK7XwpEhnLkfMCMUUVrD40aS+FnZgZLH/aNQzfdP1oorrZyIpP0/Oqr8E0UVDLOfbXG0m/vIzp2nX0U0gcx3sHmAMnQgggjqcjOD3BrU8M3txqup6rfXkhkubmSOWV8YyxLZ47fSiioj8ZUvgPTQMHHpSv0ooroMDlvF95Nb2yxRkBWGT715ZqVxK6hixznFFFcNb4zopGQetX4gBp0eP4pWJ/ACiil0NmTxj5akWiioKLEhIs+D/EKk1LxDqmpaPDpl5eTT21s7yoJJGYlnxnJJ5xt49Mn1oorVbGT3P/Z", "info": {"video_id": "161273", "label": "pushing 2 soaps from left to right", "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": "8a95914e0198a1e0bdec96b8503c6db35d8fd846c6362e2170d4e14f1f724446"} +{"episode": 72399, "episode_seed": 683791259, "split": "train", "timestamp": "2025-10-13T03:40:54.215001", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 765, "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": 683791259, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw lipstick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "38715", "label": "pretending to throw lipstick", "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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LzSN+TxbqDQCETlVXgEDnFV7TUblrosZZCrrtYknnvT/scJhgUqN0Sbd397nPNSJEqYCjsTgUnUOVwXNdEsztJ989B61AybW4GTjildxjgdBURf5Mk9+tZXZQknQluSKhDgMc4DE1ITvGc9PesvSYG1bxTLp02pTWisshi8qMNllQsF9hweT6e9NK4N2J9Ri+1PDjnbnP6VLaWJUdOlUPDFzLfLObiVnICEZ7ZzXSxIUVgOCe9VtoNO4qwrGu0DB6mo9qK+8Dn2pXbBx+tRF+Rk/e6YFQBI3Y9+QR60xkQgcDPf2oBz+AyKNy55PSjUBoDrkgkc0Fy+QTkil8zAXHJI/Go3Y7hjpTTYrDm3EZ4x6VXk444x3JqQyZP1/KszW5ZYNPMkLbX3D5h1pWuwbNGOUDJB4PatreSeRXKatFBa6DBqenaxfyo119mzcwrGtwQm5niA52qcKd3qPcDomcucqcYxTlGwk7lhmOeg/E1C7dGJHtmkc9yeMVBvJ6cE9sVNiiXfuPTNND7Wz1APWolfI4+me1LkAZJGMc0DHu5bpjOexpjMygjJ5pARuHPPekMuRwOnpTQhWOTkY5HeoXHHzdcfnTfN2ghj17E80Z3jB6emKGBFvAJyRk/pWrpshYS4OSAOtc9o4g1Hxb/Zuo6hc2sEsmxJYpYo1j7ksZOMYzwOScDvWn4cju11vV9Pma4zbzeUFuABIgBYfMBxnA7celNw0uSpXdjrdPgJUyH+LgGqHifUvstiwU9sVsnEMIVOAowK4jXdP1LVbkxwFNn+02KzjrI7Y6RsjkNNiXVfEUEU43RK2+X6Ct/V9Va7v7fTYgBGHAxjjrViLS7bw5p08jN5t3IPmcjGPYVQstFmbUrbUJZgMfOyY5B7Ct203cjncYtPdnSqwRNoAAHamlmJJzgA0wsucE/Wk3hVz1PPU1kYXFLbjgkZx2qMk8EAAdzmmu7ZAGQKYZMucHn9KYhknHA5JH5UsTqucYC4rP1uWSDTy8bFW3KNw7U3XNG1nw9oWlX11cXCzXpk82Ex4EGAhQMcfeIbOO31BqlFtEuVmL4mu5vmXdwa4l/wB5dANyAKKKulsbVS1G7KrAHANdd4dG3RNw6l2JoooqE/ZNcEsqgmmr90nr9e9FFYkoYeFyO4zUOcjJGSSaKKECEyfmH+1jNczLqdxo/iSS9tdnnRO23euR8ylTkfRjRRWkNyJ7Gh4QUKLsDPHlj+ddQpwT70UUpblR2IJGIQkcc1GCfNP0zRRUjHf8tT7AVGz/ADKMDpmiigBxPH61FLwSfQZoopgMJyOg+9is/XeNLZuvzrxRRTW4nsZ+s+Jn16C2im0rTrZoESOKS2R1KIvRAC5UDnJwOTzXYfwgfSiiqqbkwFdvkHAqu7EOwzwBmiioNBVP7r8Kpz3MkZVVxjjqPaiikIS0uXk3BguM+lJJM/PPWiin1DoUWmcMOfz+taURyvoTxkUUUCOfl1ttJ1K9iOn6fewzSBjHeweYAyD5SCCCOpyM4PcGuo8C3txqWo6xf3cnmXNw6SSORjLHdn6fSiitJfAKn8Z2MrEoaoKfLkVl680UVyo7obnN6vK0+qwRyAFGcZGOtTsfnB/2aKK16I56vxEUjncq4GCT2pxbK5IHc4oooM0Ry/eA7EVFuyvQdulFFMRn69n+zX5+7IgFYt74g1TUtNg028vJp7e3d5UEkjMSzY6knnG3j0yfWiitIbGc9z//2Q==", 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LzSN+TxbqDQCETlVXgEDnFV7TUblrosZZCrrtYknnvT/scJhgUqN0Sbd397nPNSJEqYCjsTgUnUOVwXNdEsztJ989B61AybW4GTjildxjgdBURf5Mk9+tZXZQknQluSKhDgMc4DE1ITvGc9PesvSYG1bxTLp02pTWisshi8qMNllQsF9hweT6e9NK4N2J9Ri+1PDjnbnP6VLaWJUdOlUPDFzLfLObiVnICEZ7ZzXSxIUVgOCe9VtoNO4qwrGu0DB6mo9qK+8Dn2pXbBx+tRF+Rk/e6YFQBI3Y9+QR60xkQgcDPf2oBz+AyKNy55PSjUBoDrkgkc0Fy+QTkil8zAXHJI/Go3Y7hjpTTYrDm3EZ4x6VXk444x3JqQyZP1/KszW5ZYNPMkLbX3D5h1pWuwbNGOUDJB4PatreSeRXKatFBa6DBqenaxfyo119mzcwrGtwQm5niA52qcKd3qPcDomcucqcYxTlGwk7lhmOeg/E1C7dGJHtmkc9yeMVBvJ6cE9sVNiiXfuPTNND7Wz1APWolfI4+me1LkAZJGMc0DHu5bpjOexpjMygjJ5pARuHPPekMuRwOnpTQhWOTkY5HeoXHHzdcfnTfN2ghj17E80Z3jB6emKGBFvAJyRk/pWrpshYS4OSAOtc9o4g1Hxb/Zuo6hc2sEsmxJYpYo1j7ksZOMYzwOScDvWn4cju11vV9Pma4zbzeUFuABIgBYfMBxnA7celNw0uSpXdjrdPgJUyH+LgGqHifUvstiwU9sVsnEMIVOAowK4jXdP1LVbkxwFNn+02KzjrI7Y6RsjkNNiXVfEUEU43RK2+X6Ct/V9Va7v7fTYgBGHAxjjrViLS7bw5p08jN5t3IPmcjGPYVQstFmbUrbUJZgMfOyY5B7Ct203cjncYtPdnSqwRNoAAHamlmJJzgA0wsucE/Wk3hVz1PPU1kYXFLbjgkZx2qMk8EAAdzmmu7ZAGQKYZMucHn9KYhknHA5JH5UsTqucYC4rP1uWSDTy8bFW3KNw7U3XNG1nw9oWlX11cXCzXpk82Ex4EGAhQMcfeIbOO31BqlFtEuVmL4mu5vmXdwa4l/wB5dANyAKKKulsbVS1G7KrAHANdd4dG3RNw6l2JoooqE/ZNcEsqgmmr90nr9e9FFYkoYeFyO4zUOcjJGSSaKKECEyfmH+1jNczLqdxo/iSS9tdnnRO23euR8ylTkfRjRRWkNyJ7Gh4QUKLsDPHlj+ddQpwT70UUpblR2IJGIQkcc1GCfNP0zRRUjHf8tT7AVGz/ADKMDpmiigBxPH61FLwSfQZoopgMJyOg+9is/XeNLZuvzrxRRTW4nsZ+s+Jn16C2im0rTrZoESOKS2R1KIvRAC5UDnJwOTzXYfwgfSiiqqbkwFdvkHAqu7EOwzwBmiioNBVP7r8Kpz3MkZVVxjjqPaiikIS0uXk3BguM+lJJM/PPWiin1DoUWmcMOfz+taURyvoTxkUUUCOfl1ttJ1K9iOn6fewzSBjHeweYAyD5SCCCOpyM4PcGuo8C3txqWo6xf3cnmXNw6SSORjLHdn6fSiitJfAKn8Z2MrEoaoKfLkVl680UVyo7obnN6vK0+qwRyAFGcZGOtTsfnB/2aKK16I56vxEUjncq4GCT2pxbK5IHc4oooM0Ry/eA7EVFuyvQdulFFMRn69n+zX5+7IgFYt74g1TUtNg028vJp7e3d5UEkjMSzY6knnG3j0yfWiitIbGc9z//2Q==", 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", "info": {"video_id": "38715", "label": "pretending to throw lipstick", "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": "84187554ee8544334e605565d84ad95a7f5c8ae6877ac5428ca80318a92fa2ad"}