diff --git "a/video_unshuffle/swap/train/batch_000170.jsonl" "b/video_unshuffle/swap/train/batch_000170.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000170.jsonl" @@ -0,0 +1,100 @@ +{"episode": 17000, "episode_seed": 1000304920, "split": "train", "timestamp": "2025-10-13T02:59:26.231935", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1000304920, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting (wringing) cloth wet until water comes out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "213747", "label": "twisting (wringing) cloth wet until water comes out", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "213747", "label": "twisting (wringing) cloth wet until water comes out", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "213747", "label": "twisting (wringing) cloth wet until water comes out", "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": "bf2c9582f8d8db3c059bd18d2d52f25784f1a95fc80d2f69dc82a0751c7a4d28"} +{"episode": 17001, "episode_seed": 715698749, "split": "train", "timestamp": "2025-10-13T02:59:26.872439", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 715698749, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing paper clip so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "67496", "label": "pushing paper clip so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "67496", "label": "pushing paper clip so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "67496", "label": "pushing paper clip so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5053ef01c5a7bb6349afd809d6f0854a15f7e217f90cf112ab36c386e485045d"} +{"episode": 17002, "episode_seed": 3915676898, "split": "train", "timestamp": "2025-10-13T02:59:29.799925", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3915676898, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from stabilizer with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "66362", "label": "moving away from stabilizer with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "66362", "label": "moving away from stabilizer with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5e158dd5a86fd5292844c98bc97f555fb47b2dfc66cb25e3d78f32d130d1681b"} +{"episode": 17003, "episode_seed": 1168632804, "split": "train", "timestamp": "2025-10-13T02:59:31.195352", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1168632804, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shaver with bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "95953", "label": "covering shaver with bowl", "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": "95953", "label": "covering shaver with bowl", "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": "ddf4d6617f9252e885fc27cd206ce8a3f48eefc326618a5cf5fa265a207fe3b4"} +{"episode": 17004, "episode_seed": 219173310, "split": "train", "timestamp": "2025-10-13T02:59:33.076864", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 219173310, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to close drawer without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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Iz0qqlvNZk2rBP3YJ3bvvEjjFX7q1icG885FDBQd2VC8dM4qpya0TM4xUtym9pay2KTGyaNpeFAc4z3/xFYcqbDgepFegfYtRvdKVpLSFYIwCs4faWAXAx+ArkoLBb+9dVY+UG5I61pGXVkq7lYyfapEDKmSMK3AP8667+wbaNdgjUj3GaydcjjjW1hjAAUMcD8KFVUnZFum4q7MNwA5x0NCDJPsKkaPOOcVKsOxWBZee+Qa0voSiOCyubk/ubeWT/cQmuusvD8cWnq1zZSbggdmOQR1JFM0HxXFoenLa/YfOYOzGQSYzn8KtT+PIbiCWJrOQB0Kj94DjPfpWFTnlokOL5b3RztwqrdrCg+Vk3YPOOT3+lIbdJLXeYwXV1HXt6VE91ayQANE5mwo37ugA6fzqzZ6nBb7gyHawA2hQ3T6mm1JR03KbTk30JbXRor+Vyn7oKoGzdySc8j24rJubTyCAScnOQexrb03VdK89jqVtKIwcoIO/+9zVTVL+yutQU28TJZrjCkc04uS3IdubTYz7awuLkbkTCf3m4FXrLRX87fdYEac4H8Va2n6ra3C+RHG4KjOWHGKq6zqkcSGCA5kI+Yj+Gpc5t8tjVRilcwqRSqyBj/CaeF4qORCDmttzDY3vDevxaFr0epPA8yojr5asASWGM5NdPe/EqG54XTpUGMf60f4V5rmlzUunF7jvrc6jUvEttqF7FO1o4VFwULg55B/pWdPq/nTySiEBpOvOP6c1koAXAZto9fSpjbMgLNJGUHcN1pqEUPmZebW7wxeWjBB2IySPzrobLxhp9tpxik05nutuDPhSW47/AI1xe7J4oyPWjkitkJvmVmX7PUEguHmmRnLdMcY5rpbPVIL6LdHG6hTg7hXFE5IANXJr1jax28QMcajnB+8aU6akaQnyl/XLuG4uEjhbd5ecntk9v0rKPtkUtrbvJ5mAeMZqdrZhznp7UJKOiJbu7spGSTPLt+dIWP8AeP51JImGyfxqI7T3xVIkQmnhHKhgpI9RTCR60qsyfdcimIecrweDjpRk+tM5JyWyT70vXuKQxSTiri3ot7BYbfKyucyPjn2Aqnj3o2kfSi1xptDWJJJPJ96n7VARVwW8h5202Ii3Kn3kJPY5pFuWVgyZVhyCDyKkkhbaeDxVXFAFo6leY/4+p8f9dW/xpjXtw7AtPKxHQlycVXINAJBBFFkBMLiXJPmNk9eTQ0jNwzMfqc0hkXkiIBvUdBUYz3oA0BrOpLb/AGcX9wIcY2b+MVVjnlhyIpXTP904zUWaOSadg2OhfVJNPtkSWQzXJGTn+H61htPJczPLK2526mo2LMcsST6k5qxZ25l8wjtio5VEqUmyMjIxURG01oNa4HWqksZU89utCYiHNJSlh3pu4e9UIkSIuMqwz6d6GBQ4J57j0qPj1NAx60ASDpSE8daTgnrS449aALMd8YbNoIhtdzl3zyR2FUzyeaeEPJHNNYccUrWG2zWsRFdRHOBIv3h/WpprLKsgQnPf0rHjd4XDIcEV0dldR3UWV+8PvKeo/wDrUmrEmWujyN1kA+oqNtMlU4zmukIAdVx6cU2aAO+V64oUgOWa1ZX2nipotOklGR931rSkgDOysK19LsRtOGPQE8UcwHPpocrjiZMntg0j6HLH/wAtU/I12JtQgyFwcdR2rHumaMlWJzz3qeZgjLsNJQ3qC6YGEdcZ59q1bvwmsi77Gbn/AJ5Snj8D/jVe2mJYZyMDrWt4e3a14hOmT6nPaoUkMJRN5ZlQsF9hwTk+nvRd3GzAsraaxnmguYmjc4wG7+49akki+bIAIrPu9YuLmaBjM0hhyQW55OMitWzuEuow4HQ8j0okuoFdtPW4yMbSe9Z76aYshzk+3SukAGOwpksHmRBsZPakpAcq1uAehpRa5GcNitme3Vht24OcVPbWJyAcEZHHrVcwGLHppfGCRn2qy2hSbCyOCwH3SMV0i6eY2yi47gGkmxGNp3E4yTUc7AxrHRYHi8u6lMczHKsvIX2PrUN7od3ZZYL50P8Az0i5H4jtWhuy5GSO/WtCW/ng0w+XK6yBhtbOPwo53cZxTKP/AK4ratp1u7cMAAy8MB2NbXiPQ9ITw8ms2V/dyE3Bty88CxrcEJuZ4gOdqkhTu55HPUDjLed7aTch4IwR6itLXFc2Cm0kEZ/Co5NOWdMqu0jpjjNaNvNHPEHU7lb2/SpiBuUdOlRdoDnJLMDhV59Kg8n5sFa6eeD5sqBwOlZ8kAeQ9j61aYGcltuIG39avwaSj8shIHvitawsNy4+V8jnPargtFiOQM47GocgujAk0WEOh8xlUfeXqT+NXotL0y7j8oxNDN2dG/oadcScchcjPaoreVCykYB70m5FaMo33h29s1MioJov70fJH1HUVW0yZY5miPBk4HuR2rsfDlxb6p4mXTr/AFK5tIpX2JLFLHGsffLGTjGAeOpOBXK+KInttcubZxMk0EzowmCrIAGwN23jdx2q021ZksneI7h6Z6U4WizAh1HI9Ki06988bHb94O396tQcqTzUu6YHPy6csRIIJ54NVHt9h5WuqaFZISRVC4hwu0rT5wMYW+RkJx9asQ6cJMcHn0rUt7IFhtYH2NaX2IoQ2za3pScx3MY6FGY2+ZlYDgk8Zqax020hRo7tPNLdWHG36GtOZljAXHrnNZzSoXKngdetRzMEF34XmA82wYzxn+E8MP6GufliaOQxyIVYcFSMEV1r3sltp58uQoSwwwPIq74s8PX+k+HdL1DV2maa681pImjx9nwEKAtj7zBs47fUGrjJg9DlLy1iCllXacdqowu0M6NGxUgjpRRWq2IOsPyzDH1/SpWxuHHWiis2MbJEmXO3pirWnDLE9ME9KKKTAvIfmb3B/nWPqka7mOOhoopIEZ8IHP41Sj1W50PWP7Qs9nnwltu9dw+ZSp4+jGiiqQMxYBnNWrSeS3uVaM4yQCD0Iooq3sCOqz+6HA61KB+6C9sUUViBWukXcvHpUtgoEgHvRRQB0DqCBx1FZOpxqoYgcg4/SiipBGE3MxqS9/49OecEGiir7DGeJ/Fsuv2trbS6Vptt5KKkb2qSKVRc4QAuVC85OByeayLuBIZiq5x70UVqiQsLmS3ukVG+V2AYHoa6hebhc+tFFTMZM6hTkdjVWSBA7HHPFFFSgRoaexRwo6GtBQHLg9lOPaiikwOf1FQGJHHNU4FGTRRTGJb662kT3UZ07Tr6GVw5jvYPMAZASpBBBHU5GcHuDWTc3txrN5e6nfSmW6nl8yR+mS2SeOw9u1FFWhFZSUYMpIYcgiulsLmS4sY3cjcTzgdcUUUpjL6KPs6n/ZNQzoHQZHQ0UVkhC2gCy8DvWyx8yJGYDJFFFJgtzN1BRsJAweKwzzIKKKqOwdR92x+zD6iq2seJdW1LTLXSry9mmtbeR5kEkjMSz46knnG3j0yfWiirjuNn/9k=", "info": {"video_id": "119762", "label": "pretending to close drawer without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "119762", "label": "pretending to close drawer without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "119762", "label": "pretending to close drawer without actually closing it", "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": "aec081c973aad5fa644e6c38cd4849f03476473c7f85b39db4a698732862114e"} +{"episode": 17005, "episode_seed": 582557726, "split": "train", "timestamp": "2025-10-13T02:59:35.911858", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 582557726, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 2 envelopes onto envelope'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "36632", "label": "putting 2 envelopes onto envelope", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "36632", "label": "putting 2 envelopes onto envelope", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "36632", "label": "putting 2 envelopes onto envelope", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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s0CDAP2dSfzIyTWvFpyNgRwqnptQLURnZ7Fykmj5qgN28c3m2si7QAWZSMH8a29Pn+z2Qjilxxhge5PcV9Ay+G7a6DLLCrA8HIzWNJ8ONOguUu7a1CyowdfQMOQcdOtdNOrY5p2bOB8PeLp7SZbae5d4iMBWOcV289lPdRhrdGmVgCCnPBrjviQv2J7O4uba3hmG4NNEgTzBkdcdTWTofxGvdOlhEMqPBECoDJncCc5Nck8Q6M5Sgtz0qeCjjKUYzlqr21OgvfDepTyN5enXTH0ERrjtV0DVdM1P/AE3T7m33pmPzIyNw9q+iPB3iey8SWYdCi3Sr+8jHQ+4rW17Rota01rdgBKvzRP8A3W/wPSiOJdZXa0Mvqn1So4vc8T8H2UxubOMxPjcuflPrUn7Sc8sMXhuONyqt9ozjvjy67/Qrd7O6KuhWRDgqexrzD9oiWWYeHjJ0BuMf+Q62nBpXRk6vNUs0eJm6lyCrke1bGkXMbpKkjhGbrgYrQ8A+Cm8X6pIs7yQ6fbrmaWPGST91RnjJ6/QV65afCDwnDhil/KenzXOP5AVnGfK7sqdmrHm8A33dtJCQQgL57ZAxXT+H5LGS/t47uTf5p2ocfKX9Cfft716Dp3w18KxDyl013TBP7y5kP9a3bX4d+Fo7QWw0eLyjyR5j9c5zndnrWk6iqQcdVczoyVKoptXsZVro1jM4JtYlJ6sFwasatrKeHLFSsIMjMI41PAJ/wFdlFpNjEgC244x1Yn+teU6vq8Wp+Lf7E1Wyia1iu3iVg7BhnIU5B9x+deL9UnBXep78cdSrz5SbX9Tm1qzikbCpsBCL0yeprz3U7cxRu2OgzXutn4fsJY1RrVCq8AHJ4FaKeEtCkhKTaVaSBhhg0QNejRxUFFQgjxK2El7Vzk+p8xaNFumh3AjdJuNe6/DqENdSy44WPH51ian8OLPRNTRoBM1q5PlEt93/AGTXceF9PttItHkXdlwM5Oa1UW1c0rVYpJHyn4G8MN4h1hXlQmxtyGmJ6Mey/j39q94gs0XGfy9Kx/C+iQ6HpMNjFzt+Z3xgu56n/PYCuoijAQ1SRwVKnNIjhtVZuFHWtqG3UMFC8KMVDaQgEMRwOTWraxNwSpyfaqSMZSJYLbAHyisrx5Yfa/AmqRhclYhKAB/dIP8ASujjXao47VVvVTULG4tHJVZkaLJ4HIxTaurCVRxaZ5J8LLoC6vdPY/eUTx/hw381r1iFDkDpXzxoWr/8Ix4mtby4yIreYxXGOyHKtx7dfwr3qLxDpEiqU1SwORkEXKc/rXj1KfLO59SqnPDQ6OEBlDD8a5rW/Doj1EahaqAkp/fKOzf3vx7+9X4fEujxnDapYKO/+kp/jWlHrOl3CYS+tZA3GEkDZ/KuyhPld0edXpuSaZ4j8UvCs+t6x4ctFykLCdppMfcQeX+pzgV0mnWFvaW0VvBGFjjUIigcACum8Yxo/wDZzRDcuJMH2+WsmFVjUFyFPucV1N8zuedK8fdfQURAkDFXkgCxqoHU5NU1vrCE5lvbVO3zTL/jTn17SRIQdRt8fdG18j8xQrIzd2tCzJbiTvTBYJ3FV28S6HbgebqMKbjgbsj+YqsfF3h/7ZGDrFr5YPK7vvH0z2FU7dSYya2PEvG9q2mePL6SL/nqs6YHqAf5ivXtAhS6gguY+UlRXU+xGa8/+Kl3p2qeILbULC4hmaSEpN5ZBwVPHTpwf0qXwb49/sXS49PvbK4uPIJWJ4SvKZyAc9xz+FeVjaLm04n02WYnlpWl1PoXTAI4VU9COa0J7eK6t3gmQPG4wwPcV5bafFG2aMKmlXxPcNIg/rXRaZ47e+YIulOoJwC1wv8AQV0UITtaxyYhq/M2a8Ohi3VovvKM7T6ivMfh74Qj8O6STMoN9dHzJyP4fRB7D+ea9jtppp498kaICOArFj/IVxtsYowd8kaD/acD+ddMpylozg5YxV49S1HGFXgVftIMfNjoM1nnVNMi2+ZqFmo95l/xqzF4g0faFS+SQk8+WrN/IVNraiV5aI2IYflye9T+WvpWQ3ifS4oGmZrgRIpZm+zuAoHUk44rKk+J3hRUyNTDE9lQkiquyLaXOX+OWlxz+Ebe5RPnhuVyQOzAj/CvIfCNkl3b3NsyAyQkOuf7p4/mP1r2Txh4z8N674QvrBL0O8sRMauhB8wcqenXIrxXS76fRtUjvbeNZAAUkiY4Dqe2e3Y1zYqDnTajueplVf2NVOWx2GnfbdFvUurKRopkOQV/r617L4Y8cWusRJBfbba+4GCfkkPse30NeJL4y85udFQZ/wCng/8AxNaFprckzjZpsanPH7xj/SvPw8cRB7H0OMlhMTD3nZrqe/zWEUlyLgKA5GG968T/AGg9Nmv73wpYWcRknuHuERR3J8uu/wDCOra3chIpLMm2HG92Pyj6mr3irTre41TTL6RN09ukyRMf4Q+3dj3+UCvWUpWVz5arTjTk2nc5fwh4VtvDWg2+nx7WdRumkA/1kh6n+g9hXULAgAUL19qS2jBAJ6Vfij3ScAmkctyW2gCISBy3HSr6JgcCmRpjAx0HpU6insOKuxVWvCviBAbDx7dTKPlcxzj34Gf1Br3VnC4FeR/Fy026np98uCJYmib6qc/yajfRm8HyyVj0LQ5hPbRSqQwKg5HfIyD+RBrcWuA+GetwX3h9LNnzd2Z8mRD12/wN9McfhXehse31rhpLklZnTWfNK424t4rqBoZV3K36e9UYdNMUflk7h2PqKvG5hBwZowfTcKesiP8AddW+hzXdGbWxzTgpbnyvH8SilqjBrn7QRlkjijVFPoGOSfriqv8AwszWmdv3jhT0AkCn8wtcAswxTxOo9a0crEewj2PQ4/iTqOf3iTSAjBBvZB/Kr8PxLjU/vtGkkz1A1OUZrzNblcdDUqzA9jS9oDoRas0dRJ4p1meeZ01G5iSRifLWQ4UE8Dnnip4fEWqxg7dTutxOf9YTzXLpPgcA5qzHOWI4xUuVx+xj2NOSYzOzykuzklieck9Sant4YRjbDH/3yKoxcnvWvYwREjdk/jSTVy3KyNzSYVMi4RfYYFet+EFGP7pFecaVbW6kMqnP1p+n6nqc3i+502LXLuxhHmeSsKhssqbgvsODya39olGxyybm7G58dNcl0ZdCENvBK0vn8ylsLjZ2BGevevD5/EOo3Eocyxx+gjiUAVo+OPEGq6ymnHUr2a68sOU8wg7c7c449h+Vcl5x9BWak0rHQoRlrY6CLxHq0YHl30i/7qqP6Vdj8beJIR+71i6X6Ff8K5VJmHpUyzMfSj2jQ/ZR2sbGqa5qmvSxS6peS3TxLsQyY+UZzgYqGNtnKgVSSVs9vyqxGzHvUudxqCRPjc2avWi4YZqCAAgZFa1oQrA7RUbsv2nKrGzpq8LwSPpXoPh1PLeN2O0dTmuQ0qcZArY129ubPw+09rK8UokQBlPOCa6IT5TkqzdR2PZLe8tjbYWaMnHTNfJt14r1O63KDbQLk8QW6r+uCf1r0S/1S+ttFivrDxBqUimc2+ZkVFmIXLNGOu0H5Tn1H0Hi4mbJrJytqjalG6s+huw61qSfcv7lf92Qj+VXovEetx/c1e/X6XLj+tcss7561Otw56mp9ozoUEdPN4n1y5t3tp9Xv5IJBteN7hmVh6EZqkjVmLOx71YSVmxznFTzsPZl4ln4JzilSDcR/hTIGyea1Lb7w7Ck5XEly6lmw0/eRiJz9BXcaDpxUgmAr9RWDp021l5rtdLl3KK1g0uhjVrSeh3WjXEEFqsRcZHtXH/FLxbH4dk0kl7grOs2BbhNxI2dSwOByegrno9WvJPG1zpk2sXlpbGbZG0UsaLHwCSS4xjGeOua89+IupajNqENrqFzdTfZpJkRbnG9OR1xxngZxRJ3dyKabXK9jSufinq7sBaNPGgP/LScEn/vlRSJ8S9Zb/WFnz1zdSj+TCvPBcLxwaljuwD0NTz2NlQj2PTofiXcFf32lwzc9Wu5wf8A0Kq2s+OrvVUhWzg/s0oxZ2huHYyHtnd0xXBJeKf4TViO6GR8px9annQ3Su7s6eLXNUZw8up3jHOc+c1S3mq3t+qrdXc86qSyiRy2Ce9c7HdnOMfTNXYXLgc0udC9mlsjStW2TeahZJMbd6kqcemR2roLKSWUgM7t/vOT/M1g2sSOw3E/ga6vSrS2O3Ib67qcXG9xSqOKtc7Dw5BGJI2MSn32ivQkwEGMV5P4gvLjSfDTXGnzvbzCWMCRDyATzWbqep+LtH0nT7q51m+Et1v3xlQBFjaVBOPvENnH/wBetZyTtYwpybbbPnFRTxRRQzpiPWp0oorNjLCdqtRdaKKRLNKDqK17XqDRRTRlM63R2PHPase8vptM8WXV5b7fNjlbbuGRyu08fQmiitHsc8PiOK8UgKtmB2DD+Vc6OlFFJHXT2JFqVKKKTNCaOrcf3sUUVImaFv1FakAwRRRQZTN7TmIYfWtzxAx/4Rds8/vY/wCdFFadDmfxGJqevNq8EMcmn2MBhRUjeBXUqgB+UAsQBznp15ry0dfxoorNnZS6ju9TL1oorM6ETqOatIOlFFA2XrcdK1rbtRRSMmbFmSGFdpojE7aKK2iclU5rVtUOn+JtVQ2dndRyThilzFvAKjgg5BHXpnB71wvja5mvruC7uHLzTNI7t0yTiiikzSlujl1FOWiioZ1onSrEdFFSNlyI1p2x5AoopEM2bXtXTaWxDgZooqonLUNbxVz4RY/9No/5muOm1e+vLGGyuLmWWGF2kXe7MSWx1yecY49Mn1ooqzOGx//Z", 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", "info": {"video_id": "36632", "label": "putting 2 envelopes onto envelope", "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": "4403a12c7708d4c5c4c9b52abbf0c3212c25fb5559879860393d0effba85af48"} +{"episode": 17006, "episode_seed": 42981321, "split": "train", "timestamp": "2025-10-13T02:59:36.689192", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 42981321, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping ring onto cloth'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "193045", "label": "dropping ring onto cloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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gVb+2a6sp4UcqzKQrZxzUVnZTQJuuLlp5mAUuRtAA9h71oumRzjjtTcBQCaQFR0wDwSKgdcg1bkz9TVaQ5PNMDNuB1yORWbOMela06nB/wrNnUgHFWgLlsFXaK00OSOlZlvnHYYHNX4mA59PQ0mUXUOcYzxUozjPU+1QRkE9etWFAOAOoqWA5H2jB5NMlb5gQAMcdetOXGeM9qRxlgcDp60hEDgkHB5I4FQEZx1xVwqW7D61XdQFOOvTmmgKUq8HjOO1Zs68E9sfnWo4Oc56d8VxEctzqXjC60t9WubSL955QjXdllQsF9hweT6e9WhGr5KyTqSOnatWGFQAQPxrjfCV9dXxuDcXDyYCEbu2c5rs4j0JH50WKT0LcSgc9cVZQAfdx6mq0Zw2OtWk5U4B9c1LAlRQxIANOlGELcVGBjp6daWQHaDgZ96QhjbemarSEZJ5/KrW0hTyM1XkUljgHHXigCpIpznBHpVOcAL0FaEhA44yK5zxVcS2mjvLbStHJvUbl689RVIQ6YZJzg/0rRtoiVGT9a47V2MGiw6lYa1qEwe5+zZuIlRZyEyzxY52qcKd3qPcDsrZiEGeDimxouxR9MfnVxEXr6daqo3yg9verSEHHNSxk/Hfj2qZIwqEAde9Qd+vT9KlDMR949OOaQhrfebPXp0qCU4HB5JqQDLE4wM9TTJVwp4xjpQBUdRz1+oFV5BgHqfxq6RtBzn0qpLgj6DIpoRmT9SB+tO0xf30hxjpxXP284vfGc2lXup3drbSS7EeOWONY+5LF+MYzwOScCrfhp7pNY1e1upLktayiNFuMB1wWHzY4zgDOOKp7DT1OyQA4Gc/hVyPoAPx5qlEeevBq3EcdvpUFFlfUcAdqmiIxyQPT2qEH5B/KpV6ex5FIkWUrjC5Jz0AqPOegqSTHHzcd6bgYxzTAqv3PHNQSKfXrVuRSWJzVSQsT0PtTQihcdDjNZswG4jIB68Uzxddz2WitNbytDJ5iLuXrgnmua16z1/RNG0y9u766E14X8yIpgQ42lATj7xDZx/8AXqkF7HWxnAOOO1X4iQpoopMsuJwvHqKt7di5BPXGKKKgByMTKF7H0pxx0x+NFFBIwjgmq84A/OiimhFGXhBjuDXl+p6jPpfiy6vrfb50crbd4yOV2nj6E0UVaBlzwOg3Xgx90IB+tdpGSD+GaKKGUti7Gx2DnqKtqxBAooqBkxJ3FewJpXUCM8Z4/pRRQIawG76VHJw4x6UUUICrJ94AcDNcr4z/AOQJIOwlj/maKKtCOR1nxG+txQRS6Zp9uYEVI3t0dSqDogBYgDnPA5PNeiQkqAAfSiimKJcjY5A4q9D96iioZZYU8Z61IudwGT0oopCDYAxGT90GmkZiJ5ziiikBWmAK5I5FUZT8vQc0UVaEeb6lrLaXruoxmwsb2KWYOUu4d4DKOCCCCOpyM4PcGtjwbe3GoXmsX11J5lxO6SSORjLEsenaiim9hLc7WIlo8nvV6M5UUUVmyy4nIBPepY1G7HOMkUUUCY9yQ23sTSMen0oooEV5T374qlIfmP40UVSA5fxuf+JC+P8AntH/ADNcDea7qV/p0Gn3V3NNBBI8i+ZIzElsdcnnG3j0yfWiirEz/9k=", "info": {"video_id": "193045", "label": "dropping ring onto cloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "193045", "label": "dropping ring onto cloth", "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": "9074b5ef6eb80f7710f99f95061ddbcb4c81d817f45c160bef49866ae3d818a5"} +{"episode": 17007, "episode_seed": 2277359598, "split": "train", "timestamp": "2025-10-13T02:59:40.437111", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2277359598, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering a night light with tissue'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "23690", "label": "covering a night light with tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "23690", "label": "covering a night light with tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "23690", "label": "covering a night light with tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "23690", "label": "covering a night light with tissue", "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": "7eb58b5bb59537c3f338a5b4db72bd21ad95369384d7b69dcc1f22695ce8dd32"} +{"episode": 17008, "episode_seed": 1345417377, "split": "train", "timestamp": "2025-10-13T02:59:42.441719", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1345417377, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting ballpen onto box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "72866", "label": "putting ballpen onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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+nSuxS4uHkLmR3kc5ZmOSTQpxirI1lGU32RqWcVrqVtLEBIkRfDx9PcD1wDV+DSYomAEzMoUKUZFIKh2bH/jxH0rNtZp1HLck9lq8txNvzn9KSqFTg3uTJokSWzwRzuEkiMLh+Ts3Fhg+oyRmtZwWU4OM1lC4mPAx+Rp/2qdf4VNaKomcc6bRm+NIQ2mW8uT8kuDj3B/wr5/+KfXSuT/y16/8Br6C8QNJe6FcRbMOuHX8Dk/pmvnr4ngg6YSQc+b2/wB2obTmrCgmo6nntKKSlFaCN3wqoGtLIekcbN/T+teq+HoY9Y1oWTyFP3ZkC5+ZsYzx2HNeZeEIY57+5R3dD5XylDg/eFd3pllBp1x59tJIJCCCxPJB6jNSpRjK8tTaMZSjaJ6Gb3QPDki28IjkuFGWjj/h5zye3eqeqaje6/a7Fvjb2rqQIoRgHgj5j1I56e1YUdyOyqe/3atR3TBQAFHsOlXPEOXkKOHS1eor6R5qSAyoCWZ0dVIMbEKAR+XPqDU8VjJHJH86lVm87d3+5tK/Qn9KYly4JOBg+9Sfa2/u/rUqoTKBbYHcMetct4pjKXsUgI+aPHT0P/163xdnPKNWJ4oYzW1vKgOVYq3sCOP5UTacTKKakeMLUi9ahUjFSqR1zVAdt8Or37P4ge3LYW4hIx6leR/WvWo5SDg5rwTQ75dP1uyuy2FilUsf9nof0Jr2OLxLobHjV7P/AL+gVjUjrc6aE0lZnUQSr1OTmtCGUZ+4MfWuZt9f0diAurWf/f8AX/GtW21XTG5XUrNvpOn+NZ8rOnnRuxyJnmPj2q9D5WP9X+tZFvdW8mNl1C3+7Ip/rWpCQfuurfQ5o5WZTmi6scDD7n61wXxB8RQafc2mkxw/vJG82Ri2cL0X6ZOfyrtJ7gWlrJPKwREUsWboABXzvqmptr/iWS7djGtxMAnfYmcKPwFa04X3OOc7PQ9O8LW0d3fy3E4VY7ZdxJYEY5yT+VePeO/FDeKfE9xeKx+yxnyrZOwjHf8AHrXU+KPE8ui+GLvTrc7Z9TKxtIBgiNc7vxOQPzryoyc9q1pS/dpIiUf3jkycGvS/hxd79Mu7YnmKUOPow/xFeXq/0rofCviNPD97NLLA80U0YUqjAEEHIPP40prmjY1py5ZXPa4pDn2rShlYLgYAx1rziD4laWcb7O8X/vk/1rTtviPoJ++t4n1iz/I1z8jO1VYnoUMz4+9n61chlfOMA+5riLf4g+Gmxm8kT/fgf/Cta28beGZMf8Ti3X/f3L/MUuRkyqI7COU8ZC1LJNHHCzt5S4HV+B+Nc/D4m0CXAj1uwP8A23Ufzrn/AB/4rtrbw69rYXsMs11+6/dOG2p/Ecg8ccfjVxg27HNUmjmbvxS+va5eyBYxEuRD2GwcD8+T+NeKZ+Y/WvRfDQDXc77mDJHwAMgg9a823fMee9a2Sk0jO7cVcnBrQ0i7+xavZ3OcCOZGP0zz+lZSsfX9KkViR1qugLQ+hEJB4NXreQjuK8qtPiVPHHGkumxuVUAsspGcDr0rWt/idBkeZpcg/wB2YH+lc/IztjWR6fFIxIO459ulX45JODuzivOLb4n6T/y0sbxPptb+ta1t8S/DrkB2uo/96An+RNLkYOrE9AglfjJFXI5jgA4/KuLtvH/haTH/ABNFT/ficf0rSj8ZeG2GU1uyPs0mD+tNQZhOaKXxE8UNo2lLbWrx/aLpvLIxyqj7x/p+Jrwr4jTtcQ6RIdvzI7cAjrtrc8X682u+ILi6DloU/dwZ/uDofx6/jWB8QFVLPRlQsUCPt3Y6fLWrio8pjCV7nD0vemg04GqKNzwrN5WuxAnHmKyfpn+leioxHQ15RY3bWV7DcqoYxOGxnGfauri8bQ/x2Mg/3ZAf6VnKN3c1pzSWp3MUhHTFW45Wznd+FcXD4104/fguU/AH+taUHjDRm+9NKn+9Ef6VPKzX2kTrElbOcA1aR/VFrnLfxLokpAGpQjP9/K/zFakGp6dL/qtQtW+ky/40rMylJGqojbqi1yni3WobR4dOSJPMmIZmDdF7fTJ/lW7cX0FpZy3Lzx7EUsSGBHH0ryG4vn1bWzcyHYZpMgAfcHYCtIx01MHLXQ59c+lSqSMcGtFNPQj7n86nTTYsglDg+5qPbxNPZMzVYkYwakU81rppUBx8p/M/41OukW5wdp/76/8Ar0niIspUZGTGRU649B+Vaq6NBxgP/wB9VKujQ4HzSD8RS+sQK9jIy0IHQY+lWUnkUfLI4+jEVf8A7Fj7PJn6injRBjiV/pgGmq8DOVKRTF5csNpuJihGCpkOD+GaYJSkiuOqkEVoHRSCAJj+QqLSNCXVfEsmmXGpzWyFZPLMcW4syoWC+gHB5Pp71tCtB6JmMqUhPHjtOumsuWBDkY567a4wxvn7rflW1f6nJJFbLdzSyBUwgIzt4H/1qrpe2RxmXH+8p/wrFSlBWSN3GMndsz1Rx2b/AL5qRc98/lWtFd2P/P1CB6Ekf0q9DLaP925gY57SD/Gk68uqKVJdzBRsdasIw9a6KOCN+RsYd8EH+tSiyiYcxxnnuBU/WF2L9j5nPK1TK5reGlwtnMCZ+lH9kQE/6kD6ZprER7EyovuYu/inoQFPQZrY/se3JI2t/wB9GqOqaettYtLEzqwYAfN/9atY4iFzCVGRY0GYpqe0fxow/r/SuFNtLknZx9a76+0qz07SLfWNL1S/lb7SbYNcRLGs5CZd4gOdqk7Tu9R7gcamowZO6OUfgD/WipJ814jhFJWkVRbTZ/1bfhThbzj/AJZSflWimoWfGWkU+8Zq3HqNhxm4A/3kI/pWXtZroaqEe5jrDMDzFJ/3yanQOOqsPqDW7FdWUnS6gPp84H86uxxxuBtZG+hBqXXa3Raop7M51GqUN710a2yHPEZ/Kn/2fCcfuojnnGBQsSuwnQfcwFb3p+4k8mtz+yoNvMI/AEUjaTb9kwfZj/jWixETGVGRjM1VvF7tPpWjNg8LIv5bR/StrRdL0/UfFX9maheXNtbyPsSWOaNFj7ksZOMYzwOScCud8VJJp9+dOlFyEtZpY0jnxvT5v4scZ6ZxxWspqSTRMIOLdzm/Lb+7ShH/ALp/KrC3EXdW/Kplnt8/fI+qmp5pLoacse5S2N3VvypwBHYj8K0kmtz/AMto/wAeKsRrG+Nro30YGpdVrdFKmnszIDYNSqa1zbKx+6p+ooFjGcZhX8BS9suweyZlhjT8gjoDWidOi/554+hNIdOj4wW+gamq0SHSkUFOOnFOWTy5VcdVYGprqz8mLcrt1FbGveC7/wAP6BpF/ePMs98ZPNhaIgQABCgY/wB5lbOO3TqDjWM00ZOm0cmjuDxI4+jGrEdxcDpcTD/toaKKVkVdlmO7ux0u5x/wM1ZTVL+PpdyHH97B/pRRScI9ilJ9yeHxBfLIFLIw91/wrqbCeS5hDMSpI/hP+NFFclWKWyOmm21qaHl8Bt7ZxUbSMrkYUgHjKiiisEWyVG3opKj5utc9JfzaR4klvrXZ50Ujbd4yPmUqePoxoorejuZTOV1n5RAATwCB+lZW9sdTRRXXHYxY4MTUitg9B+VFFMRPHKVIwAPoMVow391H9ydwPTOR+tFFDSe4Xa2NSy1q784K4ik92Tn9MV1cKI6I20KWGTt4oorkqpJ6HRBtrUseVjje+B2JzWPrzf8AEtOQD869veiipjugkUtY8SvrkEEUul6dbGBFjie2R1KIoOEALlQOc8Dk815+RtJwTRRXYjEN7AcMaXzG9aKKZJIrn0H5VYilZTlQAfUcfyoooA1bbUr1ANtw+B2Jz/Ot3S9VnuplhmjhZfXZg0UVlVirbGlOTvudF5KDkAg+oJFKy7VOGbr3OaKK5TVnNtrbaVqN6h0/T72KaUOY7yDeAyjggggjqcjOD3BrmvE17capeG+u5DJcTu8kj4xljjt2oorsh0MJGDRk0UVqSKGPrShj14oopCJo7iaMjZIy/Q1dg1G43ANscZ7r/hRRUSSsXFu50CqrIHxgnrg0SZRM7icjvzRRXKbMq3zZteg+8p4ovPEOq6jpdvpt5ezz29tI8qeZKzEs+M5JPONvHpk+tFFbU9jKW5//2Q==", "info": {"video_id": "72866", "label": "putting ballpen onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "72866", "label": "putting ballpen onto box", "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": "b080d6c9cb29a82b20adc5d788f84cf7d787ee85cda38f9a7132de2ce153531b"} +{"episode": 17009, "episode_seed": 3252820121, "split": "train", "timestamp": "2025-10-13T02:59:44.063781", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3252820121, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 3 pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "172104", "label": "stacking 3 pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "172104", "label": "stacking 3 pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "172104", "label": "stacking 3 pencil", "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": "ccc333db259540a6ea1f09e596e9cd2d0abf39775717101a166de71cd8d9a4ad"} +{"episode": 17010, "episode_seed": 1301133388, "split": "train", "timestamp": "2025-10-13T02:59:46.366288", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1301133388, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming eraser'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7603", "label": "turning the camera right while filming eraser", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7603", "label": "turning the camera right while filming eraser", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "7603", "label": "turning the camera right while filming eraser", "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": "28aca2a8ff911455200644e3254e6be4f7cc29d063868db3195dc823caade219"} +{"episode": 17011, "episode_seed": 1206964414, "split": "train", "timestamp": "2025-10-13T02:59:47.852319", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1206964414, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "193906", "label": "tearing paper just a little bit", "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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8kg4BFThm25xkVd3Yiyvcsb8dTQJsHAOKqMW496PuAO5AFNCZrJLjBY8dq62yh8zT8OMeYuMe1cdpEq3NwqbN29giv3DHvj2Ga7xI9iKFP3Rjmm37tjKMPfv2PjcaQgl6ZFbNpp8UaA4FQo/fNadmFlXlgCOua5k7nZJWLlvGIwMAYq3BvVWLNnc5IGMYHpToYbcKN8oP0q/bRiU4gt3fHfoKuxNyS187rkKvq1JNaNIzsGUg9zVmS2aKIy3EiQovXHJrk9S1soWRXJUHjNOwrmpLDZW/M0wYnslUHmhnMi28OAq7mct0Arm5bu6vbtYoDkkDOTjqQP6iuo0DT82F/NMQTEREqg/fkJIAHsME/gKdh3NPw7phvr1YETzJCpZU/vN2H0zyfYGvcNG0qPSNPEO4NK3zSyYxubH8uwrjPhlZW0KXM7n/AE1+ACPup/8AXruNS06LVbT7NO8qxFgWWNtu8D+E+o9qSFLzPIfi5e2evXNhFaSCUWZlDOoO0sduQD0OMdq8+tLIowyK9V+Ktrb2MOiwW0KQxDzsKgwP4K89hcbwD0PrSvrYrl926LFvbDsORWtBYSTCMCQR4cMwHO4elMtoQSCXjH41oxNHHhVlcn0QVRncuw2kKDDZPqW6VDcJa5wsZc+i1ZS0uJBkwlQe8rf0rO1Sb+zlx52XPOFXAH407CTRC1o4LsdkKnnLHpVKWa0jXG55X9uAKx7zVncOck4GaZp0FzN5c0xBV3CgA88jP8sfnQijoLe3IkBk4+UPjPQHpXpfhfRB5cVzIo8rar4x99+o/BePxrk002L+147Z3/cKyrPKOQSPvY+nT8K9aiVEiRYwAgACgdMdqHoLdFLVNUttMt90z/vH4jiUbmc+wFfPttGY3Py8Zr6Fj022guZrsJuuJCSZHO5gPQHsPavnyObDH61LdhpXWhuQMTCE98j2rRhjG0EsPpWVa4dAQVAPPJrUieONc+auf9kZpkXLtrAY4ESSRpSO+MZqefy0jIBCn0qvB5065ijZl/vMcCnTW2yMvLMBj+GMZNVYV1cz57TeCxZFX1JrMnWwt2Jd/NPovArO1DWG8wqGJrLiFzqWoeWjhEBCkn15/wAD+VItG6qpdo8iQpHGhAwOrE/5Ndd4V0j7bcSJFlTGFG/H3cnk/XAOPrWHolqh0FpBh55HCov91QMsx/Qfia9J8Fpbw6SYk/15bdKfX0x7UPQFrc3Ge10uxBd0hgiGMsf85NeSfFGebVm0uc2ssVupl8ky4BcfLk46gdOtevTWsFw8bTRK5ibcm4Z2n1rzv4sHDaR/22/9kqW9Coq7sebWEaqoFbFsB2rNgUFsDGa1bWIAZZ1A+tJBLR2NGASFkKtgAHI9avxgAgsST344rMjmjVgiM7HsFq8kFw4+ZRGvrIf6VSRNy35qDjcPotRTXsaRkSOqqOw61h6xef2eqqspZjnJxgfhXJX2syywyYJz0FMLHaT63FGNkIDN2zTPtEzzN5r7ihCgDpmuZ0iynN3apPMgM0hUEnhcEAk+2T+hrt7VLWLxHBM0ZNkkgManq6jgMfqRmh6DSu7I9B8P6OLGMTyA7ioEakfdGBk/UnP4Yp2p64yTGx0yF7u+zhghAWIf7TEED6da2UdZEV0OVYZB9aZBbQWqFIIkjUsWIUYyT1NIR8iJIAKtW8xRsg1mo+anSTGK5zp3L82qPbuRyR6UxPE15E37q5dB6A8VWvCn2QzkMdowdozXK3WpDziE7Ng1sndGElZ2O7Pie8nj2POcZBzjmsu7na7u2fjc7EkAVyo1Fh/E3PQiui0WZRZT3UyF/lwHVx8vODx+NNsEjtvCOkLJpl7q0qoDCwaLeOGKEYH/AH1j8q2PBug3suk6tqWNi2trK6M65DSYPb2GateBtU0w6Y2k6vEqwQSfa7eTBBJ+8Q2OvHT8q5TxzqOqWbT3dlqDw2VzfGP7NDLjAZSSGAxwc8A9qm5dja8NeLrvTtRjZFDoOCTxXq8Pjqzktg5iYOR0DcV8sRa5LbqIlOATmtzw7qFzrviA6dLrFxaRvHI0Xlpu3OqFgvoBweT6e9RG/Qudnqz0L4g+IW1q5st2wJFv2qvbOP8ACuQWTJ4rm9F1W41Aym5meTAXG45xnNbaMBQwWxrC7dLfO48elQnXJUGMlSO9RW0gJ2Mcg8Vka3fw2O9CjAjA5Ht1FaRdzKcbM6KLxPeLgfaXOPVs1Dd6rNdxMJJWbc24g9M1wKaq7A/MQeox3FXrG+e7u44lcgMejMB+RNVcix1emWcl/eW9sqlvtEoQY7jPNdxreiyQarZWFkiuc7iEGPnYLx7YCj9a5/Sb77DrVvc2kAWSy2OI3O5cEdz+P516D4gu7K90yFNHmjtLu6mS4eZ2wIix2/NkH3GOOSOeaB26GV4oE/hy/srUSKcWikYH8ZJ3fXmum8N+MPNtEivYwrKMDB5rwK91i+TVLr7XPLM9vcyRxtK5YgA+9Nl8V3iWEkkNw8chYYZTzWbbvc2suSx9JX/iu3iiPkYyQeW7V4OJwT+NVtc1J4fD8Gp6fr2pTq10bXNzEsa3BCbneIddqnCnd6j3AZHIODmiV+ooJGzbXDopANQnWpYmI5NVYp9rg54qPVJoLVElZH/eHhhyAfeqg+hFSPUtDxBcK2VncD0DEVMfEFzNs3XD/KcjB5zXn91rYe5xGCoB+Yd/rTF1VxwWfnkEGquRynZEtcXJIyx5Y13mhaJs8HNfEbbq5LeQCMlywZOB9P55rz3RbtE0p5GWOZpCvzK/zDnpj9a9a8K+JLW00g2upIjHT18y1bblgP8AHkUDKuj6S1p4K1S/kmWKUwkRKCNwAILZ+vSqHh3xLeWd2JY5FMB+U7uR9K5LxvG8MlpdQ3Zk829lV4QWxCNuQoz1BHzZ6c+1cvFrs8UiRByFHT2rOTNqasmfTA8YW5tw2wByPXivOPHmtnVLmzLPuEYfAHQZx/hXB6FrX9reKV03UNWu7S2nfZHJHNFGsXqWMnGMZ4HJOB3qvDcXf9s6nZXb3Ja0mMSpc4EiAEjDAcZ4GccUO9hRS5tDcil+YEUXd69vtOeoqokmBwandVu7VozksORj1pRZU43Vyq+vykDaxQjuDUsXie8Qj/SXOPU5rjtQ1JLcuu1gQxXDDkf/AFqzV1WRlySQRyRntWpz2O8vNTlvIgskpYBi3PYmrHhvTn1LXbK18ssHcyEY6gDP9K4iwvjcXiIWwp52u2AfbNeg6BrUuma+NQs40R7c4IJ3IUIwR/npSZSOm1TQ5JfE9va2si/ZwTEkp4Xdu3Mc9zls/kKr+OJhpfigW1lc71+zxCPawIGBjAx9M/jW14o1DS9at7O0s5fsUKyrM8iqQVLnpwe5AUk8DdXhgup7N5lLEMk0ij6BiKmTujWmrO5774Z8cXMFqsF20cu3jHp+NXdU8cO8ZWKQRKR/Cefzr53Gv3UVmzRzPG5YfMprZ8SWGv6BoGk399d3Sz3xk82FkIEAAQoGOPvMGzjt06g1K5mhyUbmBGxFWUOaKKgo07FRIjowypB4rgr92TU5ec7HIGR2oorSBlUGSKFRQO0jKPpxVu0Ywn5CRmNnxnuBxRRVMlHo3hl3nW9d2JaC2QofTdgGqviT97pIdiciSP8A8dKgfpIw/KiipZrHZnCzKPNPtmk07V7rRtUTULXZ58W4LvXcPmUqePoxoooiTMv+GSc3H/AP6106E5oopPcqOxag++PrVLxuDFpUc0bFXb5Wx3HTmiiiG4qmxxenHesQbHySAD6NnI/SprRFkk+YHKZIIODxRRWhmjqdDvp0idlbB+zq31JY5r0q+jEc8dopPlSRRoQfRsZ/n+goopFR3PNdcUG/vXPLPNvP1ZFY/qa5u8YxwBVHBwTRRUrcuXwlzXfFkniCC2hm0nTLU26JHFJapIpSNc4QAuVC85OByea6GNjtH0ooomTTLKHpV+6jWXRZgw+6uQe4OKKKUdyp7HlAuZjfCR3LsBty3OR0wauTAIkSjkKXXnuAf/r0UVoYouWcphlZYwFHk7uOxJAzXpmkzvJbX6Oc4jO1snK4jc4H1xRRQiluR+J4UfT4JG+8btx/3y5Ufo5H4CvOdQfyDvVQTnHNFFR1NOhDYeIpNLe4V9O02/inZXaO9g8wKyZwQQQR1ORnB7g1qaLqN1qup6lf3kpkublxLK+MZY57Dp9KKKqWxFP4joIiSTzV+0JEw+tFFZdTeWxyHjxfs96oiO0SKdwwMGuatDvWPdg7SUH0INFFbHL1CE/KzEAsq5BPrXTaJcy7Ww235I+nv1oopFHoyRrdXlvCw2x3DJEyqTwpaZeM/QH615vqyg3U7Y5eZmP1YBj+pNFFS9zVHNT3D7zEMBQe3Wr+oeJdX1PSbfTLy9mntraR5UEkjMSzgZySecbePTJ9aKKpbGT+I//Z", "info": {"video_id": "193906", "label": "tearing paper just a little bit", "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": "e90c31997a983267f73742974e7c17dc0e8d4d94265c3803c880e9ffc27781ee"} +{"episode": 17012, "episode_seed": 602162879, "split": "train", "timestamp": "2025-10-13T02:59:50.019411", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 602162879, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a sponge up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "135970", "label": "moving a sponge up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "135970", "label": "moving a sponge up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "135970", "label": "moving a sponge up", "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": "4593c6cdce11345f60e6124e99fc9459e72af5069d1061458152c46cc3b74224"} +{"episode": 17013, "episode_seed": 3011651519, "split": "train", "timestamp": "2025-10-13T02:59:52.863571", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3011651519, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "177540", "label": "tearing paper into two pieces", "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": "177540", "label": "tearing paper into two pieces", "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": "cd90cb262473ebd03bc483e6e49dbde7d33f90b8c3045cfe3104c2176aa0cc11"} +{"episode": 17014, "episode_seed": 1553015539, "split": "train", "timestamp": "2025-10-13T02:59:55.459456", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1553015539, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying plastic 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "37514", "label": "laying plastic bottle on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "37514", "label": "laying plastic bottle on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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6a1v4L7w9Nb21jqN28qiSY28QjiiVQMLvbsqqB09T3q4xla63MJ16SqKnJ+6vn8v0+RwN7JuuM85B/l/+uvb/ANnVYbq315fL8uSPyN7qfvj95jjseDXg8j7ndvUZ/M17p+ziSlv4ob1Ftj/yJWr92Oh41SbnNy7nsEseWPXHpWTdxBZG+RT7tXQsm4dDWZeLjdhfyqpIuL1MaONwflHHtT/mABdj+Byaeu7zQfepnDJl9y8CsrG1yqIwp3BcjOcEf414zqFrL4c1WaJzlbb54mXrMCxKZ+pIB+hr2di8ueD+Vcv4q8NjWhYyZKNBOocggfIxwSf93JP51DOrDVXCejtfS/a/U828TaUbB7RlSPzLmISi5D7mlk3ZLn+7lui9his/Qrzf4l0y7mYgRyPcSsAPk2glifpzXR+OG09r+G3Gt6csNrujDJMZWYcAEKgJ7d8da5nS7S9k13zNM067v7Q43KV8gSHIOCTnC5VSfXFOMJN+8dOJxNGEUqLV9Pws193U7V7D+2r6Ka98yC7h2ymQ4JkjJyEb3xn6ZNZ/icBrSJy2Wdi2R27DP5VuW9prJ1ELqdrZWhuoj5cNvM8kgCkZLMTj+LHHrWF4uVluWiPAjwq47DH/ANesKiadmcspqXw3t0ue/Q/6r1HvUF3b74icDJq0hBYY4xUV2EAGDgk468V2nCYf2RVkBY1I8WCcL+Jq0IyHPU+wpWXJJPy/U5qWi0zOWE7iSeDUEyhDn+VaG1QpLNkep4FVpF8xtoHA7ipsWmZNwxtJ2aIBRcLkuBglh6nqcj+VUoropJlyzZzurRvLXz7UxFtpIyp9D2Nc95jhBv4Zcq4HYiri+gmupznxAt21jTkihYI0T+YqnucYwfz4qTw9fC28C2UN9EJIrdH3fLkqA7cYq1fRrOjRbFDfeJB5/wDr1nyXFvY6AYmKupZleLPYkkn6HNRU1VhRVpXO/wDAE9k82oxWkIVQIXZ1+62d2AOe39a71wDHgYFeXfCGO0dtXltYmi3GIkE/73A9q9SwcEjGR0BopRSjZEVG3JtmJfQnJwP0qnBburE9K2rljk5QZ/Oqyxg5ZvyLVTQ4vQoSwLjpuPWmtAPLBAwKvumMYQn2FMddo5IAxU2LucT4yf7LoT3Chw0bY3L/AA5BwT7ZwK8cF68kgaaRpG3ZJY5r3fxDGW0W+KAHMLHnpxzXhd7bTNdl3EaxFiU2DH4H6VzVGlKzOyjCU43iaLTG5twRj5MZAFZPiK3Z7W0dRna7KfxwR/Ki3uXgZef/AK9azQjUNPdFbkHcuexHrVU/dkjCslKJyf8AZl2lhFcNC4jMhBbbxwQOtfac2ZJwARhUUV8nafqKyQ2ugXpFvD9oZhclyAm7HysMY25AOe2fSvq7rO7dBnGc8cDFdNrzRwxVmeKfEOS5T4lIFWVU8qBI3IIDdzg9+c1rxa1dRfMLiQHGM5r1CeOGZQJ1VgCGUMucEdCM15p4t0N9Ola9tQTaO3zAf8syf6V5eZ0KskqlN6I9DK40ozlGW8v6sUrjV5XU75GbqcE1keOPLu75buN1W4SNVYA9RiqglMlxFGD951H61S1Zl1G/uimV/eLGd/BUKMmubAqSUm/I9TEwjGUUvMytJuMTYcjDetdTpOkrrFy1nLqd/Z24UyNHaS7PNPAwT9K5COMRyAH5cHj3rq9HnktLy3n+8M4Oe4PFelCVpXPPqRUoWZtWvgrwxazqYtO3FTkySuXZj7k1P4wLWXhLULaxTDvAyJGg7Hg/oTVvz1kXfnIJHQcGs/UQZYpBvVQB09/rXZc4+VbHgBVmLYU4LAdK93+AKtD/AMJOmMZa1UfQeZXnWs2j2d+LpY1AJU4I4LA5IP1r2P4TXVjqd/4hvLIBbZ5ItqtHsdThjhh7ZODTvexzuHKz1IHMeOfwqheQkjAzUupX8WlaTd38uTHbRGQ4PpXEjx0NXs3aAeXzg47eozUYivChBzmVS9+qqUd2dHa6b9qcv5qoqnqT1PtVwadHjmRX9wcZ/OvO5NcnVjsmZc8HacZqeTWLj+zrFY2DF5SjFsnP3j/MCvMw+ZxrS5VE9GrgZwV2zstQSzs7ZneeJNuPvSrkn0xXIXXibTpr42kW6RXQ7srlMdMfjXEarqtw8yPLO7oku3BPZu49qptdL9tBjYnIwcjoeaU8XKd1FWR1U8AoW5nd3Xproeh6fpOjaVbBbDSbKCRcZdYQWORkHccnkVehlgRHEmxT13Adaqt5g0eyvFBIEKeYPVcdfwqGaQqHGQO/HOa9OnJyimebKKjJpGTKk0/jy2uc5t47KWEDPIcsDn8QB+VcZ4yuWbV5gSNo6V19ywt7lJ42b5Ac7veuC1mc3F+7OoYE8GsKz94cY6H0p8mzPU1UureKdQrfMFIYDPcdKa87FsL8yj8KrTXD4wCFHXArqujFRYrlkODz9TUbzHnvTA+4buuaYzhFLEfTNS32LSFUMxJY/KR0PP8AOpGCIvzcnrnNU2u3K9sDsage9Lx8sMDg4HWlcdmyW5fdHlVGATg1y2p7bWZbsECGf5JFP8Ldm/pW1PfLswv/ANYVyes3Xmb4sgxtnINS31RSQ27gABBGWAwM1x+vwJNbCSOVUmQ4cE8MOcfjXSW90buxKoQ00GEkzxxjg/iK5PU0S/E9uHxKjnJ6kEHINTWm4pSQ6UVJuL3PQfghO8663Gww6eRn/wAfr13MkYwAK8b+ByNBJrzO7Mx8jcfpvr1trkMSwbH161tBrluYVIOMmiu0kwnl3qvlkjy8dffNNMqZzhc/rRNdqxKgZPvVRmODjgHsOKG0hpEstxjnOfamFmmUfeAPbjFQkohBc/gKb9rjVsFsA8YxU3Kt2G31rHcWktrIQElRk49GGK+e57a8gd7S4kLGJyrFzxwcdMf1xXuWqagYbOaVSV2ISo968LnvpLbWDcNiQiTeVcbgee9Y1dWrHTQtZue3k7BqukyWVtZ3KMDHOpyO6sOo/LBqXSbgM4BYhumK2bp11+3kiiYK8xEkQY4AlHb23Dj64rmYN0cmCpVgcEHqD3FNqyRk3eTtpctaxZF5UdBlxzz/ABDPT619XBmCqGxyM18zKI7u3UscMuOfQ19LxsNo3Ak4B5ram7mFRajppIxCckcDPPas1TDcwrIrI8TrkZ5BFW5Cj5XHU9qz5tkY+UqPQY6VoSjCufBWiyTm4RXhbBwIn+VW9cH+Vea+LfC17perWVtpiz3zXm8/KmDu4zk5x0+leuSTkdznvnisbVtZtdLt2nu5QMfw9zWDpU1srHQq9VvV3PC7ie5t7pre4jeGaNtrJIuGUjsQa6LSppbiMFirDvzyDWJ4v8QDxFqwnS3SJIxsQgfMR7nvUWl3U1lJGZNwR1yPcdP51k0k9DdNtanqGmXAlQ28rAYG5Se/qP6/nSXUbk4XGQ3UjgisOxvRKFmjYblORW5532i18xcccH29q0pyurGUlZ3OX1dVuMxMgdjk7cdu/wBK6z4F2xtrjxGgGUY2+1j3Hz1zV/ITKSB+7/hI9fau4+EsBgfWWA4fyWIz0+/V03aVjOrFctzvvEWmPq3h3UdNikVZLq3eNCx4DEcZ9s4rzLS/AOvaTpMxuWt3mDArFDJu3DHPOBz7d69Ue5HU8emK4nXPiBb6dcTWscLNIgI3E8bqWKpUqsOWrsZ4fnhVVSmtTg7q5eGRkkVkdTgqwwQacNTZbOxKSn9zMTIpYBQuScn39K5XV7+/1PUZr2a4lMshySDgAdhWM9s8zEyMzE9eetePQw8aU24vQ+hrTVSmotam1rOr20sUq/a181uBt+bPPXj8KpWusRXeqW8UYZOAhdh3Jxn9aprpo74UVYtbBEnQg8hhyBXRy0krGLnVck/T8D6EWKGCyitg25EjER9OBj9a58q0bS2jgiWI5jbsydsfTpWoLpJLVAepQfjxWDq2oEywzKT50ByQP4l7iu5Wja2x5VnLcq38J8uTDNiT+EV57MHWaSOQfOp5yK9E1CRTHmMhhIuVI/zxXE6tHmdXJBfG1ueuOlRVj1Kgz3Eys3qM1WmlEbAMc8c0yS5Kry3P1rLubrLnoffPFapMixovqGFwg49cVRn1EsNrfkKovOWG3eAcdFH9agLhU4/ShjSLE17KwwgEY/vNyfyqo1wY8ZkL+paq81ykYyzYHpnmsi71ALvZMBBzknA/OpKsat3eLtJLZPvXM6vqKCP7w3e5wB+NZWo+J4IQRH++cggE5CD+prib7UpLmQl5GkJ5+bt+FKMeZinNQR2nhzUGk1+8WMrJG1uFdh0LA5B/UiqOrw+Tqks8YO58fMG2n6jt+B4q74R0m6t7GS9nXyzcKNmR/D/eP59Kms9Jj1nxTLpVxqM9uu2UxMibyzKhYL6AcE5Pp6mrlBtWW5nCcVfnWjOp+DUjr/bu8uN3k53ADP3/AEr095VHAGT615L8HWJXVzI7NuEJH/j1enSXCoDjr70tkVo9U7+pJkFgSxGP1pklxAp6k1lS3WDzIAD79apzXBJAUY9yP6UwsaM90Gk3bsAdOazZ9R3PiMM2OrDgfnVaVh0PP1NU55ikRYEAClcqxFrd/vsJASfmGMCvLb9A0jdB7Cut1zUN6+UhLMeMDqfwridQkZG5YFznKg5K/X0rKSbkaxkowdy9ZzukSwxyMJMfKRyQava6PMvbfUFTb9tiV5BjAEo4f9ea5+x1H7LKCWxnkY9e3ua6zxHBMfDEMix7DBtb0IJ6gf1rXl6HK531KdnII3GfusQGFfSjygoojLY4z2r5t1XTrC18P2uqaZqt9OrXX2XNzCsa3BCbneIddqnCnd6jvkD6DE0hRflONvenBOF0K6nqieaZwmC3TjiqQdmyOeKSeQJGWJ+b0NZN5qvlQtsOPfNUpdyrEOua6mnAqSobGetePa9rM1/Mzu5YGtbxBqbT3D7m3HPQGuRuHZsgYA/WuadRydjqp00lfqVWc7sk/rXSWdv9t8OugH763cyxepGPmH44/MVzIQB8DqTzXZaJJHbWucjJp9Rt6WZTsbp4nVozwRyK6W0vGjYORujb76diK5OQC11CSIfcJ3J9D/nFa1ncHHlseO1TqmQ9UampKkrlV2lHHyY4rsvhg3l/2oGcniLGf+BV51oy2+peK/7L1HULm1t5ZNsckc0UaxdyWMnGMZ4HJOB3rt/hoJbbVfElncfac206RhLjAdcFx8wXjPTODitkndSMJTTXKelTTfLhRXlms+Grq81m6kXaEZ2IPUnPNekvcBenX61h3TIzsS4GevvRUgpqzHSk4O6PJ7vT2t3ZHQlhwc1SMMpYADC+gFejanp8U4+WIfUjistdDiA+ddxPY1wyoSiz0Y4hNanG/ZmZtoV3b0QZqzb6bMbhQVKjPQcmuzi09IxhEUYH4VE7RxnPy59qfsmHt+xopO0cSjpx/FyayNRmCEuzcdyaZe6ksVq00jBIU6sxwPoPU/SuTvfEaTSBtisgOP3nT8u9b3Zys6zS74z2d3auQTGwaNh3Vhn9Dn86x9TiEkDPkFo+pqrJqUj6RPcWshWYMibo8Dg8/hzmn+IdG1nQ9E02/vrm58+/8zzoSmBCAFKgnH3iGzjt+BrVRbgjB1FGWp6O8jHJJ71BMx3e3pRRVlEDkhSwOCaoXdxIkfymiikwRzuoXcsUEsowWVCRmuDvtQup3DySlie3YfQUUVC1kOeiMaeV3YAmofWiiupbHnyd2e1bjHpsaLwqRqoHttrjf7TuNJ157+22GaJ227xkcqVOR9GNFFKW5vL4TrvhX+6/tUL/ANMRz7b67m4nfftzwfaiis3uaQ+EoOSrtg9O9RMT8vzE/jRRSZaKlwxVSR1rAvLmV9xZqKKks4jVNQneaVAQiqcfKME/U1zUkrsCSfwoop0tznrvQ6TwFDHN4jDSIrlIGddwBw2QAa7Hxax+xbezOAR60UVtPoTS+FnJa14qfxAlvBNpOmWptwsUUlqkilI1zhAC5UDnJwOTzX0SZG5Oew4/CiiokFHYz7yRgnXPPeuP1a7mKOm7C46Ciio6G32kcNcn5nHvWTMo6YoorjW53dClKxVhitCK7lt7B51wWXGAwyPyoorpj8JyT+Iri4lmuhJIxZ3ySTW7bMSqn2ooqJjgOsdYbTbvUd1hYXqMRJsvIPMCsoOCDkEdTkZwe4Ndr8MtRur++8QX91J5lzcvFJK5HVjv7dqKK2XwnN9tndTTSbutUHJDcGiiqLRA+SoJYnJ9aryjABoorKRvHYyry4kUlQcAelYWr3MlrYtPHtL7wBuGQM0UVk9mX2OE1e/uprhGlmaRiOrHOPp6VkvI8l0qM5w7jJ780UVvRSObEt3PWfEWm2ujeFltLGLy4klQ9cljnkk9zXLX+ualqOmwadd3c01vbu8qb5GYlmx1yecY49Mn1oorVmMj/9k=", 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", 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", "info": {"video_id": "37514", "label": "laying plastic bottle on the table on its side, not upright", "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": "abdb184e214e160954000b131fac7a893b03efa515c2542b2c60db850de61992"} +{"episode": 17015, "episode_seed": 1595393295, "split": "train", "timestamp": "2025-10-13T02:59:56.614578", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1595393295, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping sickle behind shredder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "172292", "label": "dropping sickle behind shredder", "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": "240f9739dac517653fdd559bf6ae8900183f9d4c8f019683180f079517c77f13"} +{"episode": 17016, "episode_seed": 1034826224, "split": "train", "timestamp": "2025-10-13T02:59:58.238674", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1034826224, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving glass down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189318", "label": "moving glass down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189318", "label": "moving glass down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "189318", "label": "moving glass down", "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": "27c832a86c6fb5f52c60af1d403c3c841612428b0eedc485df5561c0be394a48"} +{"episode": 17017, "episode_seed": 4243274543, "split": "train", "timestamp": "2025-10-13T02:59:59.337256", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4243274543, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking an air conditioner so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "35674", "label": "poking an air conditioner so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "35674", "label": "poking an air conditioner so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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2WYReYSMn5eh7Hp1ryu51TX7aYxJaXMeBgpIolGfX5sgipctbGkVdHKeSmTtlIHOP6VJ9nf5ik7HC5HzdTXUPqqxtnU9I0hxj7pj2zH8Ijx+OKtyf8IbJHETaXQkkQMVs5ixQn+Eh16j60cwNHH+RcqTiZ8Bc56800/agi/vsZ6/KMjvXYR6R4VuWKw6rqVmx7XNgWA/FD/SpT4Lt5lZtP8RaXdEAny/PMbn/AIC4yad0TZn0H4e1Czfw9piR3UDYtYgQJFJHyD3rJ0LW5NVutZZ5MwpIfK9AvIH6CvLE0HSlt7d4rSWO4jC7388lXYdTtx3PvV/T/Ct5r891c2msTWDQhY9iA7W6nJwRWftFKSSNXTcINyPRvCc6yR3AHDCOEn8VP+FdAOea5LweQJruPcGMSQxnHqAw/wAa61mUHGRWsXdGLWpBPyrD2r5Wm8K6nbXTW80EP2hRuaEyqrgHpwcetfVMrj1FeOeJZ4tZ1+6trAN9p8tQjSR5jkYZ445HH4UpuxUDy+bRLu2G6fTLpFBGTsJH51SFvDnadwYYB4/OulkbXrC/KGdLNt27ZHdeWAPQAdqvJrepoVF7FHqqEjIbTg4A7neQCfw/Op5inE4/7InOyUD5+PmxxTjazKGKTP1wuHzkV3FxdeHriaRE8MzSopP722Z7c49cMSBUcemeFL0ELJrOnnPPnWyTL+aEH9KfMiWmcpYCWLVbNpLhjEkqM2fTcM/pX1g/iXSfsss0Oo2kyxoWxHMrE4HoDXz5/wAIfYSfPYeIbC62/MYWZ4pCAecIwya6W/0rw1DNHPpOnXMEi8kyTblxjsOefxpSmoocKbmzvvDuozX3hi9uLl8yMZTn/gNXfDE6yWVyRwQ6E/8AfANebWHgOfUbA6tb63cWrzMzeUAdmAcY4I7Cu88IyCSG7KkELKqce0YohsgnrJnSdRmvGfjqrNLoIUMf9f8Ad6/wV7O7AHGRWHr1paXdo5uUiOyN9sj4/d5HXPb/AOtWjIR8rKjYx5zKfQ/SneVOSAJVbkeldxqt3Fp1vCbqJbmKSPMbSxLMshHX5+o/nWMt94euyVl0h42PT7FO24/RGBH61Clc0sYPl3AQsUjOF3cr+lIVZSQ9tGcLuODjiuztPDGmaiH+w6jeW0iJveK8tuUXOMkoTgZ9RQfBGrTbhY3dhf8AGNsNwm7H+62DTTTJaZxf7rIDWjDIyNrV6J8FRCfiFGY4nTbbS5LH2rnr7w1rdg4N1pVzFgYy0TAfgcYq94NfWdL1wXmkxwpOkbqWuCPL5HIJz19KYt9D6M1jW49PvrC0xmS7cj6AYH9ag11/+JdjPWRB+teU3/irV57ux1a7s0uLy3ZUFrbg4PzZ46/WtQfEca5LBpcul3FnPJKpBkPHByewNRGV7sqUeWyPSLDA0q2H/TJae33apaMxl0Wyyc4iXn1q8/StFsQeQeHNDuZfEs91PblrWYMDKSfmbaOT6/8A16m1bwbvmurnThcjY4iWMMFVm4yR3xk4r0OCNVIAAH0qyIgWAwMA5rPkViud3ueb6Z8MI7iBJr7yY5nGXTyQ5Bz3YnmtWL4W2NqkkiT44LHEIBOOeueK72BeelW3TdBIPVSP0p8isHM7nm8S+VGoHpQ8o2kVE0uDg9uKgnkG04rlZ6SMXVbieIs9sf3o6VNH4v8AEF3pckJkR5VXDReUdwHTORx3qHPnXiqeQMk1vaNbRJp+sP5a58pFDEc4JORRC+xzVrXLvhnVHsNIjilkzIcu+OzE81rt4hUD71cpGmz7vArGs/P1PxbcaZJqtxaRkSeUI03ZZULBfYcHk+nvWsZSehzSR0WtWlx4m1Cxlt5FVbMs7bv4slcD/wAdq9rHhm11e5Aks4tkUZfzGzy5PAwPYHP4Vh/Da9ub4agbiZ5NoiK7j0zur0UJlQK0UbrUm7Rw+i/D+NUZr6Q4Zg0aQHaFGOh461vx+ANI37wkwb1EnP8AKuhjTDjHSr8YGBTUF2KbZyyfD/SFxsWVcehH+Fc94k0yysb6K0tyZJEG+UsFOw9gMAc4r1EAAV5p4ijEXiC/PUtLu/AgVFWKS0RrQ1lqYuV2lao2+talpurxWdhLs+1nCqIt+6QdBV6QowODg1lI23XLKbgNFLvH1Fc8dGdNVXidNobXugzXCX0mbuUhpAp4AxwPrya2W15+oBqjrw3a7cOO5H8q57xDczWmkNLbyNHIHUBlPNbXadkcL11Omm1yRgRzyKoaL4RNvqNvqU0pWeNVGxTkYwQcnv1/nXMas32fQ4NRsNa1CZWufs2biJUWchdzPEBztU4U7vUe4Hq8KnauR2q4rXUV7bGLqfh1dS+0vII0kbCQsIwSq4GST7kn8qdpfgfS7aBEnjNzKM5lckE8+gNdGqZYelWIkw1U4q97Am7GQvgzRmz/AKEBnrh2/wAaf/whelg7kilVuoxK3FdElOfd5bbPvbTt+uOKORdguzyvxBa2sGsm1tt7LCMOztu+buAazpoh5Z47VYWLZFuYkyNkkn171VlcqDnpXJLc9GCsrFLT9a1tFn0u1nLOit5UHkhtydeCOlbHhXUJ9MsmWaQtLI5Z+/PQfoKqeFZli8WgkA77aVMkeoyP5VMiAHK8CrTaSZyVFZtHRt4gOO5rA1/VbvUjFp0Me6OcOznqSVHyr9CTz9KxdPmW+8YPpl9qV1a28kmxJIpY41j7ksX4xjPA5JwK3fBSTjWtbt7ozs9pKIkFyF8xBluDjjPAzjitUm9zLbUb4f8ADQt/DVzFqtvtx+8Gzrt2ggAevb61jXHgm/iuoLe3F1Is2GkLNsEak99pBOP6V6vGgIIxx6GpUjyxfHNU4KwKbPMI/hKdjGOWCORgQWRpASPfnmhvhFKVGBAxHVhIdx/EjivXIEGBxVpUHpRyIOZnlFt4R1/RYHa31K/to0UsfLugygDrlWOKoF57tjNcyCWQjBfYqbsdyAMZr0PxpdSQ6dFZxD/j6Yh29FGCR+PFcHJF5QwprCr2R1UFpzMgtbiDS9Wtb65JEMDFmKjJAwR/WtLxD4u0ueIeTOrsACNy/MDn3rDvsSwujjquD7is2DRzeW8VxcSmVopGiRSegXHX160oSaVkKtFc3MemaFrkaaLaBuHWFVI98c1cfXkxneK801e5ntNJMkMrxyB1G5TUWu6fr2haJpd9d3l0s14ZPMhKYEGApQMcfeIbOO31zW0ZNo5mtT11AOKsoB1oorVEIsR8VPKxS3kYdQhI/KiimM8ikkYjOeTzVdpGKHJooriZ6i2K9iAbiZj1AxXU6YB/YWpf7q/zoopw3OOt8TM8dK4m71GfSfFE99bbPOikbbvGR8y7Tx9GNFFXDcyZ1XwrGP7UHYCIf+hV6cnQfSiit47GfUsJ1FWo+lFFWMnHSvM/Gfy+IpwOMqpP5UUVjW+E3w/xnKmRhJjNV42J1m2BxgtzRRXMjqq7Hba4Ma5cfh/KuW8Tn/iSN/10T+dFFbfaOHoc/rPiR9bjt4pdM0+3MCrHG9sjqUQdEALkAc5OByea9zh+6n0FFFaohlpKsL1FFFaAWUqUdRRRQB5Hf/JcTKvQSMB+ZrNdywIPSiiuCW56cdiPw7/yNUA/2H/ka0k6UUVa2OSr8RyF3rLaXrGoRmwsL2KWUMY7yHeAyjggggjqcjOD3BrrvhveT6lf63e3cnmXFw8ckj4xlju9OlFFbx6GDPRowATU6AYoorQlFiLtVpelFFMZznjRFOm20uPnSfAP1U5/kK4G4YhvxoorkrfEdtD4DPvfmhLHqKi0liYZR2+0Mf0FFFZxHW2GeI+NHbH/AD0Sudvde1O/02DTrq7mmt7d3lQSSMxLNjOSTzjbx6ZPrRRW8Njkluf/2Q==", 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", 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", "info": {"video_id": "35674", "label": "poking an air conditioner so lightly that it doesn't or almost doesn't move", "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": "f871c48fab7019ecdbd55645530089f7ae6563662148fb00318592c3e34704bf"} +{"episode": 17018, "episode_seed": 4174831821, "split": "train", "timestamp": "2025-10-13T03:00:00.532422", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4174831821, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 starter pack indosat case from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "183122", "label": "pushing starter pack indosat case from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "183122", "label": "pushing starter pack indosat case from left to right", "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": "51c5d314441b6a81173db2958eb78b90b89083f52ab10c34f452eb587701b37d"} +{"episode": 17019, "episode_seed": 3395094768, "split": "train", "timestamp": "2025-10-13T03:00:03.534324", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3395094768, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick a hat up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "200521", "label": "pretending to pick a hat up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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mQQcGtrXcz63dXkUSRrLIX2L0B71neZEh3GP5/etL3OOUHB2IFeROVLD6VYi1G4jP+sbH1xR9sOMbB+NSW++dtkMCFj7YH4noKZBYW/e5KhpGbkfeOTVnPNVLq0ewvEilaESfxqh5Q+jeldPoHg/WPEMim2tmjtiebmYbUH07t+FMXK27I9M+F16JfCRindP3Fw6JuP8ACcN/Mmu6R7do/vJx6EZrJ0DQ7XQdHg0+HLrHlmZgMu56sa2EVJFYGLcAeu2mddrRSZzmvQWGoywZlUiLO4LyecY/lVSDTLGJ1aK3AI/jbrWtqFhALiOSCIRls78D73pVS6IiiIHFc1aWtjTn91JPQzdU1JLeNkUjOK4O/wBWeSRlzV/XrkqzMW71x97eJGN5YAk96xirivZHoXgnS1v7ppr0KUx8iv8AzrsrrSltF3LPGoP8I6ivCV8T6nsQW9y8WwYyvU1bsfF+rjVIJJ7mSfLhSrc5B4raFOS3M6eI5J36HrbBFyq888GrmmWJmkM28AIelYK3M0utPbxYMDEBW98DIrEvfiEllHcWlvCxnDMjN0AIOK05GtztljKUoe6zq9b8E2euuJbtmEoyNynqK5W9+FNqCHtLiVXz0Y5Bqbw78SZbvV4rXUI0SGUhFcH7p7Zr04AZBwDVq6VjlUoz948wvr7xBb2CWTWzC3iUIueeBxVaDwdpcTCRkmupAOWuZN2T9Ogr1G9tkul2ugx9KyZbG204oHcXExPzL/Cv4d6jlOmj7NdNTAtrGOKDKRRwQgdxtB+nrWnHFa2xXYsdw7DO+RsKPoo6/U1V1bUp5m8pmKqRgDAA+g9KWys5pIVuAilcYBbvQjrabjeTsakk1wUVAFVT02oFH+JqVYvItySeaZYxI48zyfL/AK1l+IdYS1QqjZYdqwqSu9DiqWbshlzeRQyliw3D3qpBp1z4tS4Z7n7NY25CtITjex/hH4d64u91h5GeZmKoOT71Rs/HWqWcC2yLC1upJWMrjGepyOp96UIOWpnzxi0pOx6Xa6ZYaVH5dsAc9SAefxPJqRIXuJVjhxuY4GaxLXxPDd6NHqTW7FBIIpBEMlGxnv1/DPar8WuaUmye4v0ghUZ/eZUk+gGMmt+Vo9CGIpSg3FnQy6RObVbdz+6PEh3df8mvOtb0KDwlP5iTvILvO1SPu7f/ANdb/wDwsrQbe5kIN3OhwqlI8D681q3ktt4hsrS9s5YmtsMWklYKE6dc9KvZaHGnGpOzZ5qmrQsoDOArHkk9Md6lW+guClvE4eVmVcA8HJFd4NJ0cr88JvOnzLHsX8CQSaG03TBcr9k0+GEhsqRyy/piok7IqUEldGvpqLDEoAAVRgCuL8Z6dc3cUk2nQNLOMEonVgP5muykPkw4HGazluFt5GkLciuZs51vc8/0TQPFIJvmT7EBxvmfacfTrivQF8ZXXhTRnv8AUJbe/ZlCQpEp3l88bj2GAeao3kl/4hEttp+5IlwJ5Apbbnp07nmrOnaJHpcO1izykctIcn8u1PlU1ZnTCjKorXOS0zxY2s+Nn1vVNPEOnwRvKtvHkh5eAMk9SfyAFW9Z1qWe6juBiNpH3ooXaijGOPpzzXWpCss6KUDjOTkZAFY3jbw7f62EudNtVZ4f3TRp8uR14BNa4enGlWjUWyMsThuWm4p3bPPLieC8n80B38v5UbPJyeWx9a918B+IftOh22n30yi8gXywGOCyjO0fUAYrwW+8O+ItNJludJnSPoWAyBj6dK9Jsb7Rbnw1bzX7rBqBTLpE4Kluzjup9R610VJXqObe5PNH6tGjy7f1c4rwtDN/wkJKj92q7yeoBrvWfnrgj1FUtG0wWFjGoGJWUGQnvWiVELKR8mCCayR30KfJGzMW/wDDum38UimJIpnXJaNeQa4TUvCcti5V5oCO2G5P4V3+rXw06ItwXc/KM9feuKubl5neR2yzHNIVanTa13MEaG8rBVkjBHUMSP1rbj8O+KY23WbxCNDtDpMmPzHWr2kWBuJY/MdEMh+U7d7Y9Qv9TXpOl6LBBfQQRyTyYXfIZgAfptHA7fnVJs4vZQb20Mbwf8NYrGaO/wBX2XeoE79pO5I8/Xq3vXpXleUqgDHanqoXgcMfSm3VykEPmSnCr1IBOKtERS2QjR7hyM03LQkmNivuDUKanaT8JdRE+hbB/I1ahdwxMYDAjn5c1QTTW6KNzM0hDO2TWBqdxtjat2+nRpokKKm8N0FcVrF2BET6iuWstbkRkm7HIaxI86zlVLlFLYFcDfytcbWByq16npSILK8vZV3BUbj1ryyaMx3Uhx8jMSB6CqpqyKrU2oqRUS4ePoat2+pNDPHKANyMGGfUHNVzCincx604xwleDzWxxnS2njC8iu1nZg2JPM29Of8AIqjcXgu7jzMYJyWPqayUhUkBckn0qxDG8Vx5bA7sdKdyeVLYt7ivIOCOQa+j9GvftGiWE0ufMkt42bjvtFeNeF/Bd5rNxHLcRtFag5OeCwr2+GGKGJI1ACooUD0AoOqhFq7ZZluoljLk8Y9Kw1uv7QnjjfZGzHBZV61tNFFJDyvbFclExifevBB4PpUSdjuw8FK9t0b0+hxNKhS3LBTyzclvqf6CrlxCgtRC8aoRgIqjGBWKdcukAZpgFXnnpWrYTS6pbTXm9ZFhX5mBwB7D3rm5JXvcyqxnBrnZTvH+zwFU44ry3xJerBLIWfgnLMf5CvQtZudsTkHtXkHilJLi3L8hWkIU4646/wA6ErsSTaujlLrU5bi5Jl+4p+VB0FOS4ilHB2n3qB4mkAHG4daYLN8feWupabHDLV6nZ6R4gtNN062thaGUo7PK+R82fT9Pyq14h1mLXNJsVF+nmW4djFIpBBOAFDd8AHnuTXABZ4m+UMPpUyztnDqQfpVc3Qz5Nbov5zXceA764S3vbdJCEDIygjIBOc8fgK4VD8or0b4V6Yt+dVdl3eV5eFzjOd3FKTsjowslCqnLY6+086UZSSJyvLBlJH8xV+1hxmRtv/ARxUQso3ugRHsCdR70arqC2VqccnGMDvXLOV9D0KtRPYp6vqkcA2Z57Vxl1rTM7AtxzVfWb6SeTczYJ5xnoK5O71RJg0MBLKfvP60ow5mc85KCuemaF400i10qPTob5oC7l5ndCm9j7+nYVvpLDPzDKsgP90g14NkgHIr0G3tfPsdLa+mf7TBa+ZvimMcrKxB+/nHGQMY4/HNdCpLoTTzB01ZxPS9Kmlhkd4yqKBhiRn3rStNQhvFUC5t3nK7mjRxuUe4zmvDvFuqXSaibG31PUJLLykfy7g7WyygkMABnt1rn7K7n0+9ivLWQxzxMHRx6/wCFUo2HVxkajukfSUlsrg/PID6hq5XW/AumTPLcoNsshLHbCSM/QdK6HRNUj1vRLTUohtE8YYr/AHW6MPwINaDI20HeB9cihq5pGSVmcf8AY54xut5UuAuPlb5HAJ49v5VWuJltkdrgNEwGSJBj/wDXXJ2uv6hAFSGY7kySshyPfnqKn1XxVLd28dvdQCIZzj76H/6/1qUa+1qw+JXRlarfve3JdgAAMKB6VmoomuUizjJGfbNWhHDOSI38skdAcgV13hnw7byxpJcwCSNsYYjO/wB8dcdfyxSsYyxCepZ8K2xgs7jUIHhtRHhEV0zI4PGcnp+FdfoMaqs1zne7naGJ6+v61Cul6c9qUtpGR0Hyxs3I444P5n06Vq2tulvbxwr0RcVokVzxUGo9S2M5yeppr53CkH1pAzFxnGOeaoyGSwxyqRJEj/7yg1k31qLRfOspZbZ84/dPhfy6VtMeTzXAvc3l/wCNbzSpNWuLaANJ5SRqGyVTcF9hweaTKVTk1exduLjUJ42+1XRkMf8AqmwMj1/pXJiVr2K4ibO6J2GD1xnIqfRdQubmO6NxdSSgBCu/+HOc1jz3ZstbkP8ABPgH61zP4miZtTlzRVjotNgVdJETDKuCGHrmuf1vwcht5JLYYYHOK621QeVEpHGKq3uoJbRu7n3Aqloet7OLjZnkNzpk0L7HQgj1qslhK8qqEJyegFdffXAu52kZQKXSbV5ryNoo97BgQAKpM86eHitjI0xI7Wfc9q7kDCjb3rvPBfglnuP7S1KMeY65RCPu1tado8LtaxTW4WXeWI9uD/Su5tolj6AADgCqTM/YqNmEECW0apGgUewpxGTxUr4DCuf8X3txYeH3ntJmhmEqAMh5wT0qht2N5bkRx7CMiuZmtmSMSIyyRnkMpzWFqV9cxaLFf2OvajKDcG3zPGqLMQuWePvtU/Kd3qPoIdA1W6hvBaxrv3nb5ZOQKiReHqNXcTpbLT1vJP3qholOSD0JrUuYHjtmjtnMI6kL0b6ip7dREnAAzycVFdz4jOKx5tSa0/aSuzjdf1YyJInlCORRyitnH1/n+NQxaVb3WkxWs8SuNu857MeTVbVLqG210PMcJIpQnGcnsK1ppFht3LYVQASfaqXc6cDHe55h4j8MS6fdNLCCYG6Fedvsa5iSCVP4m/KvQ9Y1lr1/KTiEdvWslCC4TYHDcFSM5qkxVsNCUro5eC1uJQCroPZmxVu904WgigMrT3snPlxEELz0Pua7628I6Pq9rvkhazdFO7bKCWPbC9q6Dwp4J0zSAbyON5blyQrS87AD29D71omcbwzWvQ5rw78Mrq6SObWJxbx4B8iI5kP1PRf1r1TSLCz0K0WKxgSOBCMIP4mPcnufeuVhvJZvGlxpdzq13aWzTbI3iljRY+hJYuMYxnjqTir3hma+l1XVra9mupPskuxVuMb0GWHzY4zwM44qKmsGgjyJ8qRvSfKCxxuY5Ncnr86qjE9e1dLeTrgkHiuD8RXBdgi8sTgD61zFpann2u3jF3gVvmf7x9vSuby8TYBwa6DXbJotQkDAhkO38qx3RGyX4xXTDRGFeElLUbHeuvDAEVZS+VjknDe9VwsBGMU3yIyc7+K0MLI2brWb3UQou7lp8EYaQAt+fWoQeKz40KMCGJXOK6nw54Yv/El35dqmyBT+9uHHyp/ifai4KDbsj034Z3M0Xg9A0LvH9ok2FSOmRng++a7JtS8pMPBcLgcELuH6dK5rWIf+EZ8GxQabI8HkMiK6n5jknJP1rL1d/Emi6Pp13d6leLLdl98RXHk4ClQTj7xDZx/9ei5280YJRaPP7K5kUHOH3nncM0aieU9KKKzOmPwGYHZHG0kYrtvCviG/leG0dkMb4BO3nBOMZooqkclRHoVpMbuObzlRhGoYDHckg1cO+GEyRyODkjbnI4JooqiI7k9rcyT25ZgufYVZADKc0UVSNCBZGL4J6cV5frWoT6X4yvb232+bFM23eMjldp4+hNFFKRFTYqaWSttPt44UfzqoY1uNSQSDIUgj86KK5pfxDTD7o7Q/JsA7CuR8RyN56pn5cUUVR68vhOeeuy8GwoZRx2oopnDUO2tAG16TI4RBtHpW+vSiiriRU6egy6YqgIPNcr40lY+GpM4P76P+Zoopszfws47VfED6xBFHJp1jbmFFSN7dXUqgzhQCxAHOenXmtn4fot3HJfzDdcEBd3oKKKznsYU92d6xIFZV+x2nmiisTQ4S6t477XreCcbo/M3EeuOR/Kr3iCV0sW2nG9sH6UUVpHY78L8DOHb75rT8NWMWo+IbW1nLCOR8NsODjHrRRTFLZnpN9aWun2Lw2lrFCMYLKPmIyOCa2bCNVsoVHQRj+VFFarcxu3TV+55zq+rNpviPVENlZXccs+4pdQ7wGUcEEEEdeRnB7g10vw81O5uJPEV/OwkuZlWR3YdSd2eBx+HaiikcM+pav/kjwD1UGuJl/fa/bI/K5LY9wKKK5n8R10NZIuavp1pd2kkk0CGQoTvxzxXlVxAiuwx3NFFbI6sYlZFKRFB4FaWmaZBdTRCQvhmAIB60UVaPJmbENlBf+LdO02VStmViJiQ4GSoJ/OvddOt4bS0WC3iSKJBhUQYAooo6m+H2Mjx0T/wjTc4/fR/zrgZtd1G9sYbC6uZJoIXaRRI7MSWx1JPOMcemT60UUCrbn//Z", 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", 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", "info": {"video_id": "200521", "label": "pretending to pick a hat up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "200521", "label": "pretending to pick a hat up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b29d3fe4601c13955f89e69f57d953086ab92823d44e9aae0d37447036a4f39a"} +{"episode": 17020, "episode_seed": 1159821740, "split": "train", "timestamp": "2025-10-13T03:00:07.810765", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1159821740, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting pencil into drawer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "79619", "label": "putting pencil into drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "79619", "label": "putting pencil into drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "79619", "label": "putting pencil into drawer", "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": "855a75bc4afc4098b9d546600f28cb4e2282738b10ecc427b6967c2e9cf5f7dd"} +{"episode": 17021, "episode_seed": 213053697, "split": "train", "timestamp": "2025-10-13T03:00:09.505407", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 213053697, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling sweets from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "39078", "label": "pulling sweets from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "39078", "label": "pulling sweets from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "39078", "label": "pulling sweets from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "39078", "label": "pulling sweets from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4832551d201fda53357d3ea7943202e38785e149ae142b121f639910b99ca59b"} +{"episode": 17022, "episode_seed": 899931402, "split": "train", "timestamp": "2025-10-13T03:00:10.688877", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 899931402, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming picture'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "33908", "label": "turning the camera left while filming picture", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "33908", "label": "turning the camera left while filming picture", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "33908", "label": "turning the camera left while filming picture", "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": "b21b3fc7d9f91245bbd4a8f8ec88d4947af72b380194dfdcdf5c1abed043d3cf"} +{"episode": 17023, "episode_seed": 3693846006, "split": "train", "timestamp": "2025-10-13T03:00:11.778425", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3693846006, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'nail falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "36421", "label": "nail falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "36421", "label": "nail falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "36421", "label": "nail falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "36421", "label": "nail falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7029c5610764ec68eb290019b7669671f5faa5ddbf9de05f7957078f31dbb988"} +{"episode": 17024, "episode_seed": 153824346, "split": "train", "timestamp": "2025-10-13T03:00:14.501958", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 153824346, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a blue box and a black box away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "106891", "label": "moving a blue box and a black box away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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zGII2+0YQPuwcAc4NFxcXQQ2xmcKgxs38Z69PWkW8ntVbySFLd8ZIqBf+PgFyWONz8/n+lVzdENJbsffxPbXKxsCrBFJHpkZr1Dwh4gkv9GSCZ8yRDbkn0rzPVbqO7a1lRSH8gLJnuwJGfyxWz4NmeG4lP/LMY79zWkJ8tRpbMyqw56d3ujsvEg86yDZyUbNYFoWNyUXkuowK6S8jeayc+WxQj72OPzrHitTZguwBkKbRjtnrXnY5JVLvsdmCd6dkR3MTx6Yluv7wqcLtHXnrim/8IzqDxRtJCsbuMqjcuR/u9R+NWEaV5kEblZOikHGDXoXw+vbSfT7y0u5BFOj4aRc5cHsSOf1qcJqmzTFdEeXT6THaJ5lycYIGW6DPtWqbXQZbQ2qXTLOPuTMMK5PbH8P0Ndz4q07TodTW0g2K7x+YIsfK6+nfrXlWq6YY7iZ9OzsVsvanhovYe36V109G1Lc5alrLl2MzVrCWyn2yrweVdejD1qpG1zawLPGZECrtBzj5j6VHNM7kB2ZivGGPK+2O1Mubye7yJnxGgyFUYGe1ac1iYq61Hok9zHdzuzSBIwS7HJ5OKv8AhDW5dI1qNlciOT5XHrVXT7qK3t54ZkLCeBwMeuMr+orLiLLMhT7wYEfWqcuXlktxuKknF7Hvct4J0DhshhmuB1CPyby5UepYVvaZck2KI/3lGCKp31k11dNIuAu3kmsMw1imxYBcsmiK2R2eC5DAbcqAe+R1/Cs+eGSe/dY4yyk+nFaTvsHlplURQgHtVrSdr3flNzmvLpz5Z3R6soXjqRWHguW6iD+a0pYbttuvyKv+1IeOvpmkXRbLRrtv7Q3GNGwgQfLL64fpx6VpaF4wn8MXt1pySNd6ROS0sbj/AFLH7xT3H64re1fX4L7QjLplrDeMT+7Ytnp169D2r1k42uzy3F7I4DWtJtp0e40mYTxAZaI/eX149PrXHGN/tGED7sHAHODXZavpiX1idV0kPF1EsC5BB7jH9K4w3c9oHEWFY9TjJFUpp6iUWnYS5uLoIbYzOFQY2b+M9enrUV/E9tcrGw2sEUkemRmmL/x8AuSxxufn8/0qfVbqO7a1lRSH8gLJnuwJGfyxVN3i2ykrNJHpfhDxA9/oyQTPmSIbck9cUniMedZBupRs1x3g2Z4biQ/8swR37muzvCJrd065FVVlz0dexz04KFdWOetCxuSi8lwMCp7pGh0tYc79hwpA689alitTZguwBkZNox2z1pHdsglvu4xXgtpNWPcUWyG08P3F9AsrPFAp+55hyzn0VRyfyqTUvDp0ja98rIDjBkGCATjle341r6Tr3/CNeIrbUgqXMMy+XPbY+YDjkeh9D7Gu21LVNI1DTLi6ih+0xSpuWNQCHOOFavWhaUFdnmzXLN6XPPjbaDLaG1S6ZJx9ydhhXJ7Y/h+hrkNWsJbK42yrweVdejD1rfvtKgvtNOo6KjRlMie0P8DdwM9Pp0rkZZ2kxudmK8YYnK+2O1aKSexk4yT1Ke6EIFw5Ocls/wBKUpJKQyLw3ygL7VAKsoChjKsSG/Q1MddDVnaaV8PRJtk1C62rw3lwdfoWP9BXbLa2un2pW1twHHRj8xOPUmpIOQo6DAqwIUkjO84C8sfauOVWTdkaKK6nolu6XGi21wgA3oCx6c46mvJfiNbyaRqdtfoP9FuWxIQOjVr3uq3sNoNMtZGXeQVXPESj1/Dr71zPizxKl/YS6ZKpnQqFjkJxtb1r141YVY2e55aw86EuZPQ3Umi8QaU15okhs5mUxzxoMDI7f4GmGeXVtFju3Ro72ImG5Q8FXX29+v41w3h+4v8Awzptp4hhu1ubWSRoby05zGN3B+veu81XVOUmgx5UkYZWH8WelebOTTPUiro82161k+1ST53gnBU9qn0nxS1paLp+pobvTcbVJ5eD6eq+1WdaIaXzf7/3h71zk9uQC8fPt60czi7oHFSVmT+ItNsbJ7a5tJfMtrjcVEZyOMdD269O1YgKuzLGuGkP8R6c0k2QAuSFyTtzwDSQpvfAODjj3PpWyldmfK0rM1dD8O3WuSSLG6RLGAS8mffgDvXrPgXwRpVjqG2dnuZXGSZMbQR6L/jmuK+HrE/b88/c/rXo+nXZsLuK5PO3tSjU5KyXQmpBzptLc6rXNJgksZ4IoVGU4OORXjV1M8cjRsArLlTmvT08ZLdXE7yRqsCfKD2JrzXxC0MutSSWzq6v82F7GtcxpxrU1UW6/Uxy6U6E3SlszNvlmtjvbaVOMMvvUMGsz6W0M9vIU+Yb/QjuDWijpc27wzKQwXHvj/61ZKzJZahBNJCkwglyY2GQ34V59JqOh3zvJ6ncwT2nia2gv7W423EJyMnkH0I9Ky/E1mJQby1YR3sQ+8v8XqD7VQZH07xZb3tmnl2l999F+6Ca09TyszL2rS9ndEtaHGf6J4gUjAttRUcr2f6ev0rni0ATYQ5O7Jbp+GKvatC0F+zKCuTuVhxissVvz3MlGxMySTFXROD8oCn0Fe1+FPhDpyWcN7qrm6kcBxHyEXjpgct9T+VeMIDH5RVjhj+RzX07Ya7Y2Wh2iXMwEjBUCDr0x+HauuioXvI5MU6nKlA5nUbCz0szQwW6DPRsYyMVyRnbe4HJ5yCeRXfeLo42jjniKsy/eArzy6QrJK46kZ4+tedmVO1R+ep2ZbVvTQv2eW6ikMbJujUEg1W0+4e31JFIwytyPpVqzme32ybNyN9739qfqUccM0d5HnBwD7jsf6GuOkkjunN3sc7eS4uZ9x2hpGdW/unmnaRe6r4c0+HVDaeZpdxKwkwRnPAzjtzn60/Uo1LuVAw4yKXw7MLiO40O8kJhuFJiB6Ka6YzvozmlCzudcby2urEX1mBtnAJYd/r71534nt7eK+jnUFVlyWRfUYyfauw0Owm0zQprK4+8s77Oeq8YNcj4tGJLYf739KuDs7EMwQVdmWNfmkPc9Oa1vD3hu41262B1iijZd7t1wTjgdz1rHhTe+AcNjj3PpXc/D1zi/JPTZ17dea6G/d5iNb2R67o3gTRNA04/Z7YNI6/NI5y7fU/4YrivEmLS9Me0IAeoHFdz/wAJbZrJaWO0l3X52PGOK5TxuIbto7qAgoTtJ9eK6sXCFSg+XocGElUpYj3+pyss7HGcAbcVXv7eW1be+1kOMMvvSMrGXaOcAECtSF47y0e3nUhlXHHXH/1q+fhBI96dR9Dm5p280u5OCgAOfumjStZu9Fnubs28stiZlSfAOwHnn0z0qa5jA8yJgCVJH1pfD16UkudGuGX7FeHAB/v4OP0rrhNbM55x1udfBLp9xC2qWDArMuH28B/qPUVyWt6Pb3splgxFcHuOjGr3hmxuNLbVbCcN5cbq0ZPQ5z0/Sq2qQmSGWMMQT0I6g9jWkZcsjKSujgV61csx5syQd2YFf94Hp+I/pVWON5Gwik4/SrlvCBeW43guZV4Xtz61stNST2eIgKo9R1qyzrBCjE5ldtyr6e5qlE4Chs5AFUrq/ZpTg8ngewrihG7ua30E1m+j0zT7mR5A0j/ef0HZfzrze/1UXDKsCnAOdzd66nVJPNmWNx5iqN7buQT71xpxNKXVQuSeB2rphUcE7EOCnZs6Xwo8N1c3mlXOPKvUJAPZgP6iuqntzbaJY2rtueCIIT64rzZJ5NOvbe8jzujYN/jXoC6gt/bLMp3LIuQaxl3NYmJfR+ahXv2rDyVyp4IrpZ4SrEnoazdG0iHXfFD6fc30lqrRytGY49xZ1QsF9AOCST6e9WveRLdjmNRUK6Ed81VQkEEHB7GnzyNIELEninR2zkDfhAemep+grWC0Ik9Tu/AKAx3sygBXKnHoRnIrpppmuH8tSVi6yP7egrA0Ow/sXRmRmIluG8x8/wAIxwKfNqjGPaMhF6e9ZPWbZS0RpmaK4lk3MqW8Q+6TgAVyxvYGvH+zuHVT97HH4VR1OMFRK08jPI3EeflAqOxQIdx6MMV1Vq8VQ9lBephToy9r7STND7Q0cwlB5/nVfUiCRInRhmlKtk5qJ3+RkPQ9K89I62dF4Z1GK600Qz4Z4Gyueoq7ft5mW7muCs7t9M1NZMnYThgPSur1O6J0zz7dyCSMEVdhMyNUthMjEjkdK5FRzXoWv6dZQeHodT0/VL6dWuTa5uYVjW4ITc7xAc7VOFO71HuBxWk6dJql+lumQn3pH7Ig6mtooyZ0/hPSIxCNSvUDR5zCreo43f4fTPYV0M995aRXc4zht0EfYDsxH8vzpm+2+zgMu2GPCRQjgEAd6w9amvLiWB4ozKZGJCr3I/kP8KcXzSWtgekdjdg1a9kYRyTHyZG3FKJ2HmH0PBriUvLq7nRXYqFORGvT/wCvXWzMXQNjqKeOnCpyqHRWJw0JQbcuokk7LF5RK49MdadDcie0e2c5KjK/1qlcMZEVl6gYaoAzR4YEgjnNefE7HqiOeUBjG3TPFZxc293Dcx/fjcMKtag3mjzFGMdcGqG7zFIPpWjVncSdzu0vlvbVLiNso4/I+lcZ4wH7y1Prv/pV/wAFtbXfiGPSNR1C4s7a4bCyxzRRrGe7MZOMYzwOScCsjxWs0GrTWcxuAbaeSIJcACRcHGGA4zwM449K3hHVMwk+hiRhtw253Z4x1z2r0nSbVdF08KqH7XcYaRB13dgPpniuZ8L6QzyNqNwmIoCPLVh99+34Dr+VdPLqKRKVBBmOSzjqPxq5u2gkuo6e7No6wo6tcOCJJP5gewqOeZIVEck+SwBVWbJPrWDqK3DSNcwXCoI49xz1z6CqenB55vMYl5M8ljk11QrQp0XG120YTpSnUUr2SOj8zBDjGV4ORUC3bw3AlDDP86QPtY7ujDFVGVt53dq8m2p3os6myswnj6MM1hzOdySxnaysGB9CK02l/dNG3KnpWPNlJGQ+tXbqJdjvrfUVv7NLhCPmGG9j3FZ16u48Vy1rqc1gkkaOypIQcjsa6vxDoGraDoGlX95NcLPfGTzIWjIEAAQoGOPvMGzjt9Qa0UW9TOWjPPYCZZkiLEITjA4rqrK0htrmNY0x8y5J5Jooruoq6ZyVeh2jMUtEC8ZFZBdjKxJ5zRRXFTOmXwmVqUjJb3kgPzAbR9MVzdkMsaKKcghsXbxFNoTjoK0fCc8j2k0LHKRt8o9M0UUnsUjfuwPL/CuVXUrjRtcbULXZ58LPt3rkfMpU8fRjRRRTFM512KbdvXHWt/wxYw3l2ks4ZyrZAJ4zRRXRAykdTqsjb9ueDWTOxMYGeCcUUVgt2asz9SOLyNR0WPipYwBCtFFTMcS1jdgnriqNwMMR6UUVESiheqCo46HH6A0Wl7N9ma2LZiBBANFFaIT2N3X/ABO+vW1vFLpWm2xgRY4pLZJFKRqDhAC5ULzk4HJ5p3hVFTQLiYD55ZhG3+6ADj8zRRWq2Zl1EuJHeZyWPynAFVhPIsDuG+ZYiR7UUVkty0UtOULdW7jqU3H611ZP+iA0UVFTYa3KSf6107GmTDbHkUUVjE1M8gZP1x+uKz1Hzt7UUVq9hdR9nrzaNLcRnTdOv4pnVzHfQeYFZc4IIII6nIzg9way9Q1S81PUrjULuYyXVxI0sj4Ayx64Hb8KKK6IbIwlud4qC10e1ii4URB/ck8kmst/9WfcZNFFKXxDWxRvifsPX70gB+lTaOALiTA6GiipewzRuRnPsaaRuwx6kUUVzv4jSOxRuPvEelUbsDAOOQcfyP8AWiitFsDKV0MRgj1q+/ifWNT0+30u9vpp7a3keVBJIzEs23qSecbePTJ9aKK0p/CRPc//2Q==", "info": {"video_id": "106891", "label": "moving a blue box and a black box away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "106891", "label": "moving a blue box and a black box away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "106891", "label": "moving a blue box and a black box away from each other", "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": "165878f65dfc0260623a9a459e4f3f2c5b1accc2592edc9a0379061f9948a110"} +{"episode": 17025, "episode_seed": 3331905969, "split": "train", "timestamp": "2025-10-13T03:00:17.018609", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3331905969, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet behind pc monitor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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uvwDkZ+tdr4G1u5vtal+2tGs8Eckgk4QMXIBJzwOv8q4XW7iTVvEN9csoVprh2JzkEZwMevQCnCLjZA2nqZs6sk8Yzledp7GuxlVpLI7OJFAdD7jkVy17aT24hDKwQtlMnOM9RXZxRnyowfvBR/KuqC3TOPES2aKejLBrGtwpO5gtZpA0meMHvj8ePxr2qDQ4DGrW87RSKmxCgAGOwIrx5bVLYDy0Azya7Pwv4oktWS0vXJi6JI38PsfasqtC6uaUsX71loaMOo3FugeZgWDFZIm4KsOtaMV1FcKHjPXqK3CtrdIWkhikDDncoOa5vU9El0x2u9NDyW55eHOWX3HqK4J0dLo9KFdPRk8wBjb6GvDracTcgY5wR6V7DFfrPBvVsjB4rw2ynS3u8y7vKz84XqR7Vrg/dbuZYyPMlY1p4HubdoY4WmkY4VB6/wCc1lXFpcadIiXEUkTsu5Q64/8A113uk2k1rFe3CQ5RxstptwPY549cfzzUWv6dd6pos13cXHmxaWCZHfO6Td/CnoAMcGt5VPfstjnpwtC7ODndmg3qBtXbuGPu4PUV6JoGvSaZDAyyNIr4YxLjCr3yfX2FebTbWhcRkkqMn6V0miv/AKBG31GfSrUVLcirJwV0fQel3sV1AskThlYZBB61sRP/ACryDQdfXTYkHIVSA0Y7+4r03TtQivIFkjcMrDIIqJQcSoVFJaGyHwBSM2arCXrSGT3qCx0hx0NeYfFHUTp+paC5wI3MqSMR0XKZ/PpXpDyjODXkfxnYGTRcjKnzgf8Axyqi9QauM03SRY6e0a3ZeS/dQInAG3Ccfhkn8q0dG0y31O/tbKSJG08Qm6ljPSRuVUn8wa8shup5l2tNJ5qf6uTcc49q7bwHrsdol7Jq94sAhjREkk9NxOPfoPwFU4u7lfcmMkly9jkfFbRW3iXU7O1ULbwXDJCvZQD0HtnNYtyFktzL0dSNy/1q4ySanqksjlpRJK78dTkkjPp1rQvtBc2XmxtukVfnAHUVpGDsROrGLs2bHh/LaVGy9QT/ADrpLS9lhjZYzwRgg9qwPD0Ji0aDPVst+ZrZRCFJHXHFdUVeKuebN2m7FPxDrtxJpIsGcsCcBie3oaZ4Q1S60y+jmgckk4ZM/e9qyr11mnwegOcUlrO2n36kDOMOvvXHN+8enRjeCueyajqIudOW+sydp4dT/Aa5yS+edQSzVYFwhtxdW5HkXCfvI88Z9abaW0c8R/vCuarJX0O+lBpWZ4vYh5YzsYiSIF1YsBgdT+NLNAz7Zkj8uF22gZzyAM/4/jVa2GTyCVHJwece1WSxO3BGAeASfl5roOQ2LKby7g25YOp/1bqOG+lbqnaoRSeDkkev/wBauVE2+1O7zPMQgwkH5UOcsMe/GK6W3y0SFhgkDP1rtoSurM8nGwUJcy6mi+JVE4xu/wCWgHr60inDUyJjG4Yc9iPUVYaMcMnKHpW+2hwvXVDj/q1Xu3FTW9oLq4CFcoBlh7VChBbI/hG0VfsL2C0WYzkIpXJc9gKxqXSOmik5pMh06GJPFQhiUeXDDvZTyATwB+VbclvJbSSSaVKEdcF7bqvPp6VyPh7UQ8up6tOSqu+eeyjnH5Ypnhe9vNY8Q3UMuq3Fn9qaWRREm7cyoSq+wwOp9PevPn7257EFy7FH4i6o2pDTFkXbLD5uVI/3f8K4dRlwEbCHnL8AHHP+fpWt4l1C61H7LJdTvKwBOWx7VQiRDAXIIiOAxAJ2NjjHucflmlGPKrI0bu7mnBJHfwLFJEisqhW28bgBwT7+vvVy1sbaFxtRVJ4DHnFYdsJYJJHK7WQAlScE9O3frXRWsqvGsq8/3frXVSs0efieaLvfQnuLVJIhBKoJUgn2NWIgWbmkU+dHz/rFHX+8P8akU/LkVvynG5PboOdM7R703aVOKcGywB7c1emihtdCnvZlBfaSh756D8zUTaS1NacXN2R13hW5k/shBI5bDsFyegroxcZXFcJ4dukt9GsFkc75iAo7knJ/lWh4m1G4s9Baa1maKYSIAynnBNcD1Z6sFZWLes6OWZ7uwAWYjLx9A/8Aga+e8+2CCf8A64r2DVdQuINDi1Cx17UZVa4Nvm4jVFnITLPH32qflO71HuB5ATtJJPJP459acY2bZbbehrW+rX6wLbw3cq+WpWJQeMEEEY79SPxrcv8AxDv8DNZNNGt9czZngIIJUEc+g+6K5OMtFIJ03RsGyhTjYwPTn0rXtpVuU8xgN568VpGCkzGpN01czbbSprm3ZlGGIyMj9PpW3ocLRaciuMMSTg9uf/rVcgUeUWH3wOPp61LEgLe1bRhY4p13LRlu3Xb16dq3tE1mbSp8gloWPzJn9R71hDoB71YZXjtJLor+5jHzHNVJJrUzg5KXunrlpqEd3bJNE25XGQamaYjvXH+FL0yaLbknnH8ya6PzeMmuF7nqq7RZklDKcmvKvi3Ikr6MGb5D5oLDnH3Oa1JNWefxnPpN7rF3Z2ss3lxvHNFGsXQksZOMYzx1JwK8w1+4u21qewv5rspaXMkYS5x5kfzY5A4zgDODj0qorUZnRLIxbBH7tck5xxnHH510SXQ1Rt8yJ5mfnwOCemcfQCsTyv3OHwJYlzknqvGAPfnNSWDvF5swVii43Ee5raDs9TGtFyi7bnS28ccJGFG3uBxWi8XkoIwc7vmJ/pVC0dXQSZyAMj3NX4ZA6mOU8Mchj2Nd1up4zb2e46BAgAUYX0q6v3cVVTKkowwRVgthCe+KbQotnN61bPA8lzHko7ZOOxFQBvNghZxyPmU+vqK6lbJb3bauMq/Df1Nc99lNo13pE7fvbf54W/vJ2rirQSldHrYWq3DU1bPUJIwkSH9yfmA9Patm11BrORZGyYm4J/un3rhobqdLWURuUMbLyOuSa6bW9L1vQ9C0y7u7q5El55nmwlMCHAUoGOPvENnHb65rknTuzvjVsjzmM7IAwGcYOD0PNWwALRHCgF5CD+QI/maKK2MGWdPUSXabug5x79K6mMAcCiiu3D/CeRjvjJxVqJiIJBngDcPrRRW8tjjp/EIvykAelZniOV49GkCnG9lQ/Qnmiis6nws3ofGvUyUmePwysanCyzkP74//AFUmm6jPpN6l7bbPOj3bd4yPmUqePoxoorzT3EYmrDAgHYZH8qrQZKkZOAC2M8ZFFFMZLHPKsplDnzPvbjyc1uW8K22oXlrGW8qKTagJzgYoorWj8RzYr+EzRjJDZHUVdAGTx15oorsPLRGfvt9aj8U3Mv8AYthFn5Wc599o4/nRRXPW2OzC/Gy1pkzt4g0iAn93Hb7lHuUPNb3ixj/YDf8AXVP50UVxnpI5jWfEb6zBBFJpthbmFFjje3R1KoAcIAWIA5zwOTzXnn8RzzzRRVIRoqgkjhySPNDb8f7PSn2bbZ4FXgMMN70UVcdyKnwM3omIcMOCDxVxOJWA6cUUV1o8hllfvj6VJ4oka28NWsURws0i7/fgn+eKKKxq7HVhfiZe8JXkxurK23/uhY+Zt9WLAZNd4HYrg0UVyM9KJ5B4p8Ry6T4k1GJtP06/hmnDmO9g8wBl6EEEEdTkZwe4NchcahdatqNzqF7KZbm5kMsr4xljyeBwB7UUVoiTQifzPsisq4Uk9Ovzd/yqWzlL3TsyqQ0hYpj5TkE9PrRRVCZf0aRyHiJyi4IH1rcTmiiu+j8CPExf8Vl2M7ogx5IO3PtT2ONo96KKszQsUzw3CuhwQa4rxBdTP4mupy2HSXYpHYDgCiiuWtuejg9mWY+dPuX6EyRnj8atXevalf6dBp91dzTQW7tKvmSMxJbGc5PONvHpk+tFFcrO4//Z", 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", "info": {"video_id": "163132", "label": "pretending to put wallet behind pc monitor", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "163132", "label": "pretending to put wallet behind pc monitor", "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": "be07efff7179e6b4e21206b1d76790f86d765cc7ee59969e36491682ce1b965f"} +{"episode": 17026, "episode_seed": 3580490467, "split": "train", "timestamp": "2025-10-13T03:00:18.985616", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3580490467, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging charger into 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "165931", "label": "plugging charger into plug but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "165931", "label": "plugging charger into plug but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "165931", "label": "plugging charger into plug but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "165931", "label": "plugging charger into plug but pulling it right out as you remove your hand", "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": "471da89a94f4563e43db13cf54b9067ffe8746e0dc22b3362219ac5cd8bf63d1"} +{"episode": 17027, "episode_seed": 1709461324, "split": "train", "timestamp": "2025-10-13T03:00:20.379889", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1709461324, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling sissor out of bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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WuYjkBOMGly3ehpCVlqWvMO4VsaRM8UyJI+7GGB9j2rnjOEcJn5mzir1vebHdzgMFAUVvClJp6CnUi7anSXN9Kk8ltaqHYDc5boo9PrXNyqsjt8uOeQexrRtJltLWWWWTM0h3H1J7Cs8KWZt4wxJJH1qqtlGwqSfMd14a0K00mwhv54w95cqDGCM7QegA9Tx+dbmreENY07ytSuJla5Z97QgHCj/ePU/hWW2tQW8vh28lUfZ4sO6KcZaNeF9skCsHXfFd5ql5LqFxO8shb+8Qq8/dX0Arji7q71Y25J6OyOpv7a41AWq/bZITASY3gPXPPPY1Z1HwdY6rYebphhs9ZjX/AI9EGFuj16Z+Un1HBrK8M6n9riXHzZIPPXnPX8c11vhxxJ410wgiTdvVuvBCk/41pda27kcsrK+9tTzXTi/nvHIjRyoSrowwQR1FcZGHkyegzXtPjzSobLxzcSQIFW5jWdgP7xyGP4kZ/GvEVl2tjmhxbskEJJastJFIsgY4IB6Cty3YIiheAPSude78ldxyRkAgVpW19C8ZaPeEBIBcDP4470pQktzVTi1odU0mSJEPJUZrmNTJe+kYjBPXNaVveqwCk8etZ96N10STnIpyegQVmdJ4Q0W0itTrN1GrFXIhB/hx1b8+ldjfeDZ7zRhrF3d+QZlDW8RwAF6jcSckn0Fcfb34Hgcw8KYZgrbeu1m6/rUPiPxXJrV6zknyYEEcEWfliQDAH19azi9W3qKSlzaOx0TW327TPsd1KZIzgyRg9GHQ5/UVqRaPot1pEWmawZFUD/RbhFBmU+m7GSPY1xfhbWHuJDH/ABkEBfp6fhXYTybrm32ndIk8Z6ccsBz+YrRtK9kZ8r0TZwuraZe+HNak0vUVAlTBVx0dT0b8azfEv+psv+B/0r2H41adC8mjXiqonJkiY45KjBH5HP51494oUpDYA/7f9KGrJhF6pmFG2Gq0LhguM8HrVHnIxUkLBpwhJ4G44HapSN1KxqWYNwVhRQFBBP0q5rTMyRAjhehqCzuIoSfLAGetSai/mxKQeM9K0v7tibe/cl8MaNDq2qH7QoaGFPMkU/xdgPz/AJV6ZY+Hl8R2s8zTfZtMsiEbaQu446AnhQBiuC8HXQt7y6gO0efDgE/3hyBSS+J5W0K30oMwjEsk0qA48yQk/e9gAAPxrFP3tQmm3o7HS2dr/Z8k1vDfCRNx8to2zuGORxxmtHRLKy0dblzCfsc423MJG4OOnCnivOdO1oxaiUYgKOcj9RXowZntxG6szSZUBRn8a0TV9jJp21d7s53xh4aj0WO31nSVcaLeOUjjkOWicdVz6HBwaxtNlWVwVP1Few6lbpcfAqQXIG5IN65HKsJOPx7V47pNuVfcPWmlewnszkophwDxVpWz0NZibiwCgsxOAB3NMUb70IJCQx69O3T860nSithU6r6m0GxUgkGa59LmYAfvGyOxNaMc5kUMDwaz5ToVQ0ZJF8og9SRirsk3muTkHHHH0rCGcg7iecjNadsYwip5i73OcHjNW3FU7CS5p8zG31tJcR70cfKPu1s6Fqd1punskcCSNI4Cs0mMcY6VnR20dxeCKS7jtyAQd54YGt4waNY2waS7hZVxzuzkj0A71k5RUfMck+bY6rwF4rk0261O/wBSto7eK2T7OSnIJ3ZIznk8CuYa7fV9autRl+/czNIce5rBvNUm1a7KxM62uflTpn3I9a6LSbfaFyKcb9TKWmpl+OSYYNNAxyJP/Za49Gwc12nxDXbFpf8A20/9lriEJJ2qCSegHeuukklc5pN3sRkl7qJe4Iz/ADq5uAc9ieBUujWqyCW6mX7x2KD+prNu2IvZE6BWwvtVQrqCfcfLzNI14nIdWY7mXpntVtZFJB75rIgn82Pd/EODVpJK5KknN3Z1wtFaHTWUaahC9lJJtBHmR8ZIYen4fnXP32m3lm2yfIQnIPbFWo7v7FtkZsMUOPrWtp/iuznTy9RXEgG0SBcg+5FY+9HVFNcxFoNxqGnWss9okWxk5eQ9APQV23g281a18Uy3GoTRf2fYxmQT7QiMWXserHBPFc7/AGroUERKXSFRwFCZP4DFVpNTn1iVMPKLWMYjjZug+lEG5Mme1jrtV1j/AISHX7jUApWNsLGp7KBgf4/jXiaks5J9a9e02HanTtXj4+Vzn1rupWRxTG3TcYz1OabbTeXICT8p4aobhiZSCMY45qa6iEMkZ/heNT+lZ1GnI1p6I145mQjDVcWYMMtyaxLSbK+Wx5Xp7iriSYrFnRFnQ6dPGHEcjYhlGyQEZyDVHVdCubeR5It7QE4GOT/n3qCKXyohMxO0MKv2HiwW0vlXSebADlfVf/rVm046op+8RaBFdQ3HnWsiRMhK75Fzgkc8V1WlQ6vcarpt1JqTDT9++7kk+WJGVunvnHAqgviTQv8AWeY4c8nKZ/yaydQ1xtYZbe3V0tkOfmPLn3pJtvYTukdt4r8Vf8JXrUZiJNpaqY4v9s55b8f6VxnjTEcen8Zz5n/staWlW20LxWf49TbHpv8A20/9lrqhFPRnLJ22OQlm2xkgYNVFkffuydw5Bp1y3Cr260ojzp/mjqsuD+VOainZDjJvVmjDKDGHU8VcjnyAGOaw7abY+D91uvsa0FfBrJo3TNe3n2Sh1O1gcg+lXdS0c6ii3lmTucbpB0+bvWLbEvJ16DJqxB4hlsZEMR3IF2ujdGrNxe6LbuRWenz/AGsR7WRyM5dTwK6l7TVtRgnWLUZ3uowjIQRGm08Nk+3WoE8X6VMoaeGSN+mAMge9UNT8Vpcxm2sInRX4aRzzj2HapTk3qg1Wx1/iLxav/CPWXhWxuBcQRIhnnXgMw/hHtnms3TI+lcvptuWcEiuz06HaBxXRFHPJ2PNLmGS3lR0BUowYfUVTacHUvtCptUy79vpzXc6hpQZT8tc4uj79Sgjf5UaQBz6DPNQp33FaxlXFs8dw+0EjcSPzp0TmGTY4wG7HtWjrNs9nfOP7rYz6jsfyrIdmkYk9TTTbGm7mgGxTPtO24jkIJCdhUMUu9MH7w60xgd3Sg0TJLi6a5nMjcdgAegpYlaVgBk0sFo0rDg10OnaZjBK0htlnSLLaqkjmu006DaBWZYWmwDijTBPf+K59NfVbi0jxJ5QjTdllQsF9hweT6e9NGUmQ/EGBpYNP2jOPM/8AZa4G2gVppoc7ZfLLRNnGHByK6+C5u9XgY3M7zeWAV3H7uev8qw9R0oqSQPej2lvdI5dblTUb37KIbSFgWjILt75yf1qjfw77t2X7zHJFEVoTqMIlyVMilvcZ5q/r9t9nu2aL/VH5kP8Asnp+XShvXQZkRu0EoLdOjCtBZAMEdKyd2T8x4PWrNvKcGNuq9KGaRkW7y4MyLzytUwx71J5bs/A4rQtNO3kErSLuNsLQyODjrXa6VabUUYqnp9gEA4rS1IzWWkNLA5jkDqAy9apGc2dLaRBV/CvHfsa/bEimyqO+CR2r0PUpWtdCh1HT9b1CVWuDbZniVFnITczxDrtU4U7vUe4HP3+mFsnBzRKbiZKNzh7wSrdOk5y6HYT644q1cZubO2kJAYJs+uKkvdPdHJwav3VgE0a0kiHOzbIPR+v6j+VS5bFGEN8RDYwR/Kr6Sh1DA8Gs52bd83WpIJPLbaT8rcg03qXGRfluCYDHng9qobiDUsmScjmnw2zSkcGpLuMiUyEYFdNo9mVxkdah0/TsYJFdPY2m3HFNEtmhYW+AOKxPiBDug08j+HzP/Za0NIdLvxa2mXupXVpbySbEkiljRY+5LF+MYzwOScCs7UYbq4v72zunuW+yTNGq3GN6ckfNjjPAzjiqcnFXMrXOE1WJreRIkJaAgSRk9eRz+opLNjJZ3EB+7lXz6EcVrajpjDPGcdKbo+nq9tfKw/e7QY/fGSR+NTzXRWxheUy59PWrdvNvXafvLUFyrRyFT07VEjFGDg+xFO9xpmmJzFyDiqLH5ye1SsdyZFRqjMelI0TEBzxV+xtmklDYpbWxLsCRXSWFgFxxRcHIu6dagBeK6Wzj2gVgaiZbTSzLC5jcOo3L1qxrOna74f0PS726vLpZrwyeZCUwIMBSgY4+8Q2cdvrmqRizXu4I+eKwLi3iEu4LzRRXMjR7GdrEEctvG7jLYK59h0rkpYEDHAoorWJPQfHCgZWxyQCfzxVuOCMvyKKKbGjXsreMEcVv2kSDHFFFCGzctkUY4rlbzUJ9J8U3F7bbPOikbbvGR8y7Tx9GNFFNbkMs+FY1aO7UjIGwD9atX9vGQeKKKyl8TGtjnZLaIXQIXkGnahCklmu4Z2kqPpj/AOtRRQJnKyQRhjxU0UKfu2xzyPyoorUEbEFvGSMrWxaQRrjAoopIpm5axqMcUniIAaCxx/y0T+dFFUiWYmseJH1qG3ik0zT7cwqscb26OpVB0QAsQBzngcnmuhu4U29KKKzrdAic3f20RJ+WozEv2V0x8pXOPpRRWYM5e9t41mbAqqkKEMCOhBFFFbR2A0reJGQEitW0t4+OKKKCzctYkGOK2bdFGOKKKCWc7daw2laxfxmwsL2KWUMY7yHeAyjggggjqcjOD3Bq1o11Nql1qV7eP5lxO6ySNjGWOc8dqKKc/hJW4l/BGQcrWZBEkTbkGCDnNFFYlMxdYtohMxC45rGWJfM244PBoorSOwizaxqVwa0IYIyelFFMpGzZwRgjity1jUAcUUUCG68MaM2P+eifzrBvdf1O/wBNg066u5pre3d5U8yRmJLYzkk8428emT60UVUSXuf/2Q==", "info": {"video_id": "3510", "label": "pulling sissor out of bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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WuYjkBOMGly3ehpCVlqWvMO4VsaRM8UyJI+7GGB9j2rnjOEcJn5mzir1vebHdzgMFAUVvClJp6CnUi7anSXN9Kk8ltaqHYDc5boo9PrXNyqsjt8uOeQexrRtJltLWWWWTM0h3H1J7Cs8KWZt4wxJJH1qqtlGwqSfMd14a0K00mwhv54w95cqDGCM7QegA9Tx+dbmreENY07ytSuJla5Z97QgHCj/ePU/hWW2tQW8vh28lUfZ4sO6KcZaNeF9skCsHXfFd5ql5LqFxO8shb+8Qq8/dX0Arji7q71Y25J6OyOpv7a41AWq/bZITASY3gPXPPPY1Z1HwdY6rYebphhs9ZjX/AI9EGFuj16Z+Un1HBrK8M6n9riXHzZIPPXnPX8c11vhxxJ410wgiTdvVuvBCk/41pda27kcsrK+9tTzXTi/nvHIjRyoSrowwQR1FcZGHkyegzXtPjzSobLxzcSQIFW5jWdgP7xyGP4kZ/GvEVl2tjmhxbskEJJastJFIsgY4IB6Cty3YIiheAPSude78ldxyRkAgVpW19C8ZaPeEBIBcDP4470pQktzVTi1odU0mSJEPJUZrmNTJe+kYjBPXNaVveqwCk8etZ96N10STnIpyegQVmdJ4Q0W0itTrN1GrFXIhB/hx1b8+ldjfeDZ7zRhrF3d+QZlDW8RwAF6jcSckn0Fcfb34Hgcw8KYZgrbeu1m6/rUPiPxXJrV6zknyYEEcEWfliQDAH19azi9W3qKSlzaOx0TW327TPsd1KZIzgyRg9GHQ5/UVqRaPot1pEWmawZFUD/RbhFBmU+m7GSPY1xfhbWHuJDH/ABkEBfp6fhXYTybrm32ndIk8Z6ccsBz+YrRtK9kZ8r0TZwuraZe+HNak0vUVAlTBVx0dT0b8azfEv+psv+B/0r2H41adC8mjXiqonJkiY45KjBH5HP51494oUpDYA/7f9KGrJhF6pmFG2Gq0LhguM8HrVHnIxUkLBpwhJ4G44HapSN1KxqWYNwVhRQFBBP0q5rTMyRAjhehqCzuIoSfLAGetSai/mxKQeM9K0v7tibe/cl8MaNDq2qH7QoaGFPMkU/xdgPz/AJV6ZY+Hl8R2s8zTfZtMsiEbaQu446AnhQBiuC8HXQt7y6gO0efDgE/3hyBSS+J5W0K30oMwjEsk0qA48yQk/e9gAAPxrFP3tQmm3o7HS2dr/Z8k1vDfCRNx8to2zuGORxxmtHRLKy0dblzCfsc423MJG4OOnCnivOdO1oxaiUYgKOcj9RXowZntxG6szSZUBRn8a0TV9jJp21d7s53xh4aj0WO31nSVcaLeOUjjkOWicdVz6HBwaxtNlWVwVP1Few6lbpcfAqQXIG5IN65HKsJOPx7V47pNuVfcPWmlewnszkophwDxVpWz0NZibiwCgsxOAB3NMUb70IJCQx69O3T860nSithU6r6m0GxUgkGa59LmYAfvGyOxNaMc5kUMDwaz5ToVQ0ZJF8og9SRirsk3muTkHHHH0rCGcg7iecjNadsYwip5i73OcHjNW3FU7CS5p8zG31tJcR70cfKPu1s6Fqd1punskcCSNI4Cs0mMcY6VnR20dxeCKS7jtyAQd54YGt4waNY2waS7hZVxzuzkj0A71k5RUfMck+bY6rwF4rk0261O/wBSto7eK2T7OSnIJ3ZIznk8CuYa7fV9autRl+/czNIce5rBvNUm1a7KxM62uflTpn3I9a6LSbfaFyKcb9TKWmpl+OSYYNNAxyJP/Za49Gwc12nxDXbFpf8A20/9lriEJJ2qCSegHeuukklc5pN3sRkl7qJe4Iz/ADq5uAc9ieBUujWqyCW6mX7x2KD+prNu2IvZE6BWwvtVQrqCfcfLzNI14nIdWY7mXpntVtZFJB75rIgn82Pd/EODVpJK5KknN3Z1wtFaHTWUaahC9lJJtBHmR8ZIYen4fnXP32m3lm2yfIQnIPbFWo7v7FtkZsMUOPrWtp/iuznTy9RXEgG0SBcg+5FY+9HVFNcxFoNxqGnWss9okWxk5eQ9APQV23g281a18Uy3GoTRf2fYxmQT7QiMWXserHBPFc7/AGroUERKXSFRwFCZP4DFVpNTn1iVMPKLWMYjjZug+lEG5Mme1jrtV1j/AISHX7jUApWNsLGp7KBgf4/jXiaks5J9a9e02HanTtXj4+Vzn1rupWRxTG3TcYz1OabbTeXICT8p4aobhiZSCMY45qa6iEMkZ/heNT+lZ1GnI1p6I145mQjDVcWYMMtyaxLSbK+Wx5Xp7iriSYrFnRFnQ6dPGHEcjYhlGyQEZyDVHVdCubeR5It7QE4GOT/n3qCKXyohMxO0MKv2HiwW0vlXSebADlfVf/rVm046op+8RaBFdQ3HnWsiRMhK75Fzgkc8V1WlQ6vcarpt1JqTDT9++7kk+WJGVunvnHAqgviTQv8AWeY4c8nKZ/yaydQ1xtYZbe3V0tkOfmPLn3pJtvYTukdt4r8Vf8JXrUZiJNpaqY4v9s55b8f6VxnjTEcen8Zz5n/staWlW20LxWf49TbHpv8A20/9lrqhFPRnLJ22OQlm2xkgYNVFkffuydw5Bp1y3Cr260ojzp/mjqsuD+VOainZDjJvVmjDKDGHU8VcjnyAGOaw7abY+D91uvsa0FfBrJo3TNe3n2Sh1O1gcg+lXdS0c6ii3lmTucbpB0+bvWLbEvJ16DJqxB4hlsZEMR3IF2ujdGrNxe6LbuRWenz/AGsR7WRyM5dTwK6l7TVtRgnWLUZ3uowjIQRGm08Nk+3WoE8X6VMoaeGSN+mAMge9UNT8Vpcxm2sInRX4aRzzj2HapTk3qg1Wx1/iLxav/CPWXhWxuBcQRIhnnXgMw/hHtnms3TI+lcvptuWcEiuz06HaBxXRFHPJ2PNLmGS3lR0BUowYfUVTacHUvtCptUy79vpzXc6hpQZT8tc4uj79Sgjf5UaQBz6DPNQp33FaxlXFs8dw+0EjcSPzp0TmGTY4wG7HtWjrNs9nfOP7rYz6jsfyrIdmkYk9TTTbGm7mgGxTPtO24jkIJCdhUMUu9MH7w60xgd3Sg0TJLi6a5nMjcdgAegpYlaVgBk0sFo0rDg10OnaZjBK0htlnSLLaqkjmu006DaBWZYWmwDijTBPf+K59NfVbi0jxJ5QjTdllQsF9hweT6e9NGUmQ/EGBpYNP2jOPM/8AZa4G2gVppoc7ZfLLRNnGHByK6+C5u9XgY3M7zeWAV3H7uev8qw9R0oqSQPej2lvdI5dblTUb37KIbSFgWjILt75yf1qjfw77t2X7zHJFEVoTqMIlyVMilvcZ5q/r9t9nu2aL/VH5kP8Asnp+XShvXQZkRu0EoLdOjCtBZAMEdKyd2T8x4PWrNvKcGNuq9KGaRkW7y4MyLzytUwx71J5bs/A4rQtNO3kErSLuNsLQyODjrXa6VabUUYqnp9gEA4rS1IzWWkNLA5jkDqAy9apGc2dLaRBV/CvHfsa/bEimyqO+CR2r0PUpWtdCh1HT9b1CVWuDbZniVFnITczxDrtU4U7vUe4HP3+mFsnBzRKbiZKNzh7wSrdOk5y6HYT644q1cZubO2kJAYJs+uKkvdPdHJwav3VgE0a0kiHOzbIPR+v6j+VS5bFGEN8RDYwR/Kr6Sh1DA8Gs52bd83WpIJPLbaT8rcg03qXGRfluCYDHng9qobiDUsmScjmnw2zSkcGpLuMiUyEYFdNo9mVxkdah0/TsYJFdPY2m3HFNEtmhYW+AOKxPiBDug08j+HzP/Za0NIdLvxa2mXupXVpbySbEkiljRY+5LF+MYzwOScCs7UYbq4v72zunuW+yTNGq3GN6ckfNjjPAzjiqcnFXMrXOE1WJreRIkJaAgSRk9eRz+opLNjJZ3EB+7lXz6EcVrajpjDPGcdKbo+nq9tfKw/e7QY/fGSR+NTzXRWxheUy59PWrdvNvXafvLUFyrRyFT07VEjFGDg+xFO9xpmmJzFyDiqLH5ye1SsdyZFRqjMelI0TEBzxV+xtmklDYpbWxLsCRXSWFgFxxRcHIu6dagBeK6Wzj2gVgaiZbTSzLC5jcOo3L1qxrOna74f0PS726vLpZrwyeZCUwIMBSgY4+8Q2cdvrmqRizXu4I+eKwLi3iEu4LzRRXMjR7GdrEEctvG7jLYK59h0rkpYEDHAoorWJPQfHCgZWxyQCfzxVuOCMvyKKKbGjXsreMEcVv2kSDHFFFCGzctkUY4rlbzUJ9J8U3F7bbPOikbbvGR8y7Tx9GNFFNbkMs+FY1aO7UjIGwD9atX9vGQeKKKyl8TGtjnZLaIXQIXkGnahCklmu4Z2kqPpj/AOtRRQJnKyQRhjxU0UKfu2xzyPyoorUEbEFvGSMrWxaQRrjAoopIpm5axqMcUniIAaCxx/y0T+dFFUiWYmseJH1qG3ik0zT7cwqscb26OpVB0QAsQBzngcnmuhu4U29KKKzrdAic3f20RJ+WozEv2V0x8pXOPpRRWYM5e9t41mbAqqkKEMCOhBFFFbR2A0reJGQEitW0t4+OKKKCzctYkGOK2bdFGOKKKCWc7daw2laxfxmwsL2KWUMY7yHeAyjggggjqcjOD3Bq1o11Nql1qV7eP5lxO6ySNjGWOc8dqKKc/hJW4l/BGQcrWZBEkTbkGCDnNFFYlMxdYtohMxC45rGWJfM244PBoorSOwizaxqVwa0IYIyelFFMpGzZwRgjity1jUAcUUUCG68MaM2P+eifzrBvdf1O/wBNg066u5pre3d5U8yRmJLYzkk8428emT60UVUSXuf/2Q==", 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", "info": {"video_id": "3510", "label": "pulling sissor out of bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "3510", "label": "pulling sissor out of bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9eb6323005f23fcccd0f36a071a976feaf67fb1630e951f5c6c86b4684dd3696"} +{"episode": 17028, "episode_seed": 2661959840, "split": "train", "timestamp": "2025-10-13T03:00:22.264267", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2661959840, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 3 battery onto coffee 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "143669", "label": "putting 3 battery onto coffee mug", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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XkkyCKQ2VZDhh9a+nkk+Uc9hXy/IeR9RX0p5vChfQVvS6nPV6F7zKguUjubeSCZd0cilGX1BGDQG4ppNbGJ8reOfCtx4d8Q3MGwtHuypA+8p+6w9j/PNYMFxe2iNbeSNofc0ckQPOMdxnvX1H4w8MWviXTtsgKXMIJimUfMvqPcH0NeHal4V1HS5n3JbyRjnd5jKD9VOazaeyOqEoSfNKVmc3awWl3A7TRLE6ct8u3A7k8/0rTl1CXQ1iW0Ywk4AHcKOfz55qhJJLPOkcrr5YYYjQYUe/v+NaE0S3UztIgdSeARUNWNJYi+iS9bWuWdQ8cPrWlmw1axtZ8D93cKhEsZ9VOf8A61erfCuA23gW3Zgf3sskgz3GcA/pXmWkaFpRuBJc2YlUH7pdsfzr2fRruBrGKOAIkKqFRVGAoHbFVDcwqzTVkrGyWyKm09wry++P61VBO2pLZghkJPHFaLcwZq+ZTWfjJqqk28E0pfimIeWrnfFdr9p00SKcPG3DY6A1uF6rXUaXFvJA/KyKVNDV9Bp21Pn/AMR6TbW7G5MMQLZzgcE1y1kf9MDY4XLf4V1vjSPUbW4k06e23qjZjlU9R61z+l2Dhi79SOlZptKzL3d0Sf2bDcNvlQknqynFd74Ki03SZswWypO4wZScsR6ZPSudt7Qg8VqQfu2G3jHQ1N9Qb0serRTCRcg0kp/lXO6HqRm+SRvnWugY71BzWt7kGnDKzMSelS76pLPIBj7O34MKX7S//PCT9P8AGpKLRfOaaxyKqtdMD/qpP0/xppu/+mUn6f40wMXxdokOt6Q8UiBmT5kJHQ14vJof2SZk8sKQeeK99e43AgxSEfh/jXD+JNOBdpo4H568CpkNHnKQbSBjkVo2o5xSzRlZD+6cfhSRMQwOx+PaoGbFnI8M6SKehru7K9WWJTnnFeepMQ2BG2MelT6BNcaj4lk019UubNCshi8tN2WVCwX2HB5Pp704iZ6ppcxzNjqcf1rYiJCAGvOPh1qF3qa37XV1O5QRlckcZ3ZrvNrdRPJ+n+FaIkuM9MLVV2yDP7+T8QP8KiZpM/69/wAh/hRcC25ri/GmhJqNt5yqPMQda6Ys5P8Arn/If4VBcRtJGyNK5BHcD/CmwPDpbFoJCMYxTg5jIDV1fiDR2jmZ0dsHrwK5a/gZIlkDE7eDkVg0awlYlSbPelZwRis6KemX1w6WxeNirZGMVNjZy0LbMN3PqK+lI12KAeoAr5x1nTrG38P22qabqt9OrXf2XNzCsa3BCbneIDnapwp3eo9wPomNv3a59BWsFY55yuWd/FNeTA61GX4qN35rQzJDJ615N8SFv7VmjjjElrLyrDhkPcH1r1It6Vj6/p0epac8bqCeopMZ872NjLJOGkGADnFdPFbI3VRU9xpjWt4UK4xU0aYPSsmy0SQRBAAore0e/NnKAxOxjg+1ZEY4qzt+TI9aQmejQXSyRjByDU8eWYgHrXmmh6nLdeKW0y71a7tLd5NkbxSxosfqWLjGMZ46k4FdH4YuL2XUtYtb24vGNrKI0WdgHXlhzt4zwOnFaolnZp8gxmlLe9UtnpNN/wB90uwgE+fL+Y/wqxFgyDOKRmqi2/OfPk/T/CkDORjzpP0/wouBg+LtETUrYShR5id685aw+zsVxgg17DKjOhBmYgj0FcPrmkukrSK556/KKiaKRzkabTVlF9BTDDIB9/8ANaljSTu4/wC+aiwF6ym8iVXX8a6+1uvNiFec6rLcW2nNLFMUcOoyowav6pZ+IvD+h6Xe3N/dJNeeZ5kJjwIAApQE4+8Q2cdvzqoiZ6eCcinDg0UVQyF2O41ExNFFJggzxVDUUVrf5hmiikM8+1SFFuDgYrP2KCMUUVAF1FG5B6ispb6bSPEUt7a7fOidtu8ZHzKVPH0Y0UU0DOy+GI2jUgOgEQ/9Cr0RSeaKK0RI2QnaagNFFACCmv3oooAw9ahRozkVwd/BHslXHBzRRWcty0cgpIbikvWP2X15FFFStzR7FvW/FT6/Fawy6TplqYFSOKS1SRSka9EALlQvOTgcnmvo+O3jCLgMOB0Y0UVojFknlY6SSD/gVQSb1yRK/wCOP8KKKoRAZ5VON+fqBUEl7KAR8pHuKKKTA4fxA/8ApO/YoNY6Nu7CiisnuWWYhyKtr9yiiglnPPrDaXrF/GbGxvIpZQxS7h3gMo4IIII6nIzg9wa7HwLeXGoXmr3l1IZJ53SSRsYyTuoorVCO2XvSOeDRRVAQmkWiigQp6Vm6pEjQEkZOKKKGM4u5RVmYDpTEUZooqART1pR/Y7nuJUrMudc1K/06DT7q7mmgt3aRfMkZiS2M5JPONvHpk+tFFNAf/9k=", 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", "info": {"video_id": "143669", "label": "putting 3 battery onto coffee mug", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "143669", "label": "putting 3 battery onto coffee mug", "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": "7285a1809f078b3ad107073f8434aaf74f7b0725545f52987333b8bcfdefb483"} +{"episode": 17029, "episode_seed": 457904549, "split": "train", "timestamp": "2025-10-13T03:00:26.791280", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 457904549, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a surface with tv remote on it but not enough for it to slide down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "72704", "label": "lifting a surface with tv remote on it but not enough for it to slide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "72704", "label": "lifting a surface with tv remote on it but not enough for it to slide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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s02hvUy9LingeeO4uGuF+XYGcuV654PIq+tu11I/luXkI+6Vxiua8N3raxrOuTo5jihZI4h3IUuMfmCfxrbXU2kmWDaRGo+YH757YJ7Um7vUuKstDStLKZCyy7WRBkKp/WrTLiEMREqn5lLnb9PTn2qjpt7E8skIMuUboVwp9sdhWqcSIIZBlAckPwfoKCjEvfEWjaPdCK7cPdSDcIlgLEgkgc9ByParjeIrNR+9iEZOQflAGfTJPXpXnXiPTpNd8X6nJA0SQWSRwsJGIJwm7gDk9+alg0GwgeJbjSr++UnGbbO09Oeucc9fauunToqKc3r/XkYz9vL+GtO+n+aPQJtfsLFglzK48wgDyiDjJ4/iwKzbnVrU+KY9NN7JD9ph3K+dpV87f++WHH1was6N4e0PWNFimuNOkSS3uXtWHns2wDoTk8gqRxXl3xG0648O+J7K8tYpmhlgAtt7fMoU4eNvXqCO+GFKdODj7pCnNP3mep2T2s6S2N+qieNsI07Ak9tueuf6cdhXk3jTxOpvLq1ssw2YYoABtMuO5Hp7GvRPD8mm+JLFb+V2SfCl2ViMns2ByDx+deb/EXwxHaeJZLq1fdZ3imRCx4WTPzqPzyPqfSuaLbNupysd+PIXLDJNfRDCMIACiMQAS30r5xttOVJMyEfK2K+i5XexCGchwwysajOeOlKVlsWr9RDZT4R0jDhRndjqfpWjHAUVQygzOPmHbpzistdSDQLLJIYlDfKigkBfQD161t286uiSLJuA744Htjp+VLQepE0QLbGVUD4/jyfwHb6VTOvaNBK1vEI7qWIZl8lt3lgHHJPAPtnNX7lYYxJcyLsY543cHjv714nomj3N7HHPJHIts2SrM20SdThR/F0P48VtQhGTbnsiKjntBXbPQ9R8fwwzi2tYszZ2hIcuc/Xp+QNJrmkeJPEemO1razLB5ecHIaQ4yflI9fpVKztNTtbO4TTNNj0+JY9y3gZRKzDBAA5IHY89K9Hl1W0/syC+1C9gtLeWIGTfL91weQoB55BGR6V1xlFu1Jfd/VzknTlGN634/1Y+d/CPig6RenTrqQzW0/wArqcr34HP8QPQ/hXsenWmjmyW5C+ekkZX513bgRgj0wRxivM/HMng+91m6v9KS/lmuPmlEYWKJn/iYZBxk88DrmuftfEl7BClicku6pxKQcE4BPqa5qtCcXzJFwrQkrXJPGHg+00m9M9lMPsFw7C3+bdsI+8jfTt6j8a6b4U2aRrqyg7SRF2z/AHqdpPhix8QLeQ3812I7WZvLETgdRg5yD9cV12jaFY6DE6afbHEm0yMWLM+OhJ/HtispXSNoNF+WABhiNtqjO5gKW0jWV2j2kOc9RgAZ+lTR3MEEqDkzMceUx3KM+vpV21maRmDQqOOwwMeoHXAqEjW7IhbQxFpEKI+0LyvBqzCs3mFln8uPpu2Z5qU4FsESTZITtVz82c/XNcN8Q9T1DSoNPgtr2SFp2k80xPtJAAx83XHJqoR55KKFKXKrnctc2kCsrXsbBmPykA8/Qc1nT+IbAxyncGES55O3joBjk9a81tZLzULENd6hDYWSqqtIiAZA9WPU/jXZ+B9L8PSXl3FbwzXjiBZ4pJ5crcLkg4XGODjqD1rt9hSp2T1f9dDkVWrNtrRen6vT7ji9e8dz22v2k0VlHbwxEoWEf3lI5Deq+1dfBcy6kyajooCGVSWKuCYmPBBzx34PPH0qz8RPAzeJtD+2aLaiG+tRuTyiQJkIw6knjIPI+hFeZeG9S1HwTfx2t+vkoflCSSrkH0ODkexP0rnrwV7xLpt2szS+KXhjVmji1w7HjkAS7VQf3bdA/PO08D2PsRXl0cN1G5j2lSOoYV7VfeNzdSqFtUuLcsqTpI4cMrcbSOmDXHJ4N8RXN2/+geTAzMY5biQDC5OOmSeMdqhO6LXmerRPa3eBcwqYyQYyz9c/T6Zq2seLh7W4soljj+eKWP5h7Zz/ABVRNqskStbxxpFtCBRnPrkH+nep1LW8ZR4zncNnOD78n3rFM2Jbq6SK6a3ZWZwBudAQoz+PWvPvEHiDTdP8XXFxdkSz+QkamOTb5XOcFcYPHv39q7WBJZrdzMioy5JAOVwOn414548dn1/UGHyK80T7A4Az5Q5CdT/vdK3ofFYzqScUpLod/pXjnRdwHmIvqHXjke1dRoPinwzb6leznUYII7mARnhuoPy/KB2y3514j4fRJrWSNZkiuijtbsxA+cAEDJ9eQPrWms0f2lS+ziJdwAyd2Cefcd676OHpc1knscuKxleceaTW/Y9T8eXPhTxX4XksIfEdoLxZUmiaZSoLAEHJPYg4rkvAOqJpElxpdy8RiXlCkwkQgnsR2zkc+1czrEtt5cMVuyMrKNuCM5z14/XNYpmSFGuLKdYrlQSPlA3E8AA9zntWVWlGUeZXXqKFSUZcrs/Q98h1a3uLl1iaNQke4hXBYjIHH51VuJmPKykqx4Ddcn39a47RIhaam803zCGNY2bHBfHzHHTr6dK6a4SKRHEYyi/Py2ea4mraM6Vsc14Te5s/EXiCKYKDcSLPExXAwSx7dPQ/jXfJMssLtbG2iu1wQzx53n0HesHQJwbm4jUKWkwNxwc+vXp1raFi4DOj7towHbqAB3J/+tUvc0jsXPNxaNPKoil25kRSGDn09z057VUW5Mi4WIQs2AY2GcjrjHrUd008kiNEqKgcbsg5I9v0pLrfBGyQrvkdAdqgErjpz270ijzHU/Fceja5qZgsfME13JidlYEleGUEnBAzjp6VfsPiHfykNFZIilSQzSbRjPvXC+KFVNXvDviL/bZeA534ODnZ0A9xyauaZPavo0tpct5byR74JdhYCRWyAcdjXo04RkruN2ckq9SK5FNxj5Holl8RdXsUnt4dOtclg7icF8Ecjj8az/E3jfXdVtFtNRt9KlgLZCtaAhGI9fX6VzQvkF3NPHu2n7gkOTx0/lVTVdQW7uRMEZFCjdk5PA4HFds6T920Fa2p50Kkfebm730FsfEF3oZkIjUI/wA6xw5Tbk84z+BxXUPpt54ihudOuL0KizRSvI6lmUqDkLz1w3061wdhfXOp6pZ6dJlkmnjDZOcANk4HbvXoumXSF52EoWSSVpMg5yMkD8CBXmVoRTckrHo05NqzZLa+EtD0+VGe3luJOAvnyb8kdwMbTXZxXNvc7hIiPbnI5PJI46dea5W5l3IWZiUfDdOBjuP1/OurjjjuLSN7ZI441BA+TAfP6iuWTOiPmXPKVJhamxgeylXIeM5K/wC9nt9Kdc3Edo0cR3MWTK+WCuB/tY4/Sq6RNaRuHj+Qjjtz9fpTLdJrmWdJIwhLHbhsgj1alctE87M1rNkKf3TLHjv8pHP415ba+K9P0PSLSxllmnnijw0bR7QjAtwO/frgV2+o61atM9kk8amFMyqueO3Xpu7+1eEalB5ToAFzG7wuyxkZZWPLN0ZiDnjtiuiglK8ZETqzpNThuegv431G+AVDHZI7AKXyxYn0H61SV5L64Y31wZjG4XcZMrjI6exyPzrHsb+2/skW9zFKWcK8M0RAaORDwTnqMGnPO87yvtVfMJO0dFB7D9Pyr16FOVmopKPkeNiqkbxnNuUr63JNfJS+CAjIycEYPT+X0xWJa6lLd6nY2uwbGuYsZA+XDdsfzNWWjimlMZmRSeCx5A/Kt/w9pWiWd6k8oa6nRsxyOdqqQeCB0/PNcmI5KcVDmu0dNFzqyc+WyZ23hoy21peu0bgS3DFTtwcZ6/rW7Y3gCzvvI4AI4OTzxmsYzM0RCSL+8X5OOVP4VZ0eKO4vZZZJXUrg4j/iJBGa8+Ur3Z2xVman9mWiKb3zZTEBny0iyQCf88VatLC2WU3ttJJLFMM8HOMevc/0qrBJc2xz+8Q7f3iYDbvYH/DpVi5vYrWMRCRVEmEwq4Iz1+n86g2Lgu/Ly28FcAEoCeff/wCtXIeKLc3HijR0ltRdIsNxI8bn5F6YPJ4xjp/OuigiS0BwNqhflCrncR2z9K84+I11PcvYpGpAYTBNkW99wUEADP3Tjr7Zq6L99E1NI3OgfVdDtJDLdvbvydkbgHaM5K9OmahPxBis7+O706z3SBNillCIRgj0zjnoK8j0iRZrs/aCXBUnLEn3rqbxXsTNFJc+dG8yTW7B1cOhHByOm0Db+NehQo04yjo23+ByYzFVa0ZNNRS7bv5/5G/q/iTxBrNtK97qUsNuuAIbc+Wij/gP1rgCsJ8x5GZWweUG5jz9f1rZn1WfyGhVUIYDnBBUj0/IVztxZXN4yQwQNIw4+Uevqa6akKkVJvRdDhpzpNxUbt9ToNAih+z3AhkEiNqEaiQDG7C/416/LMI9oiwSEwOeuB6V554S8PS6XpX+nFWf7QLgRwvux8owDj866m6uVw4jGMKHJAwreo/KvJnJN6HpQTSN6FTEEjVs7QDgsBt/zzS3Uz7y7xMXY7UMZ4wOOTVCC8YsHkKtIxKumMFh2yeg45/pWhDcb5CDwp4BIwAMdf8ACuc6ERTJHLbCN3YBmGTxnjj8R/hXn/izwzqUesaheTaR9qhnhRY7mQqNpKYHXkYODxXfXqbFjeLBLcYZsZPQVlXkt2kP2N/MeGZssqZJyMcgnpzjjIBxWtOXKROPNoeXQeGNVjtoUeGFkJJUrKDkmrr+HtQhi3tGirjk+avA/Ouv+zRxXiQrJMNpAClSVy3Y9uAM596t39hJJHtiAK8Y7FR1rshjqkVZJHJPBU5u7bPPJvD2o+R5yxoowSCZVH9aoWHhy8t9Ttb27hH2aORZG2MCxA5HH1r1A6IGto3kMbbQAxPcn1HQ025sAkDWiocryW9AelZ1MVOp8RVPDQh8Jm6RIskZkLFRKzSEsMZJPPHPt3rWzcR3QUhEDxgAqeCcflVW2s4rSJYwWPlnBAPUkDrj61n2f2jUvFEulS6rcWkW2QxLEu/LKm4L6AcdT6e9c+smbtpI6Hw4pa41CaXDIgUBlH19PpXTKXMZRZFBbBYbeCvua828CXlzcS3Mks0kn+rbGeTnPHp3HX0rubW8MkLLG2VRiM7jkYPPP8XQ9OPyqWrMuLuWUDeaTJD5SdBg/qf89aRrKS/aX7Hv+0MdzBWwMev64q0ux0AmUcZGO2B/9esiWB5lZCyPGSUOQfmyc8547dfakrX1G79DzzxJ4f1KLXdXs/7H3TXWGjlLx4wVHOTzxg9KxLTw3rIAjNlu8vIA8xRXpFyrXMT3lwlxujUEPuZiwA4HJyOw/H607T4B9ncq8hKHAaRCCT1P1HNdNPEyh8Jz1KEZr3jzttI1gTCJNPQuRnBnH9Kgl0PWGfy5YYYyQSADnIr0SPTJWvssoWNR0J4OOmD1HenppH2aZpJCN0f3m3bjjrg+1W8bXlvIzjgqMXojy+DR7rS7+OdZAlwhyrL1Xj/A10UMdzzPK0kjlCCwOT04z7Vv6jpq3V4soyiISemSRwP8OtZOqCXTrBnt5XSUOF+QY4PYmuaUnJ6nQoqK0LIupJdPRniZgo6g7SP8/wBK9GhiEIWND8xBYgnjHrx/n8q8t1iCO20CG/03V7+VGu/s/wDpESxpcELud4gOdqnCnd6j3A9AhvGRTJJISVcYJwFxyApb65/+tmlKNhxlc17mV/8AWMpkC/LGYm6e5/Gm/KbZg5ZSw2nB5HcgetLFcsZQduFwMA9PTP0ovEWOESowOGwdzYBHp+JNR1NDDk0+DSreS2tnLQx/MSMbsnufoK8t1+3sV1y/+2PIwlTzreFCcBmXBYBRjO5R7V6reO9uoaWI4Y4Ow8ngnrjkgViXkSQSKn2kKPv7XXGecYPHGSf5+laQnyu5M48yPL7Ww1Q26hbOQhcldyYGTVldG1i7Q743Cg42jgV6feW7pbkIu4YJwnJBxg8d6rw6Zc/YlAVlw2SqHAx9DyK2liakly30MFhqafNbU4e08OTJAH4z15PAx1q5a2rwzBVOTz8o5rskso7WzeFxksPlXGSc/wA6wv7NaNXbKcuWAHTFYNmqVggvWtZoFJbqVIYdMf8A1q6Pw6DPfTyLuDR4JV+hBz09jiuT0jydR8U/2VqGp3VvbmUpFLFLHGsXcljJxjGeOpOBW34Uubu31nW7C5N0xSdYFE+BJHguOdvAOPQ49KbXuiUveO8WeMRSNIpbOBkqSAf5VAFUuYwyO3U7W6f4f/XohulEZy2HjOCgYY68H0ziplt1ZQ1uqhicn0Ddqg1RkeIrbULuKNLZglqh2yOpGdpHPHc8dP8A9VcV41s0TR0mxJO1tJG3lvLw6/dIJGCPvY4rvLi5JRovOKk53ADJ44H51z+s2a6lDKpUvDKCkvluM5/oRwc+1UpWaCV5RseRvZSaRqEBuDGyyL5mIskAZII59MVJDdQQqF5ZvRRXcWfhXTJJGmmhuJWB5NxKXbHQHPSnNo2nrfRRrax7T0XsefXtxiu2GNdNWijgnhFUfvM4c3Fzcvsii2D25NaNulzCNu+QgHlcnFdeunx/aUKWqRLuIbGCW44OP6+1R63ZtayRBOhIH3efwP5Vz1a86msmbUqEKWkUV9KvZoSgXnIOQccGtUXn2izR0yzgnIJxXN6k0lrYnYWR0kVdy5yOv9Kk1zQtW8O+HtMu7y5uRLeNIZIWTAgxtKAtjhir5x26etZxVy5Ox2IJnsbaRsAgbgFGBk8Zx047VrW8ri4eHJ2qiEMSS2cHv+NFFYo2QspzcfQY/T/69ZbyubmZt3Mce5eOmd2fr90UUVQE2nFmEjszF3YhmJ5OB/8AWp14x+0+X1Ugn6fMo/kaKKpEMlllMItmULmVzG4IyCpzx+grMe5eSQO4ViBg5H3uh5/OiilIIi26I6SttCknJK8cnr/IVwt7qFxo/i+a9t2DzxSuAZRnOUKnP4E0UVcDOZo+D2a2t7+SJiGQwoO/BYjp9K7LTCJNFhuQqpJIoB2DAUZHQdqKKme5pDY1Z5WxKDg8kHPORx/jWdqE0kVorI21tmQw6gn/APXRRUlleYfv4oMnyjtymeDzn+larEmAtuORgfkaKKcSJFWzPmmN2HMign2yuTj8ack7TAxsqgeY8JIHJUDIz780UVT2EjOkUTWxDk8MBkEjpyP5VznixvIstigEEqckc+vWiipjuEjG1fxK+upbRy6Xp1u1uEiiktkdSkYz8gBcgDvwOvNegvKzXEdu/wAwUeYGPXdkj6fpRRV1OhNLqbNuxiv2tUJ8tU6nkkgnnPrUlwx85BnoB/U/0oorM2My4lcakke75QpceucgdfTFR2Ra4SS7mbfLswMgYAAz0oooW4SH3Lt5UmONibhj2GalhAVIlI3KxCMp6MDwc0UVZmVr9iksKr/tx59hWVfArdOpZmXaBtPTgtRRULcfQ4y5119I1O6j/s/T72GeUM0d5D5gDKCQQcgjryM4PcGuk8E3E2r3uq317IZZ7iRJJW6bi2SfoPYdqKK2l8JlH4jpdNuXlhDOAd7SfLzhcEgY9K6EuYlkKnlBIR+HH9KKKx6nR0KZY7S7fMWcZz256fpWRDAj6LJdfMszxbiyseOvT8zRRTZI61txBCSJZH3IDhznGFA4pot4UvsrGuWzk/T26UUVfQjqTtHGLmVVjVcQq+VGDk5/wrPaJZP3rEl9pbPHXaTRRU9RrY5fxGP+Je4HADIePqawr7XtT1HToNNu7yaa3t5HkQSSMxLNjOck5xt49Mn1oorSGxnPc//Z", 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", 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", "info": {"video_id": "72704", "label": "lifting a surface with tv remote on it but not enough for it to slide 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": "96676f6869a69e7a13db30e9ae5f7d9e91ba516f211db9c1f4de5af4113f011c"} +{"episode": 17030, "episode_seed": 3965604694, "split": "train", "timestamp": "2025-10-13T03:00:27.500494", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3965604694, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping clip into clip box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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yZ5AB1rJurtVJBNOursKp5rltS1LaW+atLisWb+/C9CK5+81JlyQ1Ubu/aUnmsm6u2iQv5Tyv/CqqSCff2oV27IbtFXZtJYvfafc308mxUidowTjcQM1zlv8AvtpY/eHNIuoTT4+06b5rjuyMf07V1WnfZVsoJpdMjVj1Bh6fpXoU6cY7HmVas5PyPY/BWqNrHhGwuC2ZVj8mX/fT5T/IH8ar+LLNmhgu+cqfLfHoeR/n3rxrUPE3inQdUkh8O+fFaS4lCQW+5SxHORgjPFdLofxK8QX1rJpvibRkZZVwlwjLA+7tlGPP4UVYqUXEileE1M1GUberfnTI2Cbz9Kf5hweB+VVZpWRX3fhXlU/iPXexnatcfuiM1yFnYtqWtRwNnZncx9hXQ6hJmM5rL0eTydRLHgnvW7CJZ0vwtPaeJluEJWDcS69sV2rWMVzMiNGvzuAT+NPhaOSJW3ckc8VPHJFCyzNkiMhyAOuOawu2xyeh414/a88MfEDVpLJzE8xYK/cK+M4/LFdNqWtWviO4srmFw7JYxRy47OM5H6iqXi6yn8ba7Nqbwi3gbiNActtHqfWtHwjosekLJ5jDygCCXx1r1faK9kea6MuXmaOg+HVz/Z3i2GMHEd4jQt9QNw/l+texzIlxblGGUkUgj2Irxi+vYIrVnsLm1+0r9wCRc+hHX0Jrk7bxR4w0i78y21uOGEMf3U91G6Y/3ST+lW0c1k+p3t5ataXs1u+7dGxXOeo7GqUi4z3/ABp8fiKXxGi30sNqku0K7WzMUcjOSNwGP1psrPg4x+VeRVjyzaR69KXNBNkiwYA4NTxxcVQW92XRVSXjzjnt9K1oJFZQysCPUVLg0VcGgKIrY4anRxknpWg93FJaRW6x/MpLFyOpIxj9KSJPlBK8/ShpdCVJ9TzvxC0EWuXayXr2zuIwdrYyNgwTx61z2pJbXhWWW/LyAKq5de7DPQe5P/6q6nxZo+qT61JPY2zNG6KCfP2gkDHTBrmpvC+t3DBpbOJmHdrgn+lerTxVOMUrnl1cJUlJtLcomwslSUtd4YAmNd6nIC55I9+KhnsrKNIj9r3b/vYZePlzj88Vf/4RDVf+fO2/7/NR/wAIfqR629qP+2rVbxlPuZ/UanZGn4WW0trx1tzvE2V3bs8rz/IiuvKn+5WL4f8AD09jHE8iorIxICEnk9etdWY1HUV5mImqlRyR6dCDp01Fi6IfKNzkYzt/rVmeYc1T84Qh8HGcVl3upBQeaUdjUs3N+qZ5rCv9WIUhW5qldX7MTg1VtYWupwzjMYPNUPbVkeRNITKSSe1MtkeKJN0d2AVG5or3bk4zwMitg2tsiSERgEKTk9uK5BdTEahGvG3AbTtnJBxx/drtwrjFO5wYvmm1yosvLrkczj7dPGpUsF+1HpnGOvXirH2XXWaJTezbpfuj7S3pn+lYwvrgzF0vpcngbY2PGc46VZQX02Cjag/OcrE3XGPX0rr+sQXVHnvC1G9IssDR7m5ndLi7U7CM5LP2B7/X9K9M8O2ix6FbRJj92oU/WvNbfRNQup132+oEMRuLKOfzavVNEtJbaF0lyu87selcOMrRnFKLO7BUJUpOUlYsta5X/wCvVm5ugq5zTmQAHnNczqmobIiS1cUT0RmqattyoauUurtpmPNR3V400hINdD4W8OpfAXt/GWt/+WcfTefU+386CzmRE8i7uRGOrdqraokdxFbKkaOsRc7WJGeF/Wu81yKDcIlhQKM4AGAK4XxMkUEMG0BPmYkANyMAdq3o6STZz15c0GkZbWkxRY4FSGUtgsszYxzjj/PSo4INQn2bbpuU38zNwOOv5iqL3DMm2OSdcdCA5/mafH9oaML5l2yDgDZwP1r0I1YJbnmToTk9man2G/8As0kr3J2RllP7xjkitnw7o62+tWtxNKr7WPQfUZyffH51z8FjfTqQiXrBjk9Of/Hq6vwzoF2k0kkkM8eQBmTHABz2P0qamJhyNJipYSoqibjoehGA1m6nAUVP9rPetqNd0Slic45rO1cAeUB715MVqe1c5a9jJXFUrO0Z7pSB0Na0yb2xVvTbVFfeR0rVCualuNkQB61O2GQqehGKpSyhTxUU14IoWZiOlO0S1sVNQu4bGFUUDNY9zqiPpzQj77KScetZGrai81wxGSACABWFNBqF3wLK5Kn/AGgKuElfVkVG1HRXHLo+4w5uk3SMFYbfukgnnn2/WlTSYBcNHJdY2gHhQM5Hrn6fnTo/DuouoI06X8Zl/wAKni8KX8jgPYsozz+/X/4mu761T7njfU6n8v4nd+GIkj0ZIIgT5fBPrnkH9a1mhZlOUP51BoenyWSMHGN4GQDnGOlazIqgmvKqe9NyPXprlgo9jjUtLgSGWacKoHyqtXNN1R4Zhv5jZsMP61h6pq7RQSMrcKOKyLTVz5pJbggVe5aR7BbshbduBGO1XA6+tef6F4gWGXazboGOCM/d9xXbxOHjV1IKkZBHcVi48omhk7KZT1quxH92rbIGbJFMMIPaoYIosqkfdFRlR2x+dX2hFRmBQelIZEo2oBxUbt71M64FcfDLd6h4wutMfV7i0i/eeUI0DZZULBfYcHk/1rSEXJ2REpKKuzS1a78hVyeua5a5vWlbrxWcNUvLxR9puHl4BG49M1qWGmPNbtdz5WEcgf3q0tZWKjqrlPJck9hWtYsqQIpyOM81kyzKGIUYFRyXUhUDcQAMChMpxujdW6SVp0A4CkZPerWj2doYPmhj59RXPxFkt1XJDymum020cRDmiTuSlYvx2Fo0nESj6CtiC1iWMAIKqW1qQQc1rxQYXrWTGRpCgcYUH8Kt5wOBimrHt571h+Lby5sdBea1laKUSoAynnBPShK+gPY2JWO1sYzivLtS1SGaR4oLgTKh2bx0JHUj2znHtWtqt7cQaHHqFjr2oyq05t8zxqizkJlnj77VPynd6j3A8v0vUGsZ2YQxyxyoybJBnGeAfY5711Qo6O5hKrZqx3Gg6a+satFbDIj+/Kw7IOv59Pxr1lIo4UARcIi4AHYCuW8Eab9i0cXTgeddAOSOy9h/Wt+8ufJhkYnohrHqbN3OX1CVZbp27VzWuKsnldDjNFxqUjTOQeCTVL5ppACST9abloCg73M6SMBscVtaPCHIUiqJgLyNxkA4rqdH04BFcd6lvQq1i7ZWiRv93r7V01mgWL7oFU7WxHBNaKp5a7QKhAxXbtWXqjZ8v8awor+W68bXGl3eq3dpbPNsjeKWNFj6Eli4xjGeOpOKhsri9bU9Stbya5c20vlqtxjevJHOOM8DOOK2jBrUxc1exd2ZarkJCJVMuAailvQg4Iqiky7NKqgs1czqF+93KYozxSX+pPJ+7Q9eKZawiKPeeWPWoZreyIYYY0wzctWwksaIvy1VtbFZDkk9avXtmsdupB71mxXRs2rI8CkKKniUNIAFHWqOiASQlCela6wiNwR1pAS7iPSonbjrWT4quriy0RpraVopBIg3L1wTzWFrcHiHRNG029utQu1muy/mRFcCHAUqCcfeIbOO351pGDkrozlNRdjgtbu5hbMA3BFZdvK4hLbjkYxRRW0dhS3Gtqt3ayxRxSYU8mvf/DDs/h+wDHP+jo2e+SM0UVFbZBF7mzTNxzjiiiuZloRiagkJoopDIHJIrzbUb+bSvF11e223zopW27xkcrtPH0Jooraj8RnV2KWh2sV1q1tayA+W7hTg84rufEAWDTxFEoVAMYFFFXPcqn8JwjfeoAyyj3ooqDYvR83iA9BjFdjp/wDqxRRTZmzobNFIHFaKqAKKKzYkIeDXM+OD/wAU4/8A12j/AJmiinDdBLZnDax4gbWYIIpdNsLcwoscb26upVB/CAWIA5zwOvNcDbHdeEnHyliPbaOP50UV6EOpxS6HvHgxzJ4P0tm5PkY/IkUeIZGSzn2nHyGiiuJ7nYjzo/e/Gp4RjzW7gYooqWao0LCFGhbI711WkxqIV4oopCZvxKAOlOf7tFFIlnmWq6u2m+ItUjNjZXkUs4Ypdw7wGUcEEEEdeRnB7g1Jot5Pf3uoXlzIXnndZJG6ZJzRRXWvhOf7RduJGBIBrHupnx1oorNmkdynbfO5ZuTkVq7iIxiiipNZmjprHHarN+xNq2aKKye4dCTw+T5ldE3Wiin1Doc74zJ/sB/+uqfzribvW9Rv9Og0+6u5poIHaRfMkZiS2OuTzjHHpk+tFFb0/hOepuf/2Q==", "info": {"video_id": "215150", "label": "dropping clip into clip box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "215150", "label": "dropping clip into clip box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "215150", "label": "dropping clip into clip box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f8ace6c92002f586d5cd93578a19db72ac1ac51287636bef451979032abe6e95"} +{"episode": 17031, "episode_seed": 3421412096, "split": "train", "timestamp": "2025-10-13T03:00:30.187185", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3421412096, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging a iron-box plug into power point'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "56510", "label": "plugging a iron-box plug into power point", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "56510", "label": "plugging a iron-box plug into power point", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "56510", "label": "plugging a iron-box plug into power point", "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": "130d06b730a24afcf021f02736abd7567ebf3b11c5265cf81b785696490fa3c1"} +{"episode": 17032, "episode_seed": 1325808793, "split": "train", "timestamp": "2025-10-13T03:00:30.890113", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1325808793, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 roll of scotch tape from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "134224", "label": "pulling roll of scotch tape from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "134224", "label": "pulling roll of scotch tape from left to right", "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": "526ecceef7102ce271d76d06a8dbaa6da699ee64c8cc9ae934bc005f5e5e05cb"} +{"episode": 17033, "episode_seed": 2065483152, "split": "train", "timestamp": "2025-10-13T03:00:31.838017", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2065483152, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 straw on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "210672", "label": "putting a straw on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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2aXAoHqf1ql3FN6WNmInC8dqsAk/w/lUMIPyjAzgcZxVsL8vv6GqMiPaPMXGeSKcqgJg8fLimuSr8nFNlmjiQ7mxlf60DFeP9M/41EdwPBP40kN2lxJsxg7eM96e6lQfSkwZD5m7vg+lMuWMgUk561gW0wvPG02mXmp3dpbvNsjeKWONY+5LF+MYzx1JwKk0mS7XU9UtLqS4b7NNsVbnAdcEjnHGeBnHFFiGayqc/SpwPem8fjT8jigAY8tU0ZAJHoahbnrz61NGASR3zQNEvDHg96bg9OMAjp9f/AK9SYx7elMUndxxn/GmUKy5QY9aixtYkcZ/rzUruIwCzYGSM00MsqF4zld3b2oYMhL7Rkj2zQszIchsqf1rJ8TXE1rozywSNFJvUbl64rI1qy8QaFo2mXt1fXSy3nmeZEVwIANpQE4+8Q2cdvzpWJOHuD/o/1atvRVA09SBySSaKKroN7nbaAgWykcdS/P6VtqAApA9KKKSBF0dB9KHHQe1FFAznrh2kunDHOG4pkRKTRspwc4oooGbiyNtYE56da851K/m0rxfd3tts82KVtu4ZHzLtPH0Y0UUupLK2j/Ik4HQBR/Oq+psc/TmiiofxHRD4B3hxQbRSerS8n8q9OjHzN7GiitDnZch5X8amP3Sf50UUAjK1V2URgHgk5FZjKNv/AAGiigZo6ZK4QJuJUHgGs/xmc+H2YgZ85P5miikJnIax4hbWoYIpNNsLcwKqRvbo6lUXogBYgDnPA5PNLeE+X+FFFTPobUOpgL82p24P/PQn9K9M0lQLG2H+x/jRRVdDOpua8YG/HpUy8pRRQiBrfdJ6Vg3LF5mJPTj9aKKZRWLtDIHQkFcEV0iMZLdS3U9aKKTEzz7UdXOl69qURsbG9iln3FLuHeAyjggggjqcjOD3Bq74dvLjUb3Ur26kMk87rJI2MZJz+VFFMk6Qc1KOSB6DiiikBL2P1qdQFQnr3wfrRRQMm/hz7dKgYAKWHBHpRRTGjDnuJHdiW6Mf51PpEzmRkP3SM4oopAV/GYC6CxHB81P51xd5rupX2nQafdXc00Fu7yJ5kjMSWx1JPONvHpk+tFFNEs//2Q==", 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"info": {"video_id": "210672", "label": "putting a straw on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bd044ea39bba07a907e3ab32245dd29eb3c2c0e48afef1d32aab733c0f6c47c2"} +{"episode": 17034, "episode_seed": 92908240, "split": "train", "timestamp": "2025-10-13T03:00:33.531677", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 92908240, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from flashdisk with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "169139", "label": "moving away from flashdisk with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "169139", "label": "moving away from flashdisk with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "169139", "label": "moving away from flashdisk with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "169139", "label": "moving away from flashdisk with your camera", "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": "3070ccb89293581cf629efee19a3377951afdfe96791296bddd02489e57c2770"} +{"episode": 17035, "episode_seed": 3597054755, "split": "train", "timestamp": "2025-10-13T03:00:35.434616", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3597054755, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 nail cutter in front of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "4812", "label": "holding nail cutter in front of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "4812", "label": "holding nail cutter in front of box", "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": "7d65af96e09539456584d08515f6de2b7b957d0bb94ba86c4bc9bf63ad623873"} +{"episode": 17036, "episode_seed": 3579204582, "split": "train", "timestamp": "2025-10-13T03:00:36.913855", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3579204582, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick a piece of paper up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "149248", "label": "pretending to pick a piece of paper up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "149248", "label": "pretending to pick a piece of paper up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "149248", "label": "pretending to pick a piece of paper up", "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": "8caa838e415e8fcbff303fd449ff83c8693de1ff84d120730a48c067878b1daa"} +{"episode": 17037, "episode_seed": 3496761297, "split": "train", "timestamp": "2025-10-13T03:00:38.114298", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3496761297, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 rusted metal so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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qvc5/KuhGhzyWsK6bdkJhlkc5LMd2ePQgAD8aidRXsjWNPZsl+NWp6Treo6dqWmbjK0TQzl4tpO0gr9erD8K7/TviJ4YuzLPqMV6STF5SPDuVPLUYK4PB3Fj+VcBfeGmuWkjZ0uZI1EqRznjpg9B6j9a5lpnjv7Sxje2xOVCEZ+TOOGAwR1/ziojNtaDqQimfS2m+OvDmqPEkOookspwsUylGz6c8frXR7sjI5B7jmvk+5W7a9u9Jm0/fKg5ELZBAGcgn2GavN4m1LTLe1EZeOOVR5RR2UFePRhjHQiq5n1IUV0PefE95L58cGMRBN/PHPIriNbEdzpjJJGJU8xBydqglgM+p61w9x4wv7a/S1vJmkcYDsszvs9sHPNa8XjfRr0PBLHd8MrALHnOCCMc5PQH6VcJpkyg0YvirRpI9LuxY27HyLoCQ7+wTdkf3euMV59aJK96WmQiRHU89etez+IpYrXQdQvDLtS5xIcjPJXAA+vFeS2jo8skoUF5W35B4PqPw/rTmKJ0NpOUnimjlKTRSBlkU/dYHII9816cnxO0e61LTJtVS5MiMyyqkn7uNgCN20euD1/velePP+6QvHwfvEdjWhY6bJcziSW5MJkAkVuxOeRz6UTmluVGFz6EvfGPhPU9Onsbm+DQXEbROrQvypGPSvCfhvrtp4c1fXYbiaSI3FuLaKeKMsVPmYLflzWkmk6pLeyKJxHajeU43NjJ25z6DHPvWRc6D9gZLtIod0+R5rTbV34JIxn2PPtWKqO9jWUI2uj3ew8c+DY5mjtr9IXmILs8TruIGAWYjrgDrXUWF9Z6jb+fY3MVxFnBeJgwz6V8qWVzcXVvfXMdsJFswDKiyYZeSMgdxwat6Tql3Bfre2CXKNKhjADMASoywGCMnHb2quaXUyUV0PqS4m8mB3AyyqTj6CvPLu7aaVppMKXbcc+p9BXnFr4/12dp447u5KRDMm+6ZVA6fxZp+m+PLR4pJL6Z4zkABvmP14A4qoz1sOUHa5pa1YQS3V9c4uFMRj3bJMFt2Og6CvMvF0V7Za1exSQSCIyEjOSCBgbv/AK9esQX+l68l1FY3TPLcLHI4KEYC4wRkVw/xGuFm1X7MWXeVDFQcEcggfjWjs0Zq6ZyNlc7HLPIORyQM/p/npXpvh22ju/DVpEhYpOjAlh1+Zq8n+zfv2lUbcHKnHevX/Ckc83gnTY0cC5mifaT1zvbn8M1z1dYnRTeuh5zda7rPhy7uNJhu3+zW0vyIeg5zXQ+H/EN9e6JqV7eOWiQCGLjqxGSfwGPzqTxL4E1W8v5biKe3laV8kH93gY655qxqwi0DwjZaIhUzRx7p2Xoztyx/z2FRLlaXc1ipKTb2MOx1O60uwmv1uYzCZSojkQNtI7g/0qPTfEusWVrdTWVrFHbsxlYtHhc+oGf0rOtfLuNEudObLSGYOgx1GcfzrZuzFZaVNps86m4hUwMOeSpxxn6U7amLloY974our2CNLmWANC+5GWHaVbrxg/T8qmTXnkvpb5/9czKwEZIPHr9RWFqNofKVoY2YszbtozTWiuYXXMTDKLkbTyCo/pVciYudo7vTY5PFV419FAbazRCgQ87mFVNZ8T6pDqE9peJcfY0Zo1jiYchTjJyvOa7rwjpY07w7hhyZHfH1C1Q8ReGZIkuL1ngRgBI8JBDEE8EcYOc5oo9QqvZHmkmqG5uVZIjHt43FRk568Djpj8q7LwpCLiWaV0+WNU4787q5DXYDF5XlnaWznHfpXovw58M3sFjNdajF5S3GwoM4dlGeo7Dn61VTZoKa6mR/ap8Ma1dPqNvdNYzgCB4x8oOcnNaGkeKrPXNTs7OEzmZ5AVHynYQOv4DPNd5f2tu8e2WJHXGNrKCMfSsa4FppVnLPa2tvA5G0NHEFJz7gVzO1rHUou9zD8cXMJYQxAM2QAayJde0yDV7Azy+dZ28TIYWh+6xGMr29OvTms66v/N1i3eVsq0oHJrN0iwWXWLo3UYmAZijOCcYPbt3q4qxnUknob+p63oGoT3pjlvc3EYUlYzsLAjDY6nGP51jNeWl1pum2jDbPDIyNkHBUnOfbmqOt2avqkpX5AuGwB6L0rnreQqH+Y5GNvNWo3RlzWO+1CawuNLimRYReb2BtojyWICk/kBjHStOPXG8KaW4niklnnlbarAsFwoODyOOaw/AGnrqOui5eMFUidTx0YAYNdt4h0l76R4IreWUogfCKW74PSindSsE7OJ59carouoTyXkp8u5dieIdvUEHgEjvz9ap2dxsR1eVUHqx6DtitC60eBGdTAEZcgjGCK5qJJIGaZOdvIDcj8q2bM42PT/DECSaASjB/NZ1J79q5yPxNceFmutIms45CkpYTFjuwccfkK6TwCu3wckxj3OLiVge4ORXJeJLO+1zV5bi3sZHkd0iKqA2ZNpP5cHmsFFc7TN+Z8t0atr47M86JbWLSSuwQKkjZOe31yRV65vJ4NSF3rOkIs8eHE8NzuKsQFI+mBjHbJpnw78L3em6reXmqWvlCCJTCSQfnOemO4Gap+MZFvHnjjYrgDJHsanRS5Yl8rceaQul+MrHT7vUGkgnnjuHDkNtLJgEbc9x0A9MVl32rabc2YW00+W3kSUyqTKrA5xkH2wB+I96tSWcdr4eaAxJHN5SiQAAHdx1rj9St1hRGBJ3lmOex6VcVcwbOtfWIZ9Yk1CONF/druWRcqTgBgPwqzcJbavqgi0orOjx5lkQbQhC7QBjpx6elcSsxjYYHDKAR36dR+VesfD/SBb6NPKyAb5dwJHYoDUyTjsXGSerRiat43ilgk0ye2ZIIgsWTGC0pXg8k/L0H/wBauVnvLR5FXT0aOJXJPY84B/MCu31/w9K0k16bKR7fcSZSpIXnBye3NcPrFgkAj8obCxPSum+hgty68qyIpedFAQkqDk8Cu08QafK/h5haAiSFfMBHGR3ryq7aVYlgIBIyd38Rz2PtXtupTiw0wv5JYPEFkx3G3rWFXa50U3rZI42P4jwOkatZvDtUAgTHk8VYHjSO5gNlBYyyLICuN46EHJXjrn+tedahayWd00UqbH2B8MOcEZH6EVvhvsur2RHyopjJ7dUXP8zQ6aWpPO7WN2bUNOs9Hu4Yre502e55kQbXCkjkDkfKRgfnU9z4q0K8061t2t7lJIih/wBGVVwQMEg5/wDr1kS2S33indIvnQCMkr1UYGM/niquuWSSagI0AjUKuNo6YyaS1B2Lq6np6Xmp4jlFveRHbvXlGznHvzVjTG0+TTpLa8e3h3QlllY4Y7uGHPQ8CuEiIWWUZPTj2Oa07CE6ndRQ7cuhBx1zg805Ra1uJST0sdho2sf2DGdXmtpPs0ivHHCM4Zic5Hp93rVDXNc0PVb/AO1yBvPyu0xoV2nPU564xzXoetaMj6T9ljjPDYRFXJJHbFecXmgwxSsj27RuOSGBB/WtKbbjqRUtzaHaWXhIlxHZW9q6A4+2XC71OOpROhHoTnPtXeQwCztY4VYsEXbuIAJ/AAD8hT4BNHCouVgWYcOICWQH/ZJAJFRXMoHyisqtTmdkb0adld7mPqV2ELNjOK4m8s28RavcWwkMc0lvI8AH8TquQv4gGun1uUJHgdawNH1m30jULvUJbdJmhgJQt/Ce/wCfSlSSctS6zajZHNeErX7Xr9rb4BUyRCT2/eAn9Aa3NTtbe5S8aQYkllJUAg/eb/69ZngC787xlPM0axj7PPOVUYCsFJwPxNL4m1D7DesqLhyFcHPXk/4VstNTklvY3vJ0yGygAjid1ADZH3fl6n8j+OKk8SafZ3KeWskYl2xDd/E2EUHHbsa4S08QXMt5DFHtzK6xkY9Tj+tb/je4lsp7WeJiAGkT8sEf1qlLQg9QsUC6LF7g/wDoK1neNLr/AEeJo3UCWCD73G5ccj69K1LE58PWjjvHu/8AHFrkPGzLdaLpV4UPyQ278E5UFSPx6iopL3blzd2R+E9At9S1M3l7Esi2qq0KkhlZjnkj2xXopO3JzXB/Dj7UH1QXMZQAx7M46fN3FdvO3y/WsqjfMdFJe6ZuoXXBwK5DWb2aa3ZWI2joK6LVHCKea4zUpgVbB61CN9kcdqALyncDhVJ/Wuvk0yN9I0xWABkM0n/fUm0f+gVzniC8tX0rTI0V1urcyCXjCspbcD9RXbeIGFnpunssrRqttFuI77hv7e7V0JHHNmLpvhyGbUrpJXLxocLhvzrRtvCGmSaa8ixbh5+zOOSVVunrzgfnXLP4iSJ5VUtu3k5XjJzmugg1Brvwdc3ECGPDSOo/2lA/+vVpoyZveCNLFhJeRlAu2WQLxjjaK6+RQmkzyAbXW6TDjqAR6/hXG/DW/bUdPvGYfNGzA/ima6e5fdpuqRK4EgaE85O3O4A4rOCvJ+pUn7qPNdTn+1XFxcbJcSszH5SSCT3q7b+GYQALfTPtzDrLcSGODP8AsgYZvqT+Fc4uqTQKjvI0zuSJCMg5zXtMaXMYT7ZpctidoMayyIxI+ik4/GteZJNslRbaSMy28Ppa2MVrN5ETRSF9tkpSPn2PJ6nr9alt7SK2dhHEscXZVH86tyznPzdTVG5vFjf5jxXDOV3c9KEVFWKurXMdjZTFECBjkkdzivNQrajqLRBSxkKpnHQs6j+tdB4l1g3cqwxgrGn6mqPhSewivle4z5zXqEsTwqJyPzaqprqRWd9CTxFpMNxdahOrKHNyyocYJG4gYqy3h7TY7eAyLuJ4455xnkZ9iaz/ABHqC2F4dxJJYMV7Hkisf/hJU+ZfKLhhgE9jjFdSaRwM6HWPDMQ0+3ligWOYwwFwvRSyAn37132h26xaHGoGAQv/AKAK8+8WX0unPZSZyATG2e+AMf1r0XQ383w5ZSj+NEYf98ConrJIuL0ZU8WzCDTUwhPm2sKME92wScda4CLSYtSkMlwXSOLAIWMl3LZwEHfp1yAK6XxlMW0HSpreVkjEcQOFPK7mGD6CoPh/dzX096kWm3V7LFtVfIAJRTnk7iMDgVqtLGb7le08JKyTSw6BbBIgCZNRuGdmyQPuqQAfwrT8RWzSRXaqXHCKo7AjJ4/Cu7h0e9uNNcLbCLzXUnfKnCrn0JHWuU1WMvp80xBVVyFJPDe4rPEWsrGuHu3qYeqRwpqty8+m2N3aRuFZWth5pjCqDh89RzgY9q47xdp0djr0ogjiFjLEs1q0QIVoyODz3/wr0I6XPfXl/wD8TQ2aIygKtssjSfLgkMTx0qOTQbXU73RLU58nSVJbPPmIOQD/AMCx+tOpUgo+YU6U5PyOdtdEbTtPcXWyOS6tUjSL+JSZAxz6cCq1n4cSXWJonfdGijGG71ueKZFlv4k3HzC/Y1yD+II4pphuO5jncO/A/wAKzpSursqvFQdkblv4W077c8KQ7/3VwWZhjaVTI9jywH1pdC0FbHxNMoixGqMFyuD0Bpnh3Vk1G+naIOuyBvM567mA/wAal8L6o0/it7GXJlUygEn0/wD1VdRrkZnB+8j1FI1N/IGQMBFKeexAJBrzXxLdifUTvZyYYkQs2TkYyMe3NejTuserxhjgsZlX3PlvXker6lNZ6vd+bNvVZAqKOMKVBxz9aqKshPVnskvyqBWbO4GSTg9qu3UoVSc1zt9ehFYZriO9GD4gu8MeaxPD98INaDsgkUowKnv/AJxUes3hlkbnpUHhz5tYVjjaiMTn6Y/rW8Pd1Mqj5k0dTpQ0qzsb2+W2h/tDUr+aJ3yS0UQK/IB255P1FY3j2GwfRzsjT7bbyhN4YlySQWGOmPmx+FdKtrbNq+miEjYxP2mNUG8/xBgB3+XkdTmsmSF7rVr+4tJVEckhKeYnzBSenr61bnc5+U5z4a2NlPq1/cXoj821tDLaiZcqJd6jdjuQM8epzXS+JIbG90CdZAu94/PiPUg4OMfU55pRFcRwbmi3KvJMbgj8jV3X47Tz7GFI/LZLdQQxU7s88YPvTjITidVYSrb+CrC4lyqpb7246ARqTXJ63G914PsPJXc/2CCTBOM45NdXYObzwVbKyjcwljIYYHA2/lwK4mKC4vPEX9gS6vcW8MVq0UPloG3FEJC+wOCcn+tVDSIpbmv4JnaSO83IVYBMj866eRyEOe1cH8NLm4uBqJnkZuIiN3bO6uxv5dkZOa5aj95nZS+FHP6zdfMVzXGX9wS5GeK2NYuzvPNcpPKS55604oqTLdn4bm8VX0FhDPHb53ySTSDIjjVSWPHXtx6mu517SV1y0uoY7mOGHCrDKc4O0gKMAZ6LXM+FpLqNr6e1J3xWb7goyWBI4A7n0rd1R7vT9G0ea28zy7oyMH6naVGCfqCfzrdPQ5Jq7PIJIpReNAw3SCQx9epzj+dezQeGV0XT10OWfzDDvW4k2bRlslivqo6A98Vyq6LpJvDK9tJHJv35kZly2c5z9a7JGudT0/VNSe4VplCjhxyc5496cWrkOJV+GGmvpkuuafISxhcEEjBIMZwcdq3pGH2rV1H/ADytWP8A304qt4FCpeagrZM0sRkZic5ABH9ay9e+02MPiK8gkdDIbMBhx0yCP5fnRC12wltY5Wzlji1DUIHTbm5c9Djr2r1d3lACzT+e4/5aeo7V5fr9vBDpUWq2OrX8xe7+zE3MSotwQgZnixztU4U7vUe4HpLPkZPXFZVpaWN6C1uRysGl9hXO6rOSzHPFbM8nyMa5TVJiCwJ71znWjD1R8uKzNKQm6uM9nOPzq1etvbrmmWCbPtEvqTW8djGe5o+LdMju/DUGsfaG+1RoPMQJ8pDN0J9ec/jWF4I8Pr4i1xoZWcRW0D3Uix43OEIwozwCSQM9hmuiS3a6tTbzW0k9uUVvLV8qSQOcevbr2qxpdvaaRK01nF9lnZGjYncGKnqOeOwrS5yuOuhe8U6OmraRO4kIkRjNDjv1zn2wfzrsfCZDeBtIkPTy4+vpsrmdZs447DTY4roSh4MyKj5IyQea6nRvKbwRBHGCI0LQ4HUbVK1Td5IlKyZymtMH8FWT7coLZTtUZ4EzYx+lWvBzeZJeXNrerbzeSEAbo+Tnp+HWsTRIzLqlpoGqajd2lv5XkqySxxiIZJO4yDGACeOueKbod1daXqet2LLdZSTycTAeYgVjw23IB4GccVXMKx12m32oX96YTIyQr/rApwAPStma2jlcbwuxOgI4AHtVbT1+z2aSGIRyyKGcDsakkl3rgnGetclWpzSO6jDlRSVvOvHxnyl4FM2x6e1zMrHdKADk9APSp9yo+0Vi+IbpbSyL7vmkOBWLV9Do2OfgY6t4pjDSKscWZHduiqOprhvE+lLo2tvaxzNLEVEiMylWAOeCPbFdTpV7DF9vDkiSaLapBwevIHpS3WlWuoTJc6hb3LSsBulcnB/LiuuOiscNZXdzR8G+HhYeHINTaR2n1RCyqF+VER2AGepYkE+mBS6dpA074nWc8blo7tJW6fxBRuA9s1q+G4o5Lix09bpYrS1DtGrS5Cjknk+5qDR41j8UWc87s5WQxRsTx83H+FW2uUxS1Oz1famv2CcZNzMB7DyXzXnGqfZzr8qzKhZ4Y+o6jHvXV/EP7RBqNnfWskkclvcSjeg6Blx1/SuP8U6Pq+kaPo+oX9xcefdCQPE0ePIA2lATj7xDZx2/A1adkK2p6LfSNtPNcdqkr4YZoorijud72ORumLNzWj4YjVppieuVH4daKK2exgztvCVvDfeKrVLiNXXLyEep2MfyrKvo0s9SuEgG1VYgDPTFFFLoR1IbaeRHYqxHbg+tafxJmxr8ECRxRpHZI4KIASSxHJ+iiiirgTM6TRju8H6WcDLKSfrXnOuahPpPi26v7bZ58LkLvGR8ylTx9CaKKuPwkP4i38OvlTUwCeBGP/Qq6TU5GCde1FFctT4jspfAcHqsjFzzWA5OaKK1jsKW5v8AhyeSDz/LbaXABI64GTXRajKzQ6YegFsh2gnGee3QfhRRSZkyR53Vk4UhhyCMg1sTWEH/AAi2ozKNrGRDwBwcHpxkUUU4bky2KfgJ2k1a4LHLJbOoPfH+RU/jA58K3eenmQ8f8CoorWPUzZwev+JH1qO3hl0vTrcwqscclujqUReiAFyAOcnA5PNemykggewoorCt0Omh1Kc/+oNcbqblpmyaKKxidLOfuCfMNTRsRZHHeiiulbHPLc6ayPkHamMeWpwfwq5Z3DzS+RIFZGyMHt9KKKgzZr+PNPi06DSJ4JJdzWyghmyMBRWpoAH/AAh9vJ3knd2x6miituqMujOA1zWG0rXr+M2FhexSybjHeQ7wGXOCCCCOpyM4PcGuYk8Q6o/iCOf7URLqFyrXLBR8xLD246npRRTYI9tmHzMOwOBVJ3bziO1FFcB6USlNM6vkYzk1xniS7mnu1SRsqowB6UUU4/EEvhOYjYi+IB42iu6huZVsbdgfm2rzRRXQzkkdV4Us4dQvt8oKt9nlBMfGeMVzGkL/AMVRDZsS0Quhjd1GGyP5UUVa+Eye50vj4n7BcHuLha8v1HXdS1DTLfTru7mmt7d3lTzJGYlmxnOTzjHHpk+tFFadCEf/2Q==", 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", 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", "info": {"video_id": "210316", "label": "poking a rusted metal so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "210316", "label": "poking a rusted metal so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ddf4cfd6af35cc9ea96407e6ffffc87463bb412eaa6a1e3ae72d3a3cf06896aa"} +{"episode": 17038, "episode_seed": 873721151, "split": "train", "timestamp": "2025-10-13T03:00:39.833159", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 873721151, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering power bank'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "82007", "label": "uncovering power bank", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "82007", "label": "uncovering power bank", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "82007", "label": "uncovering power bank", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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z+tVPFMl7qen3IgkkgsoHKEocNOw6/RR09zTfAE32gagD/B5f/s1XrzVNK0+3lsNRnEGSxUOD84JJyuBz1r2sL/AXz/M8XF/x3/XQ8L1+KKKKJnY7d+DuPTg85rm5ZILaTZuZWIBAYYyD0Nd9rulu9+JBFKtkcmPzY9u73we31rlr2wiluxGkSAJ94gdcf5/nTdtmSpyjqjIjYSyH0YgUXNoGyQKsS24guHZTwD0p4bcMGueV09D0KcuaJhvE0Zq7YXG1hzUs8O4HFUVR4pM44oupKxSumd3pt4MDJrobe8GBzXnljebccmt+3v8A5RzXHKLTNTsBdjsa9dv7x7WOJIYvNuJm2Rp0GcZJJ7ADk18/pqAyBnuK9+v5I7bybyXPlw5DkDO0EdT7V24LaXyODG/Z+ZFDpcsbCaTULqS46li+Ez6bOmK8P8R+HLBLvULlZIxFHKzSbHwY8sRyPrXsc3iezvFa20t/tkzgrujBKR54yzdPw6msPW/C2mHSlaWFJ5liESuy4yB3Pqe9dqqOGqZwygmtUfOt7DpyzkRXbY55255rPWKZ3YQI0wUZJ4Xj8a9H1Tw2lihDQrE7OGB2/d9vyqnHHmQxhFKgcnFX9ca0X4mccMnqzjrRZz8xgkUf7S4rctZSuM1pyW/B4rLYMjksORXJiJ+0Wx6OFXJoa4uVEfWsu9nDZIqCSdtvGapvKSea4lCzPQuiNpPmr2T4Evu/t328j/2evF3GTXsvwG4/t7/th/7PXTQ+NHPif4TPW5A907IGeOJGwSpwXPsewrG8TaJBfaHLbSTFYi6sDKxYKR3z1HetGfV7HTXMV5OIGJJXeDhwfT1+lPhZdTZJzC6woSYzIpUvkYzg9setdbs9tzzLd9jx/UPB8VtEW/tC3B27gqXHJHsK5ObS54lMsVyd6nO04zX0FJ4b0WQ+W2mWzAjB3Jk4/HpU8Gh6VZuTb6dax5AB2xDtWsK7itbv5/8AAOWpQc5aWt6f8E+eoLnVIYIprnTnkilOEaMgk/VetaC3J8sF7eaMnsy9K98k0qwnXEtjbt9YxWTeeDNIueUiaA+sbcfkat16nZFqhDuzgfAqC98QoFfekSNIyE8dMDj6mvWlOOTkHpzWTonhmy0MyNbqxkk+9K2NxHp9K2SuOlcs5yqvnatY1hBQVkDfMuRQq8cUigjqaVyyqSMH0FLS3tJIfkeUXPxCkvbRra8s45Yn+8PWvPNXEt1KXicsh45PP41YAxwWzTSgbpXPNuR103yO6OL1Cznt5t0iMFYcGs0F0kJQ49q9BuIEmjMcihlIx0rlL/Rp7OQyoheD1HJX6/40J9zaNS+5Bb6hIgA3EEdq6DS9cdZFVzyTXNPCGXjrUccjQODnv1qJU4yR0KTR7FY34eMEtitSK6V8HI6V5lpOrsQFduBXV2uoxlAQ3NcUk4uxqnc6R51IOazLoqxO3r7cVE96nlkq361zNlNcat4un0yTVri0jYSGIRpu3MqFgvoBweT6e9EKTqOyJqVFBXZ0dlrF5pMjG0nMZkHzY746fzq2PGOpIQZGSXBz8wziuE0G+uNQWZrmZ5doUjcemc1siRDgA+1ejSUoQUTzazU6jkdDd+KX1K1aGeFcnowrlodqtIWTq3HPQDp/WrJQdRwaYYsnccA/zoakZ6FdtLgclwc7jmqd3pbIu+MZxWvESnBIxSzSBUPylieMClJaamkZWehyYALkMMYqO7iUDIxWlqNsVPmIpBPUVjymQ8Mp4rKx2xmpIpqzRvxWhBeEL1qky5PTmoLx5IbYshKtkdKvlUhOfKjcF6cj5q9Th8caxGij7QHGO4615LrGm2Nr4et9U0zVL6YNdfZc3MKxrcEJud4h12qcKd3qPcDsFZEwM4yK0jB0zmq1FUsddD48vEOGhjxnJC8U678cSSvBugLKGBbJxx1x+ePyrkQVcZHNIUJ46j37Ury7mPLE6bU9astcTDxtHIvbrmsT7LGhOzoaqKrIQVIGKsiUEc0rvqUkiOW1z92qM9jvBDLz61cF385+QhfXNPS4WU4GR9aXNcpKxzd3aC3j3EHqBVKa0IJIFddPbmVgcjHpioGsoBFiRgMdSahmsajRxbIR1Fdd4F1e70iW9a1mMZkCbh64zWPpVjZah4vbS9Qvbm1tppNscscscYj7ksZOMYzwOScDvVrRbOSx1bV7SYTjyJvLVZwA6gFh82OM9M44q3BqPMP20Z+6elxfEDVYQPMEUoz/ABLWrbfEp24mtF+qmvOhKnGD7U8gduKz55XumL2cH0PRbT4kwLPKZ7KQKSAu1hwP/wBea37bxpo90qsJXAPqvSvGdhJBOAR6d6mhkaI43DHoKqNWUdCXQgz3JfEGluQBeRAnoCcVfSaORQyOrA9wa8Dkuwi5ILHsB1qaLXbqKJV8+ZMdg1aLFNbkPDLoz3k4NN3Dfs74zXjtj4r1OBSEunYf7ZzV+Hxzq0TfvDG4z6YqnifIh4Z9z1Q8ChuR1ryfxT8R508PubcyWtz5qAPERnGeRWPq/iHxRomi6Ze3uq6hHLeb98RQfucBSoY4+8Q2cf4Gt41FNPsYyhKLszmUxLywGQeKWNcZxnrRRXMbofUchyrAgEY6GiihgcpqkEdtebYhtUqGx6VmSjIOaKKk64fCOs5GDcHpXR2lxIEHzUUVlV3NYbF03cqDhq5xtXutL8RSahblPPidtu9cj5lKnj6MaKKMP8RniPhL/hPOLsZOF2AfrXUMqkcgUUV1nDL4hTxQelFFMkjZQ2c9qfGxZQTRRUsaHsqsCCAaqSWcB6oKKKzZSbKU2m2zEfJj6Vja5YwQ2BdVOd46miiiPxI0u+Ur6z4jPiCO2gm0nTrYwIkcUlqkilI1zhAC5ULzk4HJ5rtkXjByfrRRW8zCOwoAXoMZp2aKKgpjW54NNX5Jdq9DzRRSYIsDmkYAHgUUVBQoYlMVA8K7SOce9FFKw0ctc622manfI2n6fexSyhzHeQbwGUcEEEEdTkZwe4NX9EvbnUrzUL66lL3Fw6ySP0yxznj+lFFaz+Amn8ZvFVI5APNL2oormOkUU1lDA5oooYD4WLDnmpSB6CiikxjQcNxxTpMsuCSPpRRSKMLxFxppPfzF579awLvX9Tv7G3066vJpreB3lUSSMxLNjOcnnG3j0yfWiiuij8JzVfiP/9k=", 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", "info": {"video_id": "82007", "label": "uncovering power bank", "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": "65e92d30c13aa18b1ac6ff5aa4fdc64d37da7b3f752b459306824e2d23bbf7ad"} +{"episode": 17039, "episode_seed": 3821580819, "split": "train", "timestamp": "2025-10-13T03:00:41.124558", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3821580819, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a hair band with a comb'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "27345", "label": "pushing a hair band with a comb", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "27345", "label": "pushing a hair band with a comb", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "27345", "label": "pushing a hair band with a comb", "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": "d6b5c5f47b9e5ad83f4e96d95f0a9db9b30c28bc66c7393dbab7912e227a1229"} +{"episode": 17040, "episode_seed": 3240312528, "split": "train", "timestamp": "2025-10-13T03:00:43.254229", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3240312528, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "181120", "label": "throwing a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "181120", "label": "throwing a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "181120", "label": "throwing a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "181120", "label": "throwing a rock", "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": "b128bfc60d819828eaa35a78ca20ae46860bff30904a2a22cfd26071acc682be"} +{"episode": 17041, "episode_seed": 3316097729, "split": "train", "timestamp": "2025-10-13T03:00:43.963657", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3316097729, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching pen with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "109153", "label": "approaching pen with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "109153", "label": "approaching pen with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "109153", "label": "approaching pen with your camera", "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": "c3bdac3ad2765ed4958a605709a17b77a39b3c6f2f327ccebf98969f92ed7cac"} +{"episode": 17042, "episode_seed": 608434016, "split": "train", "timestamp": "2025-10-13T03:00:46.860987", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 608434016, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning bottle upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "195364", "label": "turning bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "195364", "label": "turning bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "195364", "label": "turning bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "195364", "label": "turning bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "56e1ffb0ecc19ef630075dc08884b67559a8c3773726c583290aba53c7d9ae3c"} +{"episode": 17043, "episode_seed": 2810524889, "split": "train", "timestamp": "2025-10-13T03:00:48.307595", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2810524889, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving deodorant and lotion closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "115197", "label": "moving deodorant and lotion closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "115197", "label": "moving deodorant and lotion closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "115197", "label": "moving deodorant and lotion closer to each other", "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": "f8b821c14d7855557d66403a33ba83e78f07fa2dbb75a133505db4e256a876d6"} +{"episode": 17044, "episode_seed": 541514199, "split": "train", "timestamp": "2025-10-13T03:00:48.909201", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 541514199, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ink pot 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "148046", "label": "putting ink pot upright on 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": "148046", "label": "putting ink pot upright on 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": "48c4756d826c5d28ce67d0aa20217cf8ae5a9de1d3250a8f55fa6a8f18cfe61e"} +{"episode": 17045, "episode_seed": 2601328421, "split": "train", "timestamp": "2025-10-13T03:00:51.848129", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2601328421, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 watercan behind cycle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "172514", "label": "showing watercan behind cycle", "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": "172514", "label": "showing watercan behind cycle", "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": "6e34f832e1c4d6aab1aae90ce26c8bde76276689d6c8d1fa3b6e415666411007"} +{"episode": 17046, "episode_seed": 188052277, "split": "train", "timestamp": "2025-10-13T03:00:52.954060", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 188052277, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping magnet onto curling iron'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "203887", "label": "dropping magnet onto curling iron", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "203887", "label": "dropping magnet onto curling iron", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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2iEKznvwKdduFFvuct+arbsVrzT4ZFG6NWxz06GvObuwSbVbqPTNGS6WJtjyTTgKG74HWvULraIHZ22qFOW9BjrXnV54cvPEl0l4kEVhHtASVCRJIvYt/hXBQlZu7NpeRh6ismnsiT6ZYrK3SKO4LN+IHSi08I6hIxubiyV3k5VfNxsHpiu20XwXYaU4kfdPcdTK/r7DtXSeSgKgAcV0fWLaRI5W9zhPDKaj4b8RRhNMmdLuNo3gWRT5hAyDzxxz+BNdtotzqi2Mlpa6OyCGaSNDcTqFjXOQpxknGcce1Zd/fxWninT0SJp540cpFGMszMMAe3fk9q7LSIJLe2VJSrTOxklI6FmOTj27fhXp4eTnTTZx1tJHPapDNptmyzS+ddXrbp5QMA7eigdlGeKx/M2rXQ+M2CSWef9v+lclLOAMVzV/jO7Dr92mJd3IVTzzU3hZIjfNeSrvkj5TIyF9/rWNcyFya6Pw1ZP8AYt5XHnZC57jvSjpqFV+7Y1bG1tp5HuNpaVyXZ29Sc1meKYbG1015rm1M7FgqRr1Zj/L3NdTHEkShUUADsKw/EkFvLa4uIxIhUrtzgg9iPevJUr1LsvZHk6QCdfOf92zysAB91AOgqxZwahrscdlDFAiP96Xy8HA681ci8GX085A8xbYvuAc4r0HRNDh0q2CoNz4wWNehUrxitNWYRi2zjH8FTwWxMUduHRcgrkHiu4s5tav7HRtUZrJXyqKwVtxD/KQfbIB+oq7dNHDaSyv91EJP5VB4UmN7pemwRj9zZjdI3YvzhR64zk104OrKd7mNeKjaxvR6VIZhc3s5nlQHYMYVPoK8estO8P2ULXCQy31w+T5lwdqA+yj+te75Jt2Psa+eIMpEnmMAnTaK3raWKwut7nT6Gzz6nB9kiVAsis8gGFQA16mdRgJ+SRdv1rhvBenTTRvcywmO1K7UB4Ln1+ldadOhAzhh+NRBMvESTlbsQ3Vx9rutmcxp8w+vSqN3aRyLgqD9antVwHfsTgfSm3RwhAOCe9eNi5uVVnRRVoHk/iX7HNqv9n2VuYS8vlzXOOG7lV/qfXise3L6a4+yykQzbl2XEQdlZe2B65FbHiXSnmviNOa4e7RgZIkG5A397d/CehxVnQvCt7dXIudWdiw/g3Zz+XAFdkJxjTV2ZSTctCrp/hS81+JL+9kSMsMRxhMYX149a6Xw3o+qaLrDabbajHCl1EZAzW4kBK9RgnjgmuqtYFjAUKAAMACqd/eW9hr2nzTOI1jjlLMfQgAfXJooYiUqiXQKkEot9SzpGhzvbz6fdanPLbWspiEUSiJWUgNg45x82MZ7UzxSkdlb2kUaLHGoZVVRgADFbujLKIWlmTZLcSGZlPVc4wPqABXOfEWQxLZfRz/Ku+qrxZhQbVRHFmYyTyHdhQa6bwcS+sRtFGNicySt0UfX1qj4Z8KPcP8AaNV3LEcN5IOGOecH04r0uy0uzjtlSCDyUHRQayjE6p10k0i7caiqwMUkBcdADms3yFePc3VvmP1PNOvbRIjGkedznue1SH0rhzCbsomeHS1aOQ8VQ6daaa895amfLYSKMfM7HsP6n0ry4WK37Lcs8sM00zJCsY+SLHQH/PvXrHi62tptOZrt3SJeA6Nh1bsV9T2x3rzC08Pa9LPJDbmdLOR875cRlh6469PSpwskoO7Lqptj7SXU9cMNlC0H74ESOIAPLA6nPc/T1raHw8mtrczW9yokjG4fKeSOa6vw74fh0e2Crl5CMM5/kPQV0Z2R27M2MKpJ/Km8S1K0NgVO694xIYdXvrDSdZfWEDEoiiO0VWVZCFYZzz9PbNdVaaLFaTtcySy3N0y7TPMctj0A6KPpXOeHLhb3TdMsIiGFuRPcY5CYYlF+pJBx6Cu3XJhJr2FqrnA9GfNCvjvU63TICCciqAbOOasWqie8hjYgK8iqSewJFcK3PQue06Xbf2d4Xt4yMMsAJ+p5/rTohtt0HtT9WnWOwUIQyE8bT1A9K5z/AITDTgmZFmRR3Kg/1qcenyxijmw2rcma2pxNPpt1Cn3pImUfUisWy8Q6XHp8b3F3DAy/K8bthlYdRjrWTqnjE6o4sdFk8hH/ANZfTLgIPRR3PvVePw1oUlvskujcSE5aQy/MxrhjBJe/odLbvob0njLQo1+W881uyxRsxP6VzWu+O7gP9msrd7TcAfMmXDkf7I7VJqCaX4b015YoI/MxhBjJc/WuT0i1m1jWVuWgE0Ubh5VboR/droo04ay6IzlJ7HpvhnRhaLFczsZLtyHeQ8nJ7ZruIXAI5rjtGnERFpvLR7d9uzHJ2jqp91/liqS39/e+MrvTf7ZurSHMnkrEobLKm4L7Dg8muzC1N7nPWhtYvfEm6MQ00oeT5mf/AB2uCGovnB5qPUNYvtTWI3t1JPtHy7z93OM1RDc0qus2dFFtU0jesU/tC6jgTksea9JgtRaTJADnykxxXDeArdZ9WMjEEp0FdXf67Bp965nR28wnBXHAFTUTVCTW7JlLmqpGxWHd7ZPECpKfkSEMoPqScn9KjPjDSVHzySIfQof6VzeoaudX1NJrOdYREpUMxxuB7V5UIO+p0NnbebCnV0FZ9/r1jp8TPJMuFGcDrXHR2F7dyHzLl29T5vH5CsfxCLexX7PHJ5kzDBNb06EXK1yJTsjoodXuvFeom0hzFZD5pADyy+9ejaNaxWNisEShUU5AHvXl/guzls7c3AUrdEkqp6SJ3X612OuatND4Xa8sJ3idpI9rrwcEnIrtoyUKqitjnqrmhc7mN1EbAnjFeSeH/C0fmGa9dZAnO3OVBPOPfirep6rewaLFf2PiDUpVa4+z5njVFmIXLNH32g/Kd3qPoLlrprQBTazMk7csByjHvlf8K7JvmsZ07wTOt0th9n2KDtTgGrF2/l2sjf7NZ9pey2sCJqEQhPTzU5jP4/w/jTtZuQtkCpBVjng5yKeiRLvcij+S3X6ZrN1S5aDT7mdfvRxMy/UCs9vF1gVAKzIB6qD/AFrK1fxrpUVm8UO+6nkBVYApGc+p7Cvn3Ccp3seldKNjZ02yit7KKNADlQxbuxPJJ9zV2NFj5A4ry9bzxIlpbwxXZ8pRtCRTKGUdgT1q5Fo2q3kZm1HU5YoQMlBMXOPc5xWjo63ckQp9kdfq/iyw0tTGjC4ue0UZ6e7HsKq6BaXGsX0Os6mN0gOYUA+VFzxxXmNz5M2qRw2rAQbgm9AcuCeSfWvYNBmMEa2MpUvDGNjjpInQEe/rXRyqik47kX573OvhYButZHiKOCbVNMllUSeUJGVDzub5Qv61zcOpzXPjWfTLnV7y0tnl2RtFLGix8AksXGMYzx1JwKj01bvUdfvbXUp7uRbJ2RFnIEiHJHO3gHgdOK9GTujlgrO52ltvjTA27jyzn171uWcYSAHduLck1hWmn3sG2Qt9qg6iNjiQfj0P41t2t5b3ClI22un3omG1l+oNVFCk+xWum3agB/cSmMe9Y+oa/b6deyGdJG8wnaVx0FVX8ZaQEPmTPF7unA/KvGxqlKq9DtoWUBL1VvPEKxy8rbQCRFPTczEFvwAx+NXBEvoPwrz/AFTxLPq2tLPoZ8pYEaM3MpCiUHsAe2elUYF8T6jIUe6mUnq7XWFH0AqPYtpXdi+fU9Our210+Ay3U6QoB1c4rkrjxLc+Ib0aXpatFbScSzMPmKdyB2H865fXdNh0e1zdXn2u9lU7Vlyce45q34ASSAXGoK5kMZ2PERy0fBJU+o9K2p0oxjz7kSm27HrHh/T4NL05baBdqhsn1JPeugidduCRiuH8RanPa+GWurC5aJzJHtkjPVTWFrFx4o0XR9Pu7nVb1Zbvf5kRXAhxtKgnH3iGzj/69ejQnzU02cdSNpOx5jGTW34VjWXxRpqOMqZ1yP1oorKO51y+Fno3imNdPhSe1zH3MYPyHn0/wrzXUTu8tD915QGHtzxRRV4jdHNR2EX5eBwKcWPrRRXEzpRPosMd7rsSXKCRIgXVG5BIHGRWNot3Pbm4lhkMbSSEkL0oordfwjN/GbVtrd/FIkglBZJtwyvc8H8wasXWq3Nl4jl1KHZ56sWG5cj5k2nj6E0UVpQRNXoYU3yhAO3FNU0UUqnxM0pfAj0PwJZwXFnI0iZYKSGBwQfUEVl61NIbgwO5cRN8rN97kdzRRVz/AIZl/wAvGc1J+8nIY8ZqdRsGF4FFFck9jZDJpGSMlTg1S1S2j/sqCfnzTJy2eaKKuhuTUNK31W9ighCTsAuCPatBtVubrSL23lKmPzUlAAxgk8/hRRVU0ucmfwiar4gfWIoIpNOsbcwqqRvbq6lUHRQCxAHOenXmvUNPhRLdXC/MVySaKK7onOzRUAx8jtXKeKo10+FZ7XMfPMY+4fw/woopT+EIfEeZ6k7CFip2lmA47ZNVYLeKIZRRk9T3oorglszs6kpJrK1W5mWCRFkYKcAgHtRRUU0uYctiPTmaz1SRYWI8sfKTyRkV0tlrl/D9mcSgmJzt3L2PBH0oorWqlzEQ2L1zrklnql40ljY3a3DrIyXUO8BlGQRyCOp4zg9wa6DwVdzajqGp3l0/mTzujyNjGSSc/SiiuqOyOd7nqUYxgdgKivLaG4iJkQFlBKsOGU+xHIoorVEHlWtzSG5aB3LiJvlZvvcjua5O4QXN5IsuWVCAF7UUVwVPjOyPwllQEUBQAB2qGeV0jLKcH2oorm6mhzt2zzvczySOzxFQuTng10mmapeWkdr5EuwIOAAKKK6ZpcqMo/EzYbVbq58P3NpIVMUcysuBgj5s4+nNUrrWtQvbGGwubqWWCB2kXfIzElsdcnnGOPTJ9aKK2o/CZVPiP//Z", 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", 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", "info": {"video_id": "203887", "label": "dropping magnet onto curling iron", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "203887", "label": "dropping magnet onto curling iron", "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": "d18e6fd8241e955bff1d799cfdfc767b88f69a668f46e741b16b882878ecfc11"} +{"episode": 17047, "episode_seed": 3647869020, "split": "train", "timestamp": "2025-10-13T03:00:55.247154", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3647869020, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning fidget spinner so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "217941", "label": "spinning fidget spinner so it continues spinning", "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": "217941", "label": "spinning fidget spinner so it continues spinning", "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": "41f0761c8754e73ea495421abf2f8d73995be458732e9885b6c285b97eebafc5"} +{"episode": 17048, "episode_seed": 3454974570, "split": "train", "timestamp": "2025-10-13T03:00:57.239166", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3454974570, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'unfolding paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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q9ct7EBMqM15r8LIA3iLX2JzkQcH6NXssFqCmR6dqGyDO+wCYfd6e1TWtoIZfu963YLYKuGFOW2RZaBHMeKvA1l4k01g6BbkDKOOoNeH3+iS2NzPaXEJ3wox2njBHevqCvNPi34Q/tbQ5dTsi0d3APnKEgsvfpWdWkm1LsdFGq43j3PPPCrK2pOokKFog3AB/mK7qNJiARc5+sYP8sV4xezXNtFC9neS20oCoZYiQQO/TtWpoPirxBAZba7vzM6bWRmCuHXpwcc8j6jNThnemaYrSpc9VKXPZom+qEf1NZusRG28OXpY8x2kmSPZDXG3vxRv9LuNs2n206EA4VijDOfqO3pVfUPinp+s6Le2DaddW9xcW7xodyuoLDHPQ4roaa3OdSvsebWdzKt1FcsBtwEbHp0r60tLHMSsBngGvlCLTpWt9ibC4bc0mc8dsfhX2baWo8lSOPlH8qzas7jlK+hmjTxN0XkGnx2QhkztrfiiCIBgUeQmc4zTsyLnPa74Qstf04rKgW425jfH3TXg2qaTcaNfXFndx7ZEyDkdfcV9PgYGBXFfETwpHrmjSXlvGPt1shZSP41HUGssRQ548y3OrC4h05cr2Z5rrOttp+m2lnCf3ghUnH0q+lrJd+ELiG7JYyxM4z1XjI/IiuS02GTWfEcKS9OpB6BVHSvTPKCxbP4QMYpU3z3fQur7iUeu54mXnjt/I3AwyOsrDHRgCBj8/0qncKOSeRXTa1pY03VJrTrGfnhPqh7fh0rGktcqwPauGbalZ9DshZxuupyt+AF4PKHI+ld98HofPl1gY4Hkn/wBDridTtyiNjOK9D+BsIeTXMnnMA/8AQ69Ci04nBiVZnp6WY+6V61J/Z6qM7f0rZt7XMnrV5rNWXOMYrVHKY9lpy3n7hl4IrJ1mxn0cMZEJtj0kH8H+97e9dnZosEoZRg+tX76wh1GzkgkGQ4/KqC9jxm2Xz79pD92MZH1NXJFp8+ly6FczWpXegckAfeA7Y9R7VGZEdN6sCvt/KkWcR450YXEA1CNMlF2y49Ozf0rz+9vJZ3BmUNIECM/d8dCffGB+Fej/APCYWc872t7atDE2UZidwwePmHauC1Wz+xX09qG3KrfI395TyD+Vc8rXujqgnszCkldGBHbG0+mKm1nVP7TnhkAxtiCsD/e70yePAI6g/pVErggGt4WaMKyaZ9o2cmFB6Gty0cEDBNc5bYAHzHg1u2UgHGeaDA02UMOeaQFY+BVeSfywTmqq3OQxBOaYGm5HlNyORXj+tajZ2Ouy2kshRycrkcHPvXo15fFYBlgRXhvxBnLeIFaMgSyR7UP+1nH9c/hVbhsdGBa3SebAyH/ppC2P1H9apzrOn3JFkHpIMH8x/hXD3ksGjJBeQl4kAwfKPJIwPXvWhaeKJJ4FkWRJkP8AfGD9DjvSsyubua1xcFeJIpE9wNw/Mf4Vk3EqSTJsdW+Vuhz6U9/Edo5IlV4mA4ONw/TmsvSdmv8AiiSybVZLeN0kMLRIHLMqFgvsOCcn09TSsx8yO3+FkezWNdkP8XkfyavYrV8DAJANeF/Ba4lu7rWmlkLHEHU+zV7db5XHzUmZm3GcqOc04gEiooXDIMUrzBR1ppgS1W1CBbnT7iBwCrxlTmhLjj1qpqV4I4iCccetVcVz5d8Q6Z5epX9hucJblmypwcA8UzS4Li80wztGDdRPtYSNtLL2OQO/5Vu+K0Eni68QDiZ1D4OPkAy359PxrJumtNIvMySmNGUbMgt1/oKiEFFWRrOo5u7M/ULZpCyXUXmAHG49vTnr+NZV1pMEFsZbfO5CGJdsnHcD+ddPcYnZJgwICkHB4weR+H/165rUGeK3cjI2SBV9xjj/AANX0M09SC1u3BiRMhAwVsHlsnj8q+zLM4jUAkAgfyr5I1bRtLsfD9vqmkaleyI959mP2iARrcEKGd4hnO1SQp3eo75A+s7ViFTnsP5Vm00aOVzUHSikUgqMUvStFsZhSModCp5BGDQGBGaiuJ1hTLGi4Hg91CnhvxpqCJGGw22IFsAbuazofFer3+r3Fj8tugQmJkTqwzlSxzWh4+nVfFpn42GDdj1INc9PaLb2cF5JM6OW3TlmOA2CSf5iojCKVkaupKTuyrq66nNLDPKS86ZAUy7wfUA+/wDSqEd2tzuOCrjhkYYIrbN1FqNkfs8wcH7rDjkcgEdc1g6rA/2xXg+WTYcN2yOcH2PT64rGth1NXW5rSxDpuz2Kt5bCVSvc12vwXtzb3OtqRgjyf/Z647w19h1vxJHp2p3lzZwzNtV0mijER7ljJxjGcAck4Heu9+F9vLZa34ms5BOpt5kiC3AAkXBcfNjjPrjiooU5w32NK9WM46Hr1oe+a1Eyy9Kx7NgCAxzWr5gRQeBXScQojVCG5HtVy3mDZx0rJkut743Uw3ZRWxiqQzl/Ht1Bp91HdTf6uRthYfw++K5nMNwFuIJAdw4kQ5DD39am+Jlx5/h6YDllIIOfevP9DvbiOdjDKyoqAKoPys3U5HfsPzp2BS6F3xNoP2vfeQoIrvHzY/1c3/xLfWvPZJH835ySANoB/hx2r1Cx8U6fqEv2R5FhutvMbdGPoCev0rmfFPh3yZJdQs1Bj+9LEB931Zfb1Fc9Sn1R1UqnRnHzIGGazp4+elaFwxWHIPUjkVseJPB9/wCHfD+j6je+cs98ZPNhaMgW4AQoGP8AeZWzjt065wUr7lVpR2Z9NWhwlacDkYxRRWqOJliRiV59Kos7KHINFFV0BGfJM8kLBjkV4740ct4nQED5IwQcdOaKKAW5z2vKJNHZW5AmT9TU9lbQCwTbEikgMSoxzRRTew0Y+osU2kdf/r1jWOrXOjaquo2mzz4i23euR8ylTx9GNFFWzJHp/wADfll1rntb9f8Agde6wnIWiisZblmlCxUDFNlOQ2aKKEDKbSskRwaztQkaS3LMeRRRVIk8Q10BvFt2x642/hjNc54jjWafTvMG4ZYEeoAooqojZoPZQWtnGIUKhVIxkmuZ1k4Q8cFuR64oopIchda8WSeIYbWKbSNMtWt0SOKS1SRSka9EALlQvOTgZJ5zX2DbAfZ0+g/lRRUy2Gi9EflxT26GiipWwFYuyQOR2zWddyNLa5bsKKKaB7HiXjznxGgPRYkYfXcax9bYnw7fgn+Hd+NFFNbj6FXQdMtk0t5lVhIyjJDHsBVbUuEOByMnNFFUn7zCWyOcj11tHvLxDpunX8Uzq5S9t/MCsucEEEEdTkZwe4NekfB7UbrVtS8Raheyebc3DxSyORjLHfngdPpRRSkC2PXoTtbIq4XYoM0UVJJVc4lGPSqksz+ay54ooqkBwPxCYroFwR/eX+YrgNNHlQALwFkOKKKY+hl21nBN4hu/MTdtmJHPTjNdTb3Msd19n3lozyA3JHsDRRSmVA47xfYwafdRNbAoJiWZAeAR6elZ994m1fVNJttLvb6ae2tpXlQSSMxLNjqSecbePTJ9aKKlbFvc/9k=", 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", "info": {"video_id": "148451", "label": "unfolding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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tS1ku/CFxDdksZYmcZ6rxkfkRXmReeO38jcDDI6ysMdGAIGPz/SvbPKCxbP4QMYry3WtLGm6pNadYz88J9UPb8OlViE1FNEUJKUmmczcKOSeRWFfgBeDyhyPpXVSWuVYHtXO6nblEbGcVjh5LmsdFVe6d18GoxLPrAI4/c/8As9e2W9iAmVGa8f8AgREHudayef3PH/fde9wWoKZHp2r0WeRLdmd9gEw+709qmtbQQy/d71uwWwVcMKctsiy0EnMeKvA1l4k01g6BbkDKOOoNeH3+iS2NzPaXEJ3wox2njBHevqCvNPi34Q/tbQ5dTsi0d3APnKEgsvfpWdWkm1LsdFGq43j3PPPCrK2pOokKFog3AB/mK7qNJiARc5+sYP8ALFeMXs1zbRQvZ3kttKAqGWIkEDv07VqaD4q8QQGW2u78zOm1kZgrh16cHHPI+ozU4Z3pmmK0qXPVSlz2aJvqhH9TWbrERtvDl6WPMdpJkj2Q1xt78Ub/AEu42zafbToQDhWKMM5+o7elV9Q+Ken6zot7YNp11b3FxbvGh3K6gsMc9Diuhprc51K+x5taXMq3UVywG3aEbHp0r6hsbNWjUivmOLTpWt9ibC4bc0mc8dsfhX1pY24dEx6VHLZ3HKd9GRR2ZcbdvSnrYeW+dtbVpbYJqy1ugbJA5pkGZ/YkWoWj+YBuPAPpXFX2my6bdvBIDweD6ivUYQAmAMCs3X9LGoWLsijz4xlSe/tVW0C9meaTjgCmOvy0lxPslCzI0WD948r+Y/rinFgyblIK+oORSLKM4GTWZcCtS4rMn6UhGLdj9/F/wL+VS/Dq2aXXfEAYcAwY/JqivB+/j+jf0rZ+GNuG13xCxOSfs/4cNQJncJZj7pXrUn9nqozt/Stm3tcyetXms1Zc4xihCMey05bz9wy8EVk6zYz6OGMiE2x6SD+D/e9veuzs0WCUMowfWr99YQ6jZyQSDIcflVBex4zbL59+0h+7GMj6mrki0+fS5dCuZrUrvQOSAPvAdseo9qjMiOm9WBX2/lSLOI8c6MLiAahGmSi7ZcenZv6V5/e3ks7gzKGkCBGfu+OhPvjA/CvR/wDhMLOed7W9tWhibKMxO4YPHzDtXBarZ/Yr6e1DblVvkb+8p5B/KueVr3R1QT2ZhSSujAjtjafTFTazqn9pzwyAY2xBWB/vd6ZPHgEdQf0qiVwQDW8LNGFZNM+7rU4AAJAOKvjpWbbsRt5rRUgqMUR3MW7i0UdKQMCM1d0SDKHQqeQRg14FdQp4b8aagiRhsNtiBbAG7mveLidYUyxrwbx9Oq+LTPxsMG7HqQamUVJq/QuM3FNLqZ8PivV7/V7ix+W3QITEyJ1YZypY5rE1ddTmlhnlJedMgKZd4PqAff8ApVqe0W3s4LySZ0ctunLMcBsEk/zFON1FqNkfs8wcH7rDjkcgEdc0pQUkUpOOqMSO7W53HBVxwyMMEVSvLYSqV7mrWqwP9sV4Plk2HDdsjnB9j0+uKr+HYE8Q+IDp9xfzWYaORkVU3EuqFgvoBwTn2964pYWUZe6dkMVGUfe3O3+CMBt7vXFYc4hH/ode62r4GASAa8K+Ccjzy6wzuSSIDz/wOvb7fK4+auqN7anFVac3Y24zlRzmnEAkVFC4ZBileYKOtaJmZLVbUIFudPuIHAKvGVOaEuOPWqmpXgjiIJxx61VxXPl3xDpnl6lf2G5wluWbKnBwDxTNLguLzTDO0YN1E+1hI20svY5A7/lW74rQSeLrxAOJnUPg4+QDLfn0/Gsm6a00i8zJKY0ZRsyC3X+gqIQUVZGs6jm7sz9QtmkLJdReYAcbj29Oev41lXWkwQWxlt87kIYl2ycdwP5109xidkmDAgKQcHjB5H4f/XrmtQZ4rdyMjZIFX3GOP8DV9DNPUgtbtwY0TIQMFbHVsnj8q+r7GTEanocV8y6to2l2Ph+31TSNSvZUe8+zH7RAI1uCFDO8QznapIU7vUd8gfSdpgRr8x7VFmi5SvqdJaOCBgmrrKGHPNZllIBxnmrUk/lgnNBJYBWPgUrkeU3I5FZi3OQxBOagvL4rAMsCKpBY851rUbOx12W0lkKOTlcjg596rAWt0nmwMh/6aQtj9R/Wuc+IM5bxArRkCWSPah/2s4/rn8K568lg0ZILyEvEgGD5R5JGB696dhqR3E6zp9yRZB6SDB/Mf4Vm3FwV4kikT3A3D8x/hWTaeKJJ4FkWRJkP98YP0OO9PfxHaOSJVeJgODjcP05qeVj5kMuJUkmTY6t8rdDn0rovhlHt1XXH/veQf0auO0aay1rxZ9hvNSnt7ad9kc8M0SLGOpLGTtjPHUnArq/hkk1v4g8UWk32gG3mji23GBIuC4wwHGfXHFFhSZ67aHvmtRMsvSsezYAgMc1q+YEUHgUhCiNUIbke1XLeYNnHSsmS63vjdTDdlFbGKpDOX8e3UGn3Ud1N/q5G2Fh/D74rmcw3AW4gkB3DiRDkMPf1qb4mXHn+HpgOWUgg5968/wBDvbiOdjDKyoqAKoPys3U5HfsPzp2BS6F3xNoP2vfeQoIrvHzY/wBXN/8AEt9a89kkfzfnJIA2gH+HHavULHxTp+oS/ZHkWG628xt0Y+gJ6/SuZ8U+HfJkl1CzUGP70sQH3fVl9vUVz1KfVHVSqdGcfMgYZrOnj56VoXDFYcg9SORWx4k8H3/h3w/o+o3vnLPfGTzYWjIFuAEKBj/eZWzjt065wUr7lVpR2Z9eQACIVdiPy4oorTqcQ9uhqsXZIHI7ZoopjRnXcjS2uW7CvEvHnPiNAeixIw+u40UU3sEfiMfW2J8O34J/h3fjVXQdMtk0t5lVhIyjJDHsBRRTb0CO5W1LhDgcjJzXLJqlxouvPqVps+0Qltpdcj5lKnI+jGiiq6E9T0f4Fsd2s+3kD/0OvdoTkLRRWRUtzShYqBimynIbNFFNEsptKyRHBrO1CRpLcsx5FFFUiTxDXQG8W3bHrjb+GM1zniONZp9O8wbhlgR6gCiiqiNmg9lBa2cYhQqFUjGSa5nWThDxwW5HriiikhyF1rxZJ4hhtYptI0y1a3RI4pLVJFKRrnCAFyoXnJwMk85r6fsjiIfQUUUpDRqQORjFWJGJXn0oopIRRZ2UOQaz5JnkhYMciiin1Gzx3xo5bxOgIHyRgg46c1z2vKJNHZW5AmT9TRRVR3DoT2VtALBNsSKSAxKjHNY+osU2kdf/AK9FFEdxT6GZY6++kPcIdN02/imcOY7238wKy5wVIII6nIzg9wa9Q+D9/c6rqviPUL2Uy3Ny0MsrkYyx354HQe1FFKQI9dhO1sirhdigzRRUAVXOJRj0qpLM/msueKKKpAcD8QmK6BcEf3l/mK4DTR5UAC8BZDiiimPoZdtZwTeIbvzE3bZiRz04zXU29zLHdfZ95aM8gNyR7A0UUplQOO8X2MGn3UTWwKCYlmQHgEenpWffeJtX1TSbbS72+mntraV5UEkjMSzY6knnG3j0yfWiipWxb3P/2Q==", 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", "info": {"video_id": "148451", "label": "unfolding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "148451", "label": "unfolding 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": "1183c26f8025f8f48f64ab7d44854cec2a84bff04657247fb39e3e18eb48f1fb"} +{"episode": 17049, "episode_seed": 3421011254, "split": "train", "timestamp": "2025-10-13T03:00:57.826523", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3421011254, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing cap onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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qWi3Uyysd8vmrH/fI64/p9K3/AA5qv2+08mY/6VCOc/xD1/xrT0e0SPyLRGEaKAu4jOPesbxDol1oPiPz7QBn8wK4XoSe/wBDSVWLnydRWHeJJ5bqS10a2P7y4YNJ7L2/qfwqfXdBWXSYjaLiayX93jqVHUfXvVvw94b1G916+v57di4by48dAMDkH0xgfnXfweGEVVa6uET1VfmP+FaXsSeUXOrSaxpVpYwf8fd24ilA7AdT+P8AjXWw+G5JbBbOO2ZodnlgY7dKn0o2jtcyeGtHtX+x3b7Li8cnzNw+YLgcdvwxWrJ4zNniLWNOutPJIG8L5kZ+jChp7IDhbDwqum3sA1vVLWGG2kkAi3b2RuNpYDoCMnmuN8SW8Nvr1xb204e0WUiJwchgeRyK9W8Oxzf2nrV7dxNHNcTjEcgwSnJBx6c15N4lu/M1e9eJUAaVvl24C89qmW5Ub9CASxW1hJNuQmT5UjP5D8ua7iJvlH0ry+4VseZMw3tjao9PWvQIdShfTmu1b5UU7h3B9KlFMr6zcy3Op2un2rkOrhyR2bt+Q5pJJ7nQdfaWZ2ktrk5ZvUf4ik8L273FxPqcwJd2Krn9f8K6HUdPj1Gza3lGD1Rv7p9a18iC+biKK2a5LjyVTzNwPGKxPDVu+oXN3rF0oJnYpGpHRe/+H4Gs6Cz1i70ebTEjLBJ1iJ7gE/yzg16bovhKeG0ihKiGJFCgyHGffHWlsgOT06EaFMbTJ+zyszIT2H/1ulM0Swm1TVr3VDGW3OYYBjoo6n/PvXZ6vZ6ZpP2Pzg15cmb91Gp2g+v4dP0p0WoatoitGmhQS2SsShsW+dQTnkHkmsKafPIDk9Y8IX0lzaahG8VmEfy5J52CqFPQnPXnj8axdZ0jTrDwlF9n1COfU4ZAJUTIPzZ3HnBIzjmuq8T62vibTY7WyjuWC3KG7EkRXyV7bu2P8Kq/Ea4ji0OCIBeZAFcKCcAdj6Vs9FqNbnlNrGksqI7qSzfMTkYAOSOfeuh0G4SW+vApVgiopdf4jzk1ycjTTs6AIi/xH0FavhW6ht7u4hZuJdoVuxIz/jWfUp3O0uLpLS0luH6RrkD1PauftLK+1DRbqYSsd8vmqn98jrj+n0o12d7q7t9MiOSxBYD17f411llAttbRwRj5I12itVoiSj4b1U39r5Mzf6VEOc/xD1/xpniWeW6ktdGtz+9uGDSey9v8fwqpqWnzafqkWo6epzI4DIOm4/0Nbvh/w3qN7r19fzwMXDeXHjoBgcg+mMD86e2oirrugpLpMRtFxNZL+7x1KjqPr3qlc6tJrGlWljB/x93biKXHYDqfx/xr1aDwwihWurhE9VX5j/hXO6UbR2uZPDWj2r/Y7t9txeOT5m4fMFx07fhihO4FeHw3JNYLZx2zND5flgY7dKwrDwqum3sA1vVLaGC2kkUQ7t7I3G0sB0BGTzXdSeMzaYi1jTrrTyTjeq+ZEfowrJ8OpN/aetXt3C0U1xOMRyDBKckHHpzS1W4HlHiK2ht9duIIJw9okjCJwdysvUcj2qq0sVtpssu5N82VWM/kPpgZqx4mu/N1i8eJUCtK3yhcBee1YFyjBS8zDzG6KPT1rI01OqsNEaRNQhMjMEQNhew65Ir0Dwz4cabSbeRJIlg2jGDk/iB3rj9F1yyN/dHXIJAt4NrPHlUQf7o7dOe2K3Tpep+Hm/tHQro3Nmy7iqndlfcdGHuK0WpB2ctlpOlWL3d47SRxDLZ4BPoPU1laIl9rOm3lw8x023upAbdLZACoXuT1I4HfnGazNXkuNUm0caxNb2dlMPMaISHLN7+mePpk12cRWNFCBRGFAXb0A7U9kIwpb/xXoXzzFNYtB/EOJAP5/wA6rNK114zstU1aSG2tvsweziaUE7vfsDkk/lUvjDXBpeiyeW2Li4/dx46gdz+X86wLLSrE6FbW19Dum2liwJ3JnnAPYe1NbXBno7XAVCc8HoRXEazeC58Zw2TTMtqIcXK7yA6kEkN69qwzDq2lFjpV+8kI/wCWUv8Ah0/lVB7lItQ/tK6ufMe4UqwTnY3GfwqVoAviXTrUMn9mTzqiE5jkbcn4ZrhdQjZJiwBA6H2r0JjHdR5gkSX/AHTyPwrlfEEH2aeLcp2yId2PbvUO9you2hnaVaNcw3EgkCeWVzn0Oa7/AErQCfEUQDfvpIQyGY4z2yCeua42wuGtVuYbZd1vN5bvhcsNueAT0rv4LbSPFdsjWEr2mowRhTFMxJIHT6/UflTTQPc6qXR106JXlnUyE4CqD/Os7UdZbUr21sNMiifUJnBkuHG7ykXp7e/6d6qWMniKXz9GvokfZCWS4mbG3sDuH3hn8qteB7C0tLCSSK4invJCfOKtkqAen9c1kqKVb2vlYV7qxr31hriXUl5pWtyCV8b4JgNjEDHAAwPy/GqE2t+Ib/T7/TJNOS3vxASJjJtRlzgke+M9DXRSTKFANedyX3/CQ+M2lUZsrJSqjs3b9Tn8BXQtdxM7HwobK38PWtvaXMUzIu6XYwJ3nk8dfb8Kn1/UFttFvZs/ciIAPqeB/OuJvdDtQ/2iwmksrjt5ZO38u1Z91NrFzA2m6leoInGUlOMsQelDs3cDSt7exvNAt7nUbi5N6VISVJT5gXJ2j6f41wGo2UkCyqztIpJ2s3UfX1rqLO/tHgjtxMFeNdmH4zj0NRXtiZoZCVyCpqZXY46HnbBg+1gQQcc9q7Sw0RpI7+EyOwSMNhew65IrmAsU0cjSfLMACDzg4/xrt9E1yz+33R1yCQLdrtZ48qiD/dHbpz2xSTKZ2Phnw4ZtKt5EliWDaMYOT+IHet+Wy0nSrGS7vHaSOIZbPAJ9B6muNOlan4eb+0NBujcWbDcVU7sr7jow9xzVrV5LjVJtHGsTW9nZTDzHhEhyW9/TPH0yapIg09EjvtZ028uHmOm291IDbpbIAVC9yepHA784zTpb/wAWaF88xTWLQfxD/WAfz/nW/FtijUKFEYUBdvQDtiud8Ya6ul6LIIji4uP3ceOoHc/l/OmndgPNw134ms7/AFBo7eI2++2iaQE5469s810puFWPJb6GvPdNsLVdGtYLuLMwQsWBO5c84Ht7VQeLV9MldtL1B5Is58qT/Dp/Ks0veYXNvWbwXXjOCxaZltVhIuVDkB1IJIb17VyviXTrXcn9mT3CohOY5GLJ+Gaa9ykWoDUru5Ej3C7WCc7G4z+FWmMd3HmCRJB/snkfhVvawLc881CNkmJAI7H2qfSrRrmG4kDhPKK5z6HNaXiGD7NPFuU7ZEO7Ht3qKwuGtVuYbZd0E3lu+Fyw254BPSoRo3dHY6XoGfEUQ3YmlhDIZjjPbIJ9a9BtvDkcO37TcDPogzXGQW2keLLZGsJXtNRgjAMUrEkgcD6/UflWpo994mhmm0u5jjdo4i6TztwvYfMPvDNXvsQW9bniTUrbRNFgjN87h5Z5Bv8AKA5+nv8Al61rTW2oQXct1bavMTJjdFIBt444A4/SsTwbBbi3nuvtUdzfzMTOwbJUZ6f1zW7f3KxqFY4/CorX5GogiDV9Q1O4067s7WOLz3gO2UvtAHf8cZpPChsrfw/a29pcRTMi7pdjAneeTx19vwrmjerqmqKMq8UWcgHgj3/Gqd5olqH8+wllsp+2wnb/APWrPCuXsrTeoPc7jxBqC2+i3sufuREAH1PA/nXEwQWN3oFvc6hcXLXxBCSpKfMC5O0fSs+6m1i5gbTtSvUETjKSHGWIPSorO+tHgjtxMFeMbMPxnHoa6NloI5fUbKSFZA7tIpJ2seo+vrXOsGVirAgj1r0W9sWmikyuRtOK4gLFNFIZMrMFBB7cf41nsaJnus+l2N/ZlJIEO4YDBQCK4qK/vLfT28MWYZrk3Lxbh2TPQemefoK6PVfEltpmjm6hdJZZFxCBzk+p+lUvA2mkW0ms3Tb7q6YlC3ULnk/if0oi7ashmhN4Ns59KgtXmdbmFNvnZJ9yMemawxea74Qk8qVfPs88ZJKH6H+E16BtG3LfU49awfFl+ljozZIM03yRgjp6n8BVxk3oxWOe1O3u9X8Q6fcXsXkWRQNGjMDnjO0++cfhW0IcyMf4etY0uj6nrmjWdzLdZnRSURhjKnoc+vFZ0WtanpM32bUImkQcYfhsex702rgdFfulrY3M39xDj64rF8LaQt5YzzTRq8bPtO4Z6D/69P1jVLW90NzauzM7KJEKkFB15/Kt7w/Gtv4etEPBZd5/E5pbIDI1DwXblvM0+5kt5h0BOR/iKxbnRri5ZodXu1W5iGbdsgiQdx79veu/kYPGWx0HWuCu7IeIfGjaXdalNbRqsxg2R7yWVNwUdgOCST6e9K7Yy98O0t5mv90Q5CAhhkdW4rU1+zttF1LT9ZgXykjmCyhO4PXArF8AXcYkvDLKoedI3CsQM4Byf1FS6vqD+KvEdto9q+2zjfLOP4sdW/LpULcbZraFb3HiLU59avwy2oBiiiDEAjpj6Dv6mk1LwndWE/23RJ33ryI92GH0Pf6GuttYY7eCOCBQsUahVA7YqbGDgH61alqTY4q217WNVsryw+yE3yRHEg+TGeOQe/pUnhnTBa6ICSPOkYu+D0I42/gKZFqd1qHi6WDTpfLtgpR2AB3Kuct9c9KzbvS9Y8OytPZzNLD1LIMgj/aWtPIR1c0KLH78Vx3iBftmvWdlHz90ED1J/wABV+x8VQXeI78eQ5GPMXlf/rVX0zF343kmKkLHucbh2AwDUpNbjNefwtY3cZ+0R7JMffj4P41g3Ph3VNKV2sLzzrY/ejbg478Hj8q7gyruIBzmsDxTcS2mkSyWzmOTcoyvvmp5mOxw2qabZafNCLeb7RBPkqQQSMDpxXq02l2N/ZbJIEO5cBgoBHFeZXekabB4fTUdO1K9nR7n7Pm5gWNZ2VdzSQj7wVSQp3eo56gd3qviW30zRvtcUiSyypiEA5yfU/SoluVfQ52O/vLfT28MWYZrk3LxFh2QnoPTPP0FdPN4Ns59KgtXlkW4hTb5wJPv09M1n+BdNItX1i6O+5umJQt1C55P4n9K7PHGWPufrV81tibdzgBd674Qk8qVfPss/Lkkofof4TS6lbXer+INPuLyEw2WwNGrMDk4yV+ucfgK6HxXqC2GjPnBmmzHGD29T+ArCl0fVNd0SyuprseeikxowxlSeCT68datO+oi+EZrhgAcdaTUClpYXM2eUQ4Pviufh1zU9Hm+zX8LSKBjD8Nj2bvVnWtVtb7Q3Nq7szsokQqQUHXn8qnldwuM8K6Qt5YTzTxq8TPtO4Z6D/69WtQ8F2xbzNPuXt5h0BOR/iK1vD8a2/h60Q8Fl3n8Tmr8jLJGWx9KHJ3BI8/udFuLl2h1e7VbmIZt23AiQdx79B71ofDtLeZr/dEvIQEMMjq3FU7iKz1rxymlavfXFtbPIY4pUmijWHoSWMnGMZ46k4HetPwqqaZrus2MzSRyLJtEdwFV/lLD5gON2MZxxUS2KRe1+yttF1LT9ZgXykjmCShO4PoKTQra48RanPrV+GW1AMUUQYgEdMfQd/U1lavqD+KvEltpFq+2zjfLOP4sdW/LpXodrBHbwRwQKFijUKoHQU07IRx+o+ErrT5ze6HO+5efL3YcfQ9/xpsGt6trNjeaebLdexxHEn3cZ45B7+ldvgA4B+tcXFqd1qHi6WDTpvLtgpR2AB3Kuct9cnirvzLUWw7wzpS2mjBiR58jFnwemONv4VrzwosfvxXKXel6z4claeymaWHqWUZBH+0tWbHxTb3eI9Q/cSEY8xeV/wDrUuV7oLlHX1+2a9Z2MfP3QQPUn/AVvT+FrC6jP2iPZJj78fB/GsfTP9L8byTFSFjLONw7AYBrsTIuSAc5obtZAjh7nw7qmlK7afeedbH70bcHHfg8flXParptlp8kItpvtEE+4qQQSMDpxXd+KbiS00iSS3do33KNy+hzmuO1LwnqOgaBpt5fPMs1/vaWBo8C327CgLY4ch847dOxqW7opaBNbRf2PdZTP2WOEx/V+WJ9a9S0u3ittNtoo1wqxoBn6UUVIF4Ek7Sc4NefeJ5GvfFdvaTEmFTGgUejYJoorSG5LO3cCLaiABVHAFU7+2guykE8SSRkE4IoopR3GZekabb2NxfwxAlC6Ah+eMdPpWZ4d1i7uL1rOUo0S52/Lgrz0oool1EdLJ91u3HavMPEOp3GjeLZNRtNnnxSybd65HzJtPH0Y0UVMSitpoEUDTKAWgtwUzyMkhc/ka7Twvp1tB4q1KONMCCJQnP97k5oopMR3YOBkccgYrN8QXMtroV3NEdsgQgH0yQP5UUU4gzB8DQRrZXVxj96ZNmT6AZ/rXTox8snuBmiirnuJbHNavo1lPbi7MWybcMlON3PcVF4nvp9NezntSqyFmUkqDlQBwfaiimwNexuGurCKeRVDOMnaOKx/F3/ACBJO/7xP5miisijib3xS+v+VDLpGmWpt4ljiktUkUpGucIAXKhecnA5PNW5raL+x7slMm1jhMf1flifX+VFFNiPUtLt4rbTraKNcKsSAZ+gq9uJJU8gGiikhnn3ieRrzxXBaSnMKmNAo9GwTXcNiPaiABVHAFFFaS2RK3Kd/bw3ZW3niSSMgnBFZWk6bb2FzfQxKShZAQ/PGDx9KKKOgdTN8O6xd3F41nKUaJc7fl5UZ6fSulk+63bjtRRUS3KPNPEOuNo+t3qHTdOv4ppt7R3sHmAMg+UgggjqcjOD3BqKO+uNQuLvVrt/NvHjMzMQMF2IBOOnGeB0HFFFPoB1nhjTraDxVqaRpgQRKEyf73JzXdA7RkccgYFFFSBm+ILmS10K7miOJBGQD6ZIH8qwfA0KLZXdwB+9MmzPsBn+tFFaL4WS9zqFY+WTxkLmuZ1fRrKe2F2Ytk24ZKcbue4oooiDIvE99Npr2k9sVWQsyklQcgAcfStexuGurCKaRVDOMnaOKKKmWxRkeLf+QJIMn/WJ/M15+niPVdSs4tMvL2ae2tmeVBJIzEs+M5JPONvHpk+tFFJbAf/Z", "info": {"video_id": "69316", "label": "throwing cap onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69316", "label": "throwing cap onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69316", "label": "throwing cap onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "69316", "label": "throwing cap onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fc8eb5b1f4b73180a958eff87eec43dcb2c92ff8a6a9659ea5542d2ef716ea47"} +{"episode": 17050, "episode_seed": 346932206, "split": "train", "timestamp": "2025-10-13T03:01:00.068543", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 346932206, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping a spoon into a bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "108518", "label": "dropping a spoon into a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "108518", "label": "dropping a spoon into a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "108518", "label": "dropping a spoon into a bowl", "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": "41281374a7437bad7070e264442d57ee9a196aceb4d0462bc20669b092972625"} +{"episode": 17051, "episode_seed": 199321383, "split": "train", "timestamp": "2025-10-13T03:01:00.969293", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 199321383, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cd so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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5nwd4lOhXElpM3+g3RG9ufkcdG+nY+30ro75DNeM5fcZDuDZzkHvW1OSiePXh7OWpkRrh1J4q3NYNcRtMo+7hQPVj0p13EqS7fTH8xUkt0EsZrRyArkNk+3Fb1GnblOdVU2jmbmdobadnUq0Z289z0GPUVglsJ8oyB6Gu8ma08QQqpIaIqNh7rj0+lclqei3OnsxAaaH/AJ6KOn1ridVSdmethkoJ66sy2kJPB470m/uASfQ9KNoLMccYzSxRvMxRFZ2PQCg3bFUYz0ORUgcfdBXHc1Pe2DWMFu0pzJJuLAdBjGP51RP94Hj27UlqrjjPTQ7j4cavHpnjGCGR9kF6rWrs2Mbjgr/48APxr0DWbYRTNuHGSfp7V4XE2Cp34cdPY16npXjBPEGkfZrx0XU4kw2ePOA43D39R+NXCydzixcHf2iM7UEMjLIoG09Mdqht9uxvTBBrTu4fKCIOSRz+dZseFViRw3/1xXTKS5Lroef7RNaFW0sIrzUvJlkMcYBLMBzWPrmmXVtdGQYkhUBVdew9SKvXOswadEscWJLzzMSY6LGPX3PpWxYXcN7GGGGRhxmuGpUlHU7sO7JTseeOxUnOPqKaH/vZP0rqdW8OLJI0ljtXPJjPA/CuYnheCQxyKyOOoNEJqWx2qpzaobkng4AFSghckgdsA1AxwQegIp3XgHkevarKjIsggqWJ+bsBziveIrxNd8MabqabS0tuBLj++PlYH8Qa+flJ3YzjjHNdx4G8WrorSaZekf2dcNvVz0ik6ZPse/4Gixz4qLnHmXQ39QRQjRqMkjP4VhRrtkAP4V0l7FvuppARhRxjkVhzKPOU47/yrrjJSWh5fOtirqMeVV/bFYV7MYrRwScyfIPx6/pXUH7O0ifapFjgGS7ucAbRmuJv7sXt40q5Ef8AAp9PX2zXPz3OjDR9pKxWLkAYBwD2qNpCW9c96c2No5JH0qPaOSKg9aTYpYfX9Kci43ZHOKfBazT/ACohJJ44qe806bTzGZiAJAcY9sf40rq9jPmV7DAwB2jA9WzXafDXVI9P8WpaSOFhvozbsWHG/qn6jH41wnIO4HA7f41JE7KyOHw6nK+oOev1qrDqLni4nuOr2gikO4YOSfpXIalFu2SqBtbOB6YrU0zxjF4i0r7PdlE1RFw+ePP7bl9/UVXvYRGVQdx0/GuqlKKVjxpvklyy3MqAjyzjoAc1l3UZ8whRk+3pWrHhQTjgmsTU9Sgis5bSFi10zbWdeiIB6+p9Kiq7SsVC8p2RZsRbvOJdythcA/Tr+tau4THHUelefNcy28SeUxVQ2RzXUaHqX2pAzH5hwRXHVi/iO5rl90k1nSRJCZY0G8c9K5Igh9rZ47eleobVmh6dq5DU9D3X25X2Ix6AVFOpbRlRnbc5oFuOPxqUjccZA9TimrjOThePxpQy/Ko6Z59TXSzVaEm9RkBfoK0rDXL7T9qxFZIx/wAs35C/T0rMXIf/AGemcdKcxX7x69sUvIc6cakbTWh0E3ippSWNllz6ScfyrLvtWur9sSlY48n5EGR+J71SVjtOCeeAKbkk/e6D6YovZWRhDB0YO8UamhambO8EDEiNz8uex/8Ar11tvIJZeTkHt615vIXLfe+YHIauk0PWfOISQgOvBrKrC/vIippIv6r4cgeQyWz+SW6rjg/4VLp+mQ2keAMufvMe9XJLjzMc1S0iB9W8US6dLqc9qhWQxeWm4syoWC+w4PJ9Pes4qU/duRUrcsdTN8WDAs9uB9/+lc6uQOTkn9atXl5c3aRNNKzgDI3c4ziq24L0BJHfFdEIuMbM3oyUoKQ8Hbk9TnJzTw7cN0APB6c1EPmTAxknr0qQMAoDHr1yetM6Y6mpF4h1WJFU3Imxwvmru4+vWoJ9X1K4XY0wRfSNcH86obsthRj6UjHPPOPrT5mjH6tRvflFA2oDgkZ5JrQ0HVDZXn2eQ/u35TPY9xWY33eG5Haq8wJXeCdynIx2qeXmVmKt8OnQ9LjlWVhg03VNIttRgy42yAcOOtczoms+aqpIf3i8Gt7VL+SLSTJBIUk3KMg1xuEozsjlU7LmRkW+jLbEiXEj/oBXNDduwSMe1drrMEFvoUOqadq9/MGuTbZuIljW4ITczxY52qcKd3qPcDjAQMkn2wK64RlG/MaYeqqjbHDBPPAHt1pwfsFGaYGBYADgfhTo8hskkA9DxVHWmaljr2o6fH5MMweA8GOQbgPp3FWZfFF3IBi0hDYPO8459qw2IHPc9xRuO3qQT27ChNrYxnhaMpXa1Jrq9ub2TNzJuUchAML+VQh8EkDnHOaaC2SQ3I79KjJYkg0tzWKjTVookb7uc0+2jMkuDjAxnHeogwzkYxjkmpLWcI5Oe9DTsTUnZXOosBHBKrADOKq+LZfM+xso/v8A9Kj8MNZ6t4pj07Ur+4tIZ22pNHNFGsZ7ljJxjGeByTgd6oa158Oq3VlP9o/0WaSIJcgB0wcfNt4zwM449KiNFqSmzhp1lKpylBCcHOPTFPBC5OMn3HSk3KoGTkj2oHzKQPvE4zmtj0EyVXPBGAoPXoc1oxa/qsaAfazIB93zFDfr1rNVsKAx6nB54ppbLYUUrhOlCa99XLtxqOoXI2S3BC/3YxtqiBiP5QMZ55pX+bkZwB6/rUbYK/e5Aocm9xRpwpr3UMmO9cZ98U7SLw2d8oJIVuDTBkHPJNV502kOPvdaaV1ZnLXTfvo9TsbkSQDB60y62tKp9Oa5K01WX+xg8UjJIrKCR1rd1/RtZ0LQtKv725uVnvTJ5kLJgQABCgY4+8Q2cdvqDXKqDdzGVeMXZnFt90c+9NYk4PfGaKK6jvY8EgEj0pVGeDRRUlj04Vz6LxUbH5MnknHNFFIp7EfUkmoPNeC7V4zgnrRRVx3OHEfD8zsLKZ5Nm49hVYalPpGvvf2uzzonbbvGR8ylTx9GNFFY0/jZy1/hMWX5dijoOKjPy5wfSiitjsw38FCqM49zSt1H1xRRUs6lsC8496VmJkIPQDiiikV0I2OXYGg8NgUUU0ZFOGRorsMhwd2K6u5ld9Gyxz8y0UUqvxI8xfDIfrfiZ9dggil0rTrYwIscUlskilEXOEALlQOcnA5PNc833c+nSiirluaYHaQh5Yj0p+OPrRRSZ6Eeoi8jn0p4OI3bvwKKKlmkRjn5ffPWmgdTRRQQ9xGY8LgYPX3oPylMd6KKZlV2Y/TtebRpLmM6dp1/FK6sY76DzArLnBBBBHU5GcHuDRJqN1q1/c397KZbm5kMsr4xljz0HT6UUVu/hR5eG/3gTkM3PbNAFFFYnrrcc3BHscUA5xx7UUUjTqKzkvtPRRgCo3YlzmiigmWw1jgcVHLyuT1NFFUjGpsxLOVxDIobjcDXQXPiHVNR0u3028vJpre3keVPMkZiWfGcknnG3j0yfWiiqfU8mXQ//9k=", 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", "info": {"video_id": "159422", "label": "poking cd so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "159422", "label": "poking cd so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9e469e8c94561d8fdefd0143eecc2b7ade1ac8a80ff601916aa1af711c33c438"} +{"episode": 17052, "episode_seed": 3976154706, "split": "train", "timestamp": "2025-10-13T03:01:04.603212", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3976154706, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering snowglobe with tablecloth'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "65917", "label": "covering snowglobe with tablecloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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fJBySCck9uB07VoaTcuBNCgI3KNzn0HB+npmuftmCH5s7c9q7LwfbGR7ohVEahSQOpJzxRHcDo7eDEW4qCijgZ4x9fSuS1nBu5YzyfNLenSu3dUiQkfeGQqjkE+w7mvP9Zk36tOEyF3kdelVJ6GtD4mRMwW2AH3mOKejbRtB6jFQMd0qR/wB1c08qdwbPIrG52E04Bt9vaq+jnM95EQSDGccdyP8A6wqdgDFiqFpcC31CVPnzIABtHJq0Y1tYmiX2XMfkZ3bA45+8ep/Pmr9w6SosinCldw/GsGNzsgcblYDBOOeOMgVfurqK3WSNiAo+bB7gj/HNUctijdzHzmeIYUkkd+OlEV3IwAyPoen5VnSXxklVBE2Dxn2+lTRZ3Y55pBKLW56ekjTMHbgdB9O5rRt2wmaoonygYq0DhcVmkWSyzYBrJvW3rj15q25yDWfc9CfamI5e+z5hA7msi/lkiubcqf3TFlZexOODW7dRfvGbsKwtRjd7YFCBIHG0kZ9qYFqN5RLAdh2hiOCDtBGMEenvzirjKjywGTaybvnGM89qz7dXRFRyZNuMHpk57+1XlYNJ5bSRKxHCgZPvTAvTDe6x7vuncPeq7OZbf5QQyk7T9OP1p0jMpjWQngEo3rjrmojGNzSg4wSz+4P8qQjnfECSXM1lb7XBlZhjHbjNdVo1qsAEYUBYwAfc1BDZC51G3nbkQI5H44q9bypHlc9eTUM0UvdSNGSQIMA1l6te+RYtg8tRLdbmJBrH1iQyQED04pkmLbX7yXDDNXFYqS3Y9TWXp1u4kZyO9akoIhOPTJoApXVwzZ560lsn3iw5A/nVaObz23bTtFa9lGjuwOWI5wozTAfaWe5kYj92vWtCMiNh5nO4/KPX0x+FOC+SSWQiIjnJ71GVYiMF9rK2Q3tTJGPMVk25BHVT2YGp7j5bb8KjjyQnmIN3TtxUl7/qfwoOihuzj7oA3ZHqe/Q03zCzbASCGGW7/wD66benbdEnp71WhfDZH3g2cnt7/WqiZ1viOq8JNH5t+ZnEcZUZJPSux0efdG6FgdjYU+ory+ykjlkNs77UkIJI7Y5/x/MV3mmyiBUEU0b7+MDmmZ2Oh88C4YnuPl9/Wsq4yxkuEcA5yM9CK1BAWs2z98HIPoa5rWLvybWQR8CRThf7p70EnI3k/wBq12aZjxkAH0HrW5vaS3Tf98fKw9x3rnrJAY1ZiSzZDY61uxliVZ8Auo4zk8cVIFKSMpJnPue9dp4EYMt9nBxsIz2PzVyMq4cjqw45966vwQ3lpqBxx+7HPAH3u/rTW4HV3Um5tpbaAu4P0zj09B15rzeWXzrx5T/Gxb8zmu51aRYNGupTklkwrEYPPHI7D29a4BckMw69BSmzegt2SwfOWkx944H0qcEGoxhIwCO2KduCjjpWZ1rYHf5Tistp/J1FOcBhV5nyfasy7hMkoIGcVaZlNXVhY7oSQRhtpwWXAPUe9Eu6VmlkYsAML9Krw2RWUsy4BOcCpr6ZYrdgPSmZwhy6spxXG24YDqRit6GAPGNwOOAcdqxtHgV2Lvw5PAPpXRRDykdTwpHFCMqs7nocPzRg+1SngVVspN0SjPap3bnFSIimcD+ZqhO2VJqzI244qjO3+NAGZegbeOtYc/CnjpzWxdseT+FY83LNQBFZyq8asjEqZGBOMY9qsIzC9jxzEcsQAMdOf15/GqNs6754sgEMG9MZH+I61r26jaHViGYDdtOATTAmmw9tDORhgN3boev+fanQThFZT9KkuVUtEuDjaeCclhXEwyXt54vu9KfWri1iUSeWI0DElULBfboeT/OmlcTZ2EUggilZcAZOMdxngVz1zqrC8SBCd7HFVvBGoXWp299Jd3EkojWNlVz93cG/wqm2f+EmjON2G/Woa1KT0Oy8hlK59Kq3sR2gY6mtwQb2VOu1Rn696hu7b5l4pMZhm3WNcL6Uy7j2WErd9oFW50IbgcYqvfNnTyO5wBTA56CLySqKBh2ycD2/+tWlBJsUMAQM8hTgkdKj1CzCLb3I4MTAHnHB45oRGLFR65GRwfUGqJOgs5Va2QZO5gTgnPA/nVSBRGFjb+Hg4P8AntV2ziQBGAVNqEfeJ6//AF65/wATz3NjpDXEErI5dQWXAI56/iP5UCZuThPMjdTgkhWHUUl2MxfhXIancSW+jQ6hYa5qMgNz9m/0mNY1nIUFniHXapIU59R7gdhdcwfhQ1Y3w73OI1Hi5as7zNiHIyTWhqZ2ztnvxWJO2c8n3waqJNb4i9pzb7vayKGduDxnbxnHpmvRbGFYEtth2OeSexGemPxrzvQVWW/WQgkj9a7yKY3EUSJkFVDHnpzTMzsHuAttuzjcM1wutXAl+0EHgKfzrd1C9K6SxzhgMge9cV5rzsyHPzZJpMcYORDZb1kTJwB6VuK+WRlx5W44bGOv/wBesq3hIQNjKdMen/1q2ZSHiRFHLJjA4x757UiGgljKvuBHPbOMmui8IQssl7tZM5TGefXsev0rz/T7o6h4tk0y+1S6toHl2JJFJHGsfqSZBjGM8dSeK7T4Ztdtq/iG1u5J2a1mSNBc48xMF+CBwDjriqS6kXN3xhKIdKt7dMgTSliD1wv/AOsflXHIuNo9Oa3/ABbcGfVEgKhPIjClQcgE8n+lc+c/nWc3qdtFWiiXO5vamyfLkUJxTJmqTcjLY4o2qeTUe7nNIZBVIlizyKsXHWsg5u7jYfu9TVy4kAUk1CkJijWYHO4ZJFUYVJWRprDGka/Id3G3aOSfarm6TyG3MGUHGSMEGsPWbya00QzW8zRSl0wynn0I+mKp67aa/omi6de3V9dCW9L+bCy8RABSgJx94hs4/rmqSORs9dtHIYDPFXskhiaKKyRqVGPzN9QKqzcg/WiimBkXXJH4mseTvRRQBUmOyAzLw6gkH+n0resUVbRzjOCcA0UVQiGCVrjVJXcDKEKuB0GOleeavfz6T4tvLy3KtNDI7KZBkEspU5/AmiinEUja+HyhLPUlUYAEX/s1WNPjWTxIpYZ2nI+tFFRL4io7HcxsRKAO/WkuTmTHopoopFGXKo3gVnXQBMSnpv6UUUIB95Gr2bqehQ9Kx7dyyxsepzmiiqJZvq5i064kXlkiJGeegzWN4rYt4V+bkmaME9zyaKKa3Ezj9X8RPrgtYptMsLdosQxyW6OpSNc4UAsQB3OByea9LuP9R+FFFOZrh+pwusf641zkzH5uTnPX8KKKIjrfEbmhfu54Nv8AFwa7fRgDJOcDhlxjt1oopmRBrpKg4Y4LAY/CsizUGeTPaMmiipkdNDYksTut8Hpuq/HK6kLnI96KKDlluzjr/WW0vX9QjNhY3kU0wZku4d4DKMggggjqcjOD3Br0L4SXc+o33iC+upC9xO0Mkj4AyTvz/n2oorToZhqsjS6xeM5JPnMPyOKhwMD6UUVzyO+nshp4qCY9aKKDUrEnNROx8zFFFUiGV4vnvfm52KWA96t7yYJgQMISBx2ooq0clT4jP1skeGnwekqY/Ouevtb1G/02HT7q7mmggkaVRJIzElsZzk84xx6ZPrRRVRMWf//Z", "info": {"video_id": "65917", "label": "covering snowglobe with tablecloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "65917", "label": "covering snowglobe with tablecloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "65917", "label": "covering snowglobe with tablecloth", "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": "fe06384aa2b597f42aa83d69ab92721d238914af17785848dddedf014d22f4d2"} +{"episode": 17053, "episode_seed": 3581424467, "split": "train", "timestamp": "2025-10-13T03:01:05.437611", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3581424467, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 garlic clove with a cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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2Jra1jUgIjbxNy33iOwrn61OZhXb/AA+kKR6mFXJIj5PQferI8G6XpGteIIdO1e4mtoZztWdJo41jPUljJxjGeOpOB3rovDNgdO1XxBYGOeHyJxFsnAEi4ZwAwBIz64JFUiXsaV3koRuY54A7Cs912wknO/tWw8GcbuRxzWXqeYy5AwMiqZmYN/MAuHbAHrV/wf4o/sq4uNOnfFrdEFWzwj9M/Qiuc1iXfMqZ9Say92GqWaR0PU9Q8yKTJ6E8EVnTX0rqY2Y4xxXOWHie7tYVhmVbmFRhQ5IZR6A/41Ym8RWLjP2Kbd6bxipLNO3zI4xyc81zviLUlvLlIISDDBkZH8TdzUV7rlxcxtFGBBCeCq9T9TWVTEwooAycV1PiPwTe+GvDuj6jeCVZ74yebCYyBbgBCgY/3mVs47dOucAj16Ukis6aiimhFSXpVQ0UUMAI+Q1d0bi74ooqXsNbnl3jFQvi7UwBged/QVh0UULYGFXtI1W50TU4tQtNnnxBgu9dw+ZSp4+hNFFMC/4c5Nx/wH+tdABxRRXPU+I7aPwIOik1RndsHmiiszQy52JbrWTOSZDmiiuiByVSKiiitDEKUHBBxmiigDodf8WyeIre2hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1rprgYSiimgMO8UHJ71mk4aiiombUx4NKScUUVibMrTsQCaZNdzLbKobAI7UUVpExqGcSWOScmkoorQxNbRtebRkmjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4NdV4Rv7nWb/W76+k825uHWWSTGPmO7pjoPaiimtxS2N2V2VnQE4HrXJa/fTxXqxo+FxuxjqaKKpkR3Obv2Lzlj1IFUzRRUs0HqeKQ0UUhiGkoooEAODkVr6h4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oooA//Z", "info": {"video_id": "197614", "label": "covering a garlic clove with a cup", "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": "197614", "label": "covering a garlic clove with a cup", "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": "e8193ed4d8c22e9a94e3a4df3ce4e28f6012443a302e56b91cca69fee8ab8f7d"} +{"episode": 17054, "episode_seed": 2665094018, "split": "train", "timestamp": "2025-10-13T03:01:07.025711", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2665094018, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing highlighter from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167759", "label": "pushing highlighter from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167759", "label": "pushing highlighter from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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PVo+Z76yvLCYxXkMkTjsw6/Q96jhMrBo0YgMORng1u+ItVN27RZDLnJz2rK09B5yOeRXeelD3nYr2jsl0vGeelbMrIbOSbOZAQR7c1etdNhmWZokHnjnjuKdYWEUuoxxTDMbHlMdTTtc0hPkTiz0Twl4m0rQLDTpdSmSzi+yvECQTvYNnI+uc1paj450LxFqOn2WmXhlmE4fBRhkAHPJrh/iRpir4f0eaFQgjd0AHoQD/AErn/h5aMfGFm7fwhsD8K5J4ClKt7Z3vo/ut/kcTV3c9uPSomYnNWXjIXGKrOldrRSZEW5PoKjLHPNPZT0FQuDUtDucb47b/AI8Tn/np/wCy1xDSZU9eOa7D4g7lSwA/6af+y1H4GtIYLa81W5QMf9RFvHBH8R/kKjqaJ2jc4Ge8bdiPj371c1vxHd61BAlyR+7A4A4JAxmrHiiGxbUmexiEWfvRp93PsO1ZK2TSRHJw2QBmqLtzK6JIXD2ZDcg10vgY3DeI7W38wCO3lWV8n7wyAAPzrnLqzOnnymPzKfmPrW/oVjcWyzeIRhorMLOFDYLBSOKzrQc6coLqmFSp+703PpfVowdJuOOkR/lXJ2aYsLf/AK5r/KuEufjtcXVvJC2ixBXUqcTnP8q7+wwdPtj6xKf0FcGV4Kph5T51vb9Tz6fMtxxQmomGTU7nA+tRtgCvXZrqV2XOa891HUhHlQ3NeiMeD9K8OuLwuxJNZTN6L3J7u6aVslutZsjbqR5uOa3IvCl1deFxq0VwiyvlkgK/eUcZz68UkrmkpW3Mi1aIzYeRUABYknsPT1qhFdlNWeXdkHIGf7tUCWEh3E7h61FvKvmqSC/K7mjAy22qxt/yzD5H09K+hPhbPFe2eq3a8yS3I3sepwigV86Kd8Tk9QBj65r3X4O6lAbK/hKrbrGsPDNgE7cE5PrjNeXm6csK7d0ZYu3JY6/VYY49bSUKA7QFCR3AbP8AU1CxA+WpdXmik1G3aORX+R87Wz6VWznmrydv6pFPo3+Zy0orlBjzVadgCtSFuaz9RnEQQ+ua9Cex0U17w+a4Ea1k3OoAZ5qhe6jjIzXPXeqcnDVimdSRr3OoqSfmrn77UfMJRD35rPuL55DgGqpbB96od7Esj5GWOTUJdVBLEAe9W7vT5I/Dy6iJVEjudsRHVBxn865Z5pJAxdyWxVWsTfm2NV7pL2CaFOAB8pJ6n/Cm6O7TpfWrPt82FgQfUcj9RWNDM0bYHrWjZhZLhWaXyg+QzAe3+RVPQWjjc+j/AAx4fs28E6DFLGGe3hjmjcfwyH5s/maktrMaer2if6uOR9g9FLFgP1qP4bX4v/h/pTk5aOLyWz6qcf0rQvRtvW9wDXy+WV6kcynSm97/AH3ueRBWmfLMdu9xc7GyAvLZrTNuqRgIoGP1qxcWZk2zQkCVemejD0NRwyiUHIKupwynqpr6yUHE7qNVS23RpaG+7U0CdDjNdKmkxLq8cyDg8qOwNc5pLeXfLtHLDk98V39qqPdwKnO1BuPqacTSpK7uamseGH8QeHIoF27oW34bvxWZ4Y8FSaRqIupNm4ZxtH3favVRpzWunxll+Z0Bz9RVCSJFTGCD34610uCtdHB7STbRlugycVTdBk1ozAYOOOwqhLxx/nFZSRtG5VZM81A6/N9KsucZrkbea51Lxhc6a+rXFpF+88oRoGyyoWC+w4PJ/rWTLH+I9AOtXFmXmEVvDvMrDljnGAPyrl/EmopZ28dhZARxRjaqjsK0tL1i7uLK6a6uHlwEK7j0zmuPug+pai552A8n2qHuXHUpW9q105lcttB6+pp8q+UxUfWtYosUYRcADjFZN+d3Q0WN4T5WT3sJvbSOYAl1XBx3rsvD1i//AAiN7C6532zgg/SuT0g+eVjHSvXfDNin2Ly5EBVlwwPQitIq5hN6HhkGlMsoLxNgMAc9jX0bZ8WFuO/lr/KqK+CNHiJKQYBO45Naoj8pNo/hGBVctjO6ZA7c/SoXbk1O6d657xTc3FnozzW0rRyCRQGU88moYzVdwFbntXgUmSx9zXp2qzyQaJFqFhrmoSq1x9mzcRqizkJlnjA52qcKd3qPcDQg+G2iGGH7Q1zJIoBkKyYDn6Y4FQ1cuMlE8u0vR7nWboQQKQBzJIRxGvqa2/EWu/ZoU0qyysMCCMH2FdzrC2Og6TJBYwJBEB0XufUnqa8kdDdXDzyn5dxP1NO1tiubmZkXCNu3kH5jmrFrZpd2s6gfvVwy1HqEhaUAdB2q1oz7boHPBHNJbmm8WJoVt5mqRQzLuQtypHWt3x/bGz1GxNsDHG1sPlTgZBNXPD9hHca0ZlHANdR4w8LXer/Y5bSISCNCjjPI5yK0UdDnm9dTm/hUly/iSaWRm8sWxGCepJFewsuBXBeBfDt/pGqSSXMJjRk2ivQD1os7EN2ZXK1znie4+zpBz13f0qOG9ku/Gs+l3eq3dpbPNsjeKWNFj6Eli4xjGeOpOBXKeIby9jv7m0u5rljbyvGq3OA64OOccZ4GccVlUXumlL4kU76/znmsaSZpDTJpTI3WnRRk1MI3OlysWbCxudQu47W0geaeQ4SNBkk9a038I6tAjT6havZwJyWl4Y+wFesfCjwW9jpj6/dx7Z7ldtuG/hi7t/wL+Q96yPinemGNrcMcs2Me1dCpLlbZyuu3U5EeSalftNhM4iQYRfQVzrnMhx0rUuRmsuQFZDnoayZ0QdiS5s9lrDcx8q2Q3sa3PDGmQ6pcCO4JVE5wO9UrZwbNom5U84rpfB1rict2zTWpE7q6RX0X4iax4Phl0izS3a3inc4lUk5J9c16L4N8b3XjBrxrq2iha2CAGInDZz6/SvI/FGnfZtbvCUIzJuHHUGu2tND1nwZ4Y065NxcW02oM7zQLHjycBCgY4+8VbOO3TrmsFhKCqe1UVzdzmdON+ZbnOw9QvY1T1NFheO4QYkLBD/tD3oorvj/DZnLSurF7TCTcA+tekeHc3N7GZTuLOiH6DA/kKKKyjudc9j3p40ePaygjHHtXMavGscoCjiiitaXU5anxI565+8aoTdaKKTNY7FOY8GvOb/UJ9K8V3N9bbfOilbbvGRyu08fRjRRWLKM23dotPugp6BR/Oq1koW1UgcnJPuaKKnqXEJzx+lY13/WiimWbPhaJGuhkfxCvedBtYhbKAvbNFFdFDc5cRsa08ShR71nygZHvRRVzMabKsgGK5bxn/wAgB/8Arqn86KK52dCOR1fxC2tRW8Uum2FuYVWON7dHUqg6KAWIA5zwOTzXqUzFYCQecUUUgkeb+NJpDGE3HaSMiuNuxtUKvAx0oopPc1hsc9cf6w1PYfLNkUUUupbPR/BEaswcjnNep2gGwUUVvDY5qm5OAPTtVd+poopPYhHmurau2meIdTQ2NjeRyzhil3DvAZRwQQQR15GcHuDXK69e3F/dPeXMm+ed2kkbGMk0UVjPY3p/EjJj6103hKwg1LxPpllcqWhnuERwDjIJ5ooop7msz6weNI7QxooVFTCqBgAAdK+cfiXM76vsY5ABooreP8NnH/y+Xoeaz9TWdOBuoornOsmt/wDVivQvB0a+SpxzRRTjuKexv+K7K2l0EyPChkEiANjkc1zE2sX93YQ6dcXc0tvbu8iCSVmJLYzkk8428emT60UVbMT/2Q==", 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", 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", "info": {"video_id": "167759", "label": "pushing highlighter from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "add2b2b9f016cd1fcee5fdfe64c992d23c9a76d044df0889a8ca2a87358894d3"} +{"episode": 17055, "episode_seed": 131679051, "split": "train", "timestamp": "2025-10-13T03:01:08.716376", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 131679051, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile phone over a wallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "168050", "label": "holding a mobile phone over a wallet", "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": "168050", "label": "holding a mobile phone over a wallet", "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": "62adcd9c11e1d6c370dee409ee7ddf0fa592a5e32acd1ba55095223f070da933"} +{"episode": 17056, "episode_seed": 2997709706, "split": "train", "timestamp": "2025-10-13T03:01:09.878088", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2997709706, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching water pump valve with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "74181", "label": "approaching water pump valve with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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UBA716FeWiybiFFclqlrsJ9+xouaJnJeGAguZrWUqkMiFvXLDoB9c100cE1tbq8e5oBxvA3bfrWJY6Bd3MRlhQoADhjx+VN03xZLo92ROZFKAKuwAjHfdnrXS6SktS1VaR0K6osRCyIGX+8jZ/SrSavZMcGXbnj5hiqWqW0l44uzYiHzQH3QLhWBGQcdPyrL+yShgAxH++pFcdSg4stTUlc35L2zUki4TA7Zqjd65ZRqdiu7duwrOl0+byy/n2+fQNz+VZbabcPxuYj/ZFTGk2S5RGanrl1cKY4z5aE8hep/Gl8OaHda/qaW0CkrndM+OFXuTVi28M3dzJ82Io+8j8D/69ej6HeWGhaSmnQbSgbc0+MMx969PDYZrWRwYjEJLliaPkLaxJbBdqxgKB6AVk3EYWStS0nTUbzy35JPDg9RVy70Vo2+Ukj1rvaPOTOajUtnFWbdTkhhxViS3+zyKpAy2acq7mBHY189jf48vl+R7mFf7lf11ESFTwOO9aEMQIwfTikSMbdwFTopUgmudFydwEPBAHFHl4PNWlAxTjHVGdyAQ7gM9DVW4tgp3L+NaqLhcGoZEzkGgm5zl3bK2SpwcVy91CY3YEcV2V/GYzkdDXMahESWYVcWaJnOXEY3jFdZCwNcxMp7Vt2dxvjB9OtXUTcbmsGbiASRgDHFTJCCuMdKrWZG7PY1eRWDhSe9coSZCUKNxUyoWzirTRBlyBUa/LxVJmbZEqiM9KVlBUjqKfINy1WkcoMVSJZRvbfaCw5U1gXUQXLfw10csyLGTIwVO5NcHrWuxSzvbWh3JnBI7mtqUXKVkDlZHS6bEj6WJk/jJP5HFaei/LPL+AqrptnNbaRbwshysY3fU81oaPGBcSlhjpj9a9avFRoNHn05c1a51NpAfLVu9a8EQJBI6Cq9iQ8IwOlacMIYcc15iOxslA6CpFUjpjNSQRlV2kVKI/mNapGdxE96HTIyBQVIPA6VIuMVSQrlR0GDgc1lz2oWLAy2B1Y5JrakX5qqXUSyRlSMg9qiSsOLOMuoGjck9K5zVbUTFj3FdzqVvuVscVx2oqY8g96z6mqYmqqLOyS2iPzyDkAcha8x8U6WYNlyq5RzyfSvQrZdQ12585Ld2WTgsflVR25q1rvhR5/C155jL5qR7kjUcjHvXpJEXNLwmV17wRYIGG9IRE3HQrx/Ssi+tLeNPLePMwPPOMVW+Fredo0sLSyJiZo22tjAIB/nmuk1fw3Jb28lzbyiVRkkMcEe3PWt48r3RySTT0ZyskkcNs8W2E7cc7Rn8+tZM99DbFgD8xXIz71l6lqzoxiiXHqMdqrQ2092dzPhvQ1WnYh3tuWp9cklbCn2CjpTo7mWTAZj7jNVG0/7O4ZgTmrYPlopOAcZ5p3J5Uzp9AvfsUqs5JQ9/SuyXWMEK8geMjrnkV5Tb6iQCCwwPQ1W0W8utV8Uy6a+sXFpEyyGIRpu3MqFgvsOCcn096fMT7NtnputTqslq6YIbd0/CliYFVOQM1514W1i71SOX7TcyTBArIHOduc5/pXewET2gVSMjBFeBjv47f9bHr4ZWopf1ubEABUJU5QgewqjaOxbJ6itUYZBgVylsSEfLirG3IqsG2c1Nv9DVkEbtsbnpTWkBBJIpJyG49KpSylflIxQKwl06SIynHNctfRmNyD901tzS5rlPGF+1poks8UpjkWRRuB5+lXBNuxV7ILLTTf6nFao2AwLE+iiqsL+cXeDhgfmUcc1neetnpset6VrupSM8/wBjD3ESxLPhQzvF32qcKd3qPcB93KbDW2EbBLSebiVuAo7mvVVG0FFmUKjcm+h0dlq0UeEnBjYetdFbXUE6hkkU/jXEzzQXdsGRkcZ4kXvWcv2iF8xOQPY1wVsNyvQ6IyUloeqIQT1FRyREHI6V55Fq+oQ4Imfj1qSTxHqLIR5zD6CubkaHyM7tpERCXdVA9TWDq/iGws4ziQSPjgLXD3uq3077S7sO+TWY8U0+SxNXGAuUm1rxJd6jmNGKRH+Ed6qaLbq12kswygbpUYtCTjGT7CtmyiS3CLtIU9z616mGpW1OWvUSVkeqeHpohaD7QcqQACauTQRW12jxYw3OR0ry7QNUa48VNpV3qt3aWssmyN45o41i7ksZOMYzwOScCui8MXl62tarZ3k9y4tZvLVLnG9OWHIHAPAzjit8S17Jo5aEGppnptj8vI5BFa9sWU9KxNPYbASa3YmB2kV5cUdki+DkAU4DAxUcZyPepRXRFXMmFNAxTsUjDIxVNCEIyKp3BCNg9KuDhcGqV2Ny4PWspoaMa8DMzncChHA9K5DVowCeaueOtQutO0CSW1meGXzUAdDzgnkVwPiOPxFpGjadeXmo3nm3Zk8yJlwIcbSoJx94hs4/+vURpuSujTmsepWWIbXCKAqjhe1SarcPHYNgKQykEEZB4oorsF1PL/Bd3LZDXPJ2gRyhlGOM80t5rWoarfbLm6cxs5zGpwv5UUVpDcyqly/0axOnPP5I8xOQfwrDsYkZZSR0BP6iiit0c7KFy7LerFklCehqjqmVCFSRkkHB60UUDiZ0UjJdAKeDwaorqlzo3iBr+12edE7bd65HzKVPH0Y0UUi+pveAhte9UdAqAfrXpWlk9O2KKK8bHfxWejQ/ho2LYYNaVuTuI7YoorjQ5DZCcsPeiFiVIz0ooqyBZO9UbocfhRRQCMWZ2UHB7V5L431C4n1N7d2/dRkYUdKKK6cP8YS2DV/FEmt2lpHJpWnWpgRY4ntUkUoi9EALlQOcnA5PNdreQR3WmlJlDBU4oor1n0OWn1OG0y4lh1aG3Rz5TTBSp6YJr0u+0y2hndEU4U4HNFFc+I2N6BmSRLG3y0m1fKJwM0UVws6WUHiQuTiql1wsir8oA7UUVtSWpjVehXUeU42+g6++KjmmkiYhWJwTjNFFenE4JGYuvPpd3do2n6ffRzOHaO9g8wBlHBBBBHU5GcHuDXYfD3ULrU9R1q+vJTJcXEkcsjkYyx3Z4HT6UUVjiP4bLpfEj1nT3bAGa6GxJ2kdt2aKK4FsdD2NAsVZAO5FWxRRW0TJiZO8inGiirERSdBVSY5bmiis5FLc85+JRP8Awjb8/wDLeP8Ama8m1LXdRvtOi0+5u5ZYIHeRd8jMSWx1yecY49Mn1oop0tmN7n//2Q==", 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", 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", "info": {"video_id": "74181", "label": "approaching water pump valve with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "74181", "label": "approaching water pump valve with your camera", "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": "24537ffda5af52b503e47614604eab67566bc18e6596f2bfc9c2757ade40c4a6"} +{"episode": 17057, "episode_seed": 4095998679, "split": "train", "timestamp": "2025-10-13T03:01:13.142622", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4095998679, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking sunglss from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "217693", "label": "taking sunglss from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "217693", "label": "taking sunglss from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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1eQMZGlVeSd2MV6/8P/CzeGrfUL65ky02DGmeFUZwfqcn8PrT0JkjVvmaC5kDbQE6Hrn6VLp+jG+kFzd9APlWsS2vftPib7FLIvkRfOzN2c9F+mSKbq3iS7muZtE02TypOBPcDrEPRf8AaP6Vze05qqp9OpTjyq5i+K5ZdW15tP0+QxWNlJ+9kXku+MFR9Mn8apRWFrbR48hQiDaoxzxV8W62UYt0ACqcEA5P1J9ax9RvVs7aa4k/1Knbu/2vStLJe7HYcV1ZU1eW0tImnnRSxQhDgY7CuN0q5YXV40Q3WrqjewbkHH14qnfT33iq6KxlvsqHBI4Brds7a2sraK2+UhUDF+w9B9a1SUY2e5HxMuWbBmYyZKgZAz93PQVK87qCpycNwfWoZBby2bvA4aWM72Un7y9PzH8qihvtkbOACxUoQ3IAPep63KtoTm6PmBQQS/H0pPDq/wBs3niCGM7hZiFVweN3z7v5Y/CsjUdQis7K4vlfa8S7kQjG5zwAPXnmui/Z8tv7RtvFQf5pSbdwx7t+9/nVK72JlsdB4f1670qwMsHztYNmWFjxLbseR9VY5B7bjXoUV7a6vpi6hZy74GHIP3kPdW9CK89v7UaProldCbaTKyr/AHkbhh+X6iqVjqV74P1yZIz50G7bNCT8s6dQfY4IIPvScbiizvHdIopGjG0tk5A/WsCWQh2LnKMfunq3/wBetu9uLa+0yPVLCbfZt69Y27q3vWHMHR/MkU5POP7o9/es9jVamZ5YDsSATjoew9qpyqXLKDhO7VauZ9jOuAD6jvWRezrtIKtuOMcnn/OalassrXF15JwjgDuewqONpCdzMFyeO+RVWSEzT7lI7Aknv70rSsHMDAhoztC55yKvoSXDMzMBkEe5rC8TaudN02VlOJn+SL2J6n8BV2csh2xN5ingMvc1574r1RdQ1YpC2YIBsU/3j/Efz/lTirsiWiPq63vLfXdOj1GxnL2/R1PDxt/dYVmXkyt8nITsfWuH0y/vfCGvO1tIJI+AyE/JPGeVJ+oIIPau2drbXbcajp3z2qqDPB/HG390j0GM+/0rOUbBBmWSJMsc+XjgdM//AFqzrlI5ElR/m3DBFa0+x3cqQBnueayblNu9iTkn5cenpWTN0c3daf5bMyIkmRk7SFY/nXHy6dq+9cQxGIZEYD/MoJ4ye5xxXe3TRPHsbG8nAA6/jWZOjxMzh/4eCBxx2FEYRjfTcbbZy0elXm5Fu38uM/MI0PBHue9bEWnpDCHTaT029/r+v6VJczNJbxxt8zqdynGMZ6iohKWXBfDA4HuPrWiVloSZHie/Fpoxt1OJbh8f8AHX9cVwNa/iLUm1LU2YnKRDy0+grIrppxsjCo7s9D+F6bjqft5X/s1es2Hhu/1LYyR+XE3SR+Bj+teffBOx+0jW7j5MW/kNhx8rffOD7cGvoeyuItVs42VNkwTdEMbdy9OnqOn5diKpx6mfNrY4ebwZInyx3iMehJUgA0q+HINPCnLSzudrSkcIPYV1+WUlcDOTweufeo5rZvKLYB3dB61k1qaRk7HA6lZsjlWwwB49/eucvtPEkZZcqeRgHFd5qVopBJbgcjtwK5O5hmuXKAJtToVPJ56UkUchPaOFiYRFUyd/+16Cow0wdFMJDHO0+/rXTzW/nxOWQgDoD2rHurVkX7U3yKny7h/L+VK9x2M+7CGVJVUIzL86joGBxken0qaOVpF45ZF6Y6D1qMx7Ruz8p5PfFQ+aY3ZlbaQSAQfarWwmTXOqGysp5nO7CYVWGeTwMV6prnjSSQNb2rAI2M49hXg/iO6Z7KOFAeoZyPSuoa8MNs0rsc4pSVlcOuppXmtSI1zIkhMgxxn7zdv1P6V6F4KOk3Hg6BJ5PLuZHJe5dhuSUjIDEY4PbP0rxTSJTctdXM7fLyRn1P8AgKd9svL64khsfu3BVRGDwQOme1VTgk2iajvaR6zf6gum3UtrdEJKhOcjr7g96838R6pP4jv103TcmFW+d16E/wBav6b4fvvEN5HpWranLHdomLZHU7XA6oX65x0zXRRaFFoaiJIVW5X5XQj7vvmk7QY17yMTTbFtPgWxtwuV++4yCT6VbmjOyOTy8EHAjx19vzrYeC3hPmSsqFhlixxgeuKxrmZZpt8XmDaPkc8AHHasm22WkjLmWSEvbGQFlJ3gdCT2z3rPacW8uRjAHIbkHrkVNebVYSPKdwPHGAuaw7u9CxOW5wOg6/8A6+grREsx/E16ZnSBN3lx4Mn+/j/CvXv2Z/8AmZv+3b/2rXjuqQfZrdYHG65cF3z1HqTXsf7M/wDzM3/bt/7Vrbl5dDK9z1LxfoYu7Zpo1+YfN+PevO9RtjdaXDOR+9tv9Gl9dvJjP81/AV7e6K67WAI9DXIXXhYfa9QZ5Fjs5otg9Mk5B+oYD/JpbCOe8MWbabpgkKxyx3Mis0W7IdR656EdqXU4UV4p7OQXFhNkRSf3SDyp9CDUenjUH0y40wAq0MmAdvzIDkNg+mR+lVZdTTwzEbe6hR9OkYI8MWPMLEDMnqWH61FSOhUJWZS1CBolZdwBY5OO5rnZJWlygjJRDkkHk10eqQLbtEYpRJBJ80U46Oh7fX1rJleCNnWNGkf/AGR3+tYJ2Ogw7mExFioIVDufnACn/wCuaz7maRpfMY4YKF55z2FaV3G+wqxZNx3Mv3snsawJ5AmEBJUHHNVFksh1rWG0+0eS3ciaTKLnkjI5P4VwFdVcWxuomuXzscERg9l/+uefyrlnAVyAcgHrXRGPKrmLldn0HPam60kEj99ZHY3qYieD/wABY4+jCtnwQJNPe4v4pUMezy5oGBBfnjnpj+Vb134clh8RIsUWbeRG83/ajPBH+e4FYOnG50HXLnTjh1lBRhjO8YyrD9DUaPQlM29T0+KNv7QtAXs25ZB1jPp7Vz9/OC2eFUj07+laNibvTJJZyEmNyVWaOY7Q6D+RAziqeo28c8K31gwmsGchcHJibup9D/8AWrmqRs9DppyujANoTM7uA27OAe4rPuX8qXiNWWPoOuT2NX5rlp5jEGZEIx8vAx6ZrOnMS28jxISeAQOS3NR11NEY0zSIWLjg84PXPrWVqEr+UIoWxJM2xR9e/wCWa1rtAfmJwMHjPf3qlpdk11dzXJGUtx5ae7nlj+AwPxremuZ2Im7K5yWraf5Y3oMbRg/SsWur8RsFcWwIUkb5CP4VH+Jql4S0S08Q67/Z91dvahoZXjKR7y7qhYL7dOT7V0nMev8A7NkSTReKI5FDKwtgQf8AtrXuFxZh0it7UeXJD8yS/wBw44+ue49K8S/Zn/5mX/t2/wDale/0CsZ11Zs2Jvl3gDzNq9ay7m4aSFscE8KR2FdIc8Y/GsLVbf7KzXCYKPwQexqJIqJzFyFmRkABL8YPQ1lf2f5YB3A/3Tt5rZMaCZmZlBbqxOcD0FZ9zffvS8EDSsoO09AKxZqjA1OKTZheAwyxz0Nc5qDyFRB5Zfyhwq9OfU/WumuLS4uDvmmUEHCoD396yr2MK5C4Q9MZ/U0lZFHKukkIfe2SScjNUpmBVsDrwBWpeIxcxpzkYPvXN6tLJFayyRuRtYY+prWOpL0MrVRIZT5jggkeWg/iA/iPoP51u3szSKEB4Iqvrejabb+HbfVdM1K9uA1z9kzcwCNbgqm5niGc7VOFO71HfIDpT+7Qj61UlsZpkMIdF+zr0Y4NexfCbw3aTfb55rfzVSJEVSBgktnv3G0V5HbK01zx2Oa+k/hfai38FQHOTNLI7fnt/pR1G7cpr6hotreq37qON0Hy7ABx61zGqabDfFIGmb+0VQsG/wCei5wAx9fT1wa7q/tBd2rRBmQkfKyHBH0NYK6Wj2MvmPvvCxaV8bSSOBgdgABj8fWlNXJi7Hkl0syagVdQNjbWDDP86pXF78soY4QAhOOvXH0rutVsYrgyJcrsuVBKyAff+v8An3rzq8hktZnjcsrdSB6Adaw62NkZF2xZESVg0vBwvIORmubvb2K0u/MlXdtJkEZH3nHCj6A8/hWxd3BW4aUodyqQoJwE/wA5rib6SW5vZCQSQxAUc4raG5EnoRz3k9y8ryuWaVgzsep/+tXvH7M//Mzf9u3/ALVryTwfomm6v4ih03WZZ7WKc7VmSWOMRnqSxk4xjPHUnA717b8A9MOk6v4xsyk0fkzwxhJwBIoUygBgCRn1wSK1Mz26oZ7VLkp5uWRTnZ2J7ZqaigDMvbCOWdHYhTyEK/ewfvL9OM/WuJ1nwfALk3sStKGPylzkivSCMjGcVja358EPmQRiSMn54ycZ+h7c9faokBxhit4YxpUqB02mSVz/AMsSfu7fr/IZri9S0ubTTI7Asr8LIDkGu41vTJ7GBnWTzZH+aR/7zHqR7ensBWBZD7Ray21026EEEKRnBOelc89NUbwfQ4u7bKCRiSI1468k46/lWJdWjXlzBZL8jTAlvWNP4j+XH1NdTrGmfZpGiLbwWOxh6dTn09PwzXAza6ul3Ul/brveRTHGsnQr6/ng1dJJsVRtIXxZf29rMNPgG3gByv8AAnoPfFca7BnJVQo7AdqdLLJcTvLKxeR2LMx6kmul8R+Cb3w14d0fUbwSrPfGTzYTGQLfAQoGP95lbOO3TrnHS3cwSsfY2tStb6XNNHgOBgEj1NY15o1n/Zy5QmT7PvE2fnUryCD+JoorGW40cf4hQ39jBJM7bpEDNt4BJ61W8NxrbXP2OMYt5/lkTscDg/UetFFZz2NKZgarEltdTJEMADIrFY7tmeu7Ge45oorHqdBlSSN5N3LxnHTHA4q/oqhfD1owGGlXzHPqzMcmiiuqj8TMaux5dqdxLNql0ztktIyn6A8D9KdpOq3OianFqFps8+IMF3ruHzKVPH0JoorUyPcf2Z/+Zm/7dv8A2rXv9FFAgqK4UNCykZB4NFFJ7AcFfwxwPIqDjAIz2yM1zXmu92GLHknP4f8A6qKKyZqiG8mdbplzxjPP0zWBq8jjUwm4lfIBx75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", "info": {"video_id": "217693", "label": "taking sunglss from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "18027a60ce03fcbc3e71d2af314cef283ba57cd6e73257959e3f2849907b6380"} +{"episode": 17058, "episode_seed": 2574869159, "split": "train", "timestamp": "2025-10-13T03:01:14.250411", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2574869159, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sock and sock closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "65364", "label": "moving sock and sock closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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25/UVyuiahLpGobXDGNjskU/z+orSvtRku9VDxMRFD8qj19fzqklykO/McVrMEDa5exTzNEkafK2MnO3gfnWGtjNNHdtGD5aIjvW/4jIbxJccY8yJGxVay270L5MTAJLGDgOvoa64RvTM3K0zt9J0mC30+2uCscreUYll7YPJU1m6haxDY/C5wmP5YrW1C8t1srO00793BGgbA7egNcVqeoyaheq0ZYJG2IlHr61yytsbK71Jb+x3qJQvzIMNjuKznjtLNTG1qrLIDhyfun1rr7dDNbpKVG7GHHbPeuf1+wWLy8DKk5U+3pU0l76HOXuspWkiyzRQRwp/rAfMH3j7V2WpWK3loJEUGRBxj+VcRbR7LhdvBz1rvNLkc2qeYCQOBnuK3xK1RlSd0UNGuB5ht2A3thVNWPGqfYU05Aqs24swPRiOx9qg1exa0uVuIv8AVucjHY/55/OqHibWP7Qj01ZM+em5Gz3461FFLmHUvbQwUs11C9ZgI7cMHcL2+grovDNvYf2YkZAm8wBiCOjg8CsK1VGKCQAlXBHtXZHT0tY0MESxo3zfLwAT/jWuIVhUZXVjq100xWKMozLjLr6//XFYOpWkMsjSFPmlXDMP4sd/r/hWna6//wASmVZj/pUS7Rn+LPAP+NcnqurS2tisYJM0hIVj2Hc/WsHZWaKSepQmtUbepw6klWxWRFA1ndEEcqR/wIetaOhby8kL8xseCT/FV67st65A/eJyPcelYtdjZM6vw5bJNaLeuAyAkRqf1rG8WeH479CjOyPEjvAVbqSOh9sgU7w3q6acZYLgnyHBbgcqcf1rNu9bllvpb58hCNqp/s9quNuVWMmmpO5xlvNcXwM0uzOQoUdMAADH5VqaVAl1qFvbvI6LLIqEoeRk9fqKrqBHEDtAABJAqKxu2hu45V+/GUcfhg16ij7tjjctbnr02nrBEtuSWULhWbq31981gXEZtpT328/UVZbWX1HUUuYsiFVAVD6HrV66thcx+avXHfsa8yS1OyD01LGlxJqMwfB8lF5B/velO1CzBV7aZd6OOPceo9xWVp19JpV3uZT5LHEienv+FWdY1Mz6ihgfMUQx7H1NOy5Qd+Y53SLZTBG3XIDu3rx0rrbex2QlzxMwyuf4fauCXVBHolnDbPtkaNXdh29P5V2sWuxHQF1GUAPt2lPV/T+tEY+87jm3ZWMjXLuO2hKgfvHHzKf4f8msvS4GkU3Mg75Uf3jUKxz6xfGWVjhm3MT/AJ6CttVSNBjiOMcY9PWpbtsUkaelWhkkBYZCnc59T6VLdw/YJnlI/ctlgPT2qhoOqYvmik4Sb7oP8JHT86m1y8+1XH2dD+6j4J/vNVxS5TN35jMhi86bzNgUk/Ko6Ct6ytSgVFGWY8VU06AFtxHbirFxqD2l/EsQGU+Zgeh9qLXdimad7ZiFBIoyuMOPX3rlL8p9pkCfdXjPqa6/UtQQaV58RBMq4Udwe/5VyttaedMgIJUHJ960lFXuRBu2pga/aCK1tZpcBcO7Z6npgVx2/wA2VmAwGPSu0+IL7Y7KIHqX6fhXEx4Bx0xWtCOnMTUfQ0tHlEerQs33d2Dn0rfm8r7UYIMspbPPp2rkI5wkocKzEHnbXc6JZFVF5IPmb7gNRibaMdLsaNlbbPkIwx5kP8hW09pJDZx3AGcn5h6DsazluIrWSIyjduYFl7kdzXWyzQR2TzSEGLZnPqK54RvqyptqxxupwQiWOZDiZh93196WytDuUHkZyxHrSDdPctJt6/dHp7Vu21usMG5uwySab2KOD8bWzQataXYB2umxj+NYIcxylc8dRXfeMBBqHhBpYh+9t5dzDvg9/pXnbNuiilHpg12UNI2Oeerudfpkn26ONR977re3vWPYWRaRXZeWPyj0HrU3hu9+y6lGTjZJ8pzV6S4i06ISzAlpXxtHULnk/lXLiI8srLqb0pXRuafaOsDPjEIGPc+/4VzXiVmS/SHjaq5+ld4ZoYLA3AK+Qse7PbGOK8tvbpry7eYk4J+UHsO1aUKfvX7GVSd0MiZVuot3QsMmvRtMtjcNGANu7t/dUV5hI5EqHivWvCd3Bc27KMeYqjn+8vt+NXiI3aFTdosimthIJrS5GAMjPp71554nh8uSzlQ5jjk27vUmvS/Es8e9IIx+9K/OR2HYVxXim03aJ5gGBG4NYL3WarVHNq22cj15Fej6JMupaOivjzEG0+9ebNgiKT8K63wvei3W4Ric4DRj/arrrR5omFN2ZpTxhJHUH7vBrK16yZorHjBk3lif4RxW1Bbtc3Cqc4Y7nP8AOna/EJJLWMYCoGLfTiuGWiOpGJptk2FEafMeFHp7mtt7Rt2Dy64ycdff8ah8O31teXF0kfDx4C57p6j8an8Q36WUSRof9IcEEg/dX/PSko6XYnLWxzt2IY7pooTne2PoPSq2sBYbaGEj9853sPRQOKvaRZGaY3kwO0H5Qe57Vzt/dPe67MSchQVH4GrpJe0SFU+FlW6+SzmIY52ECoYgBcKegaMfpxTr7eIXyVXPHPaoYlaRoJVDMoUg47ZAr0jiO+8LqZ7dVI4jc5/nXbR2rvC0iDOwfMPWuI8D3MZa8jLDaqLJn0wcH+lemaTcQXOmq0XVeHHcGuGcP3jOlS91HKajboi+aMYPH19qoWtuZ7oIRlRy1aWtMrX7ww/6uM/+Pd6dp8H2e2Mr/efn6DtWbVkap6HGS6T9m0K0cIA9ugjkX2PP6E1BD+8j8oltudwXPfH+FdWyxuGSQfLINrCuWlhe0u5IGPzI3B/UGou27l9LG7Zx/Z7cFhiRxyP7q+lX4IzGodgMN2I7VBpEZ1WVD/COZD6e3410d7ah4wyqBt4IHpSUW9SZSS0OPubT7Hd7QT5Z+aM+o/8ArVbtYvNbLc46+9Xrm2+0W5jAzInzR+/qKq2EgjlUsMr/ABfSriNm3aW/lx8DLHk0y/sRLGJ4x8y9R7VvafADHvIB3jA+lMe3MEhGMoa0jFpXMua7scqEZ4wueM8D3rQtbURQ5PBPPNS3tkLeXeo/dP0PpXHx3t/qHi+70ptZurWPMnlCNQ2SE3BfYcHk/wBatq6BMz/iCuDYOe/mH8PlriGcrGWUZzwK19ZuNX1iCKSSSW6EK9GP3Qf/ANVYkbSFArJg9AK2ptW5UZy7k8ETMgbcQfavStGfz9Otec4jAPHpXnwaG1hBkcIAO5613fw/kTUdMvNgfMcmE3DqMc1GIjzRHTlZlnU7UxypcLkxuNvPZvSpUvJpbKK0c5jQ5A/p+H9a1HhWRHgl+4/A9j2NY6xtDO0Tj51OCPf/AOvXHE33NGztSzqeuf5Vsy2vn2rwqcZFM02ISxh05LcAentW1NZeSEdOeMH61pFX1Ib6HA6pbSrpd3Cud3lkbT3rzi1YvZMp6gH869z1PTxNC1xGB0w4rwjxBHLpF1eQoxQiQFSPQ1003YzlqXNPlO1W6FTmtjXbaT7VHMXJjkQBc9FI6iuf1HT7S00KHVtK1a/lEl19mzcQrGtwQm53iHXapwp3eo9wO/vLL7ZYPAAC4G+M+9ZYiSdi6KtcwbrVrj/hG4tNXhFfBI6lew/P+lYj8L1qbUZTDArHgBsGs9bpJJh8w21pQfukVY66DJXE1xsA3YHSuz8K3klqsckS7TGSMdiPSuQgTfdMVA210WjSGKcoSNrdvSrrRvC6FTdpWZ1q77udpGPzOSxNO1yw8zwzcgjkLkVLpYDy7DwWP/6xXUHS1vdNuIyPlKFV+tcaTbNnoeDSZNmpzjae1beiTKLqEg5DcVkTKbTUJrSRTtjcqRWhbqkN1BKgxhgcDjIrvXvRObZnp9jbCKIyEAEisfxDbSXFoyxPh5FbbjvjHH41nW+qTX3iyTTZ9WvLW0lk2RtFLGix8DJJcYwBnjqTTLSS+Opahb3c9zJ9ll2ItxjeoyRzjjPA6VwTi0rnTGWpg6PdPpuppdKM44dT6dxWgiTalqTSz/NK7ZC9v/1Co9Xsvs1/5qgeXP8AMPQHuKv6K8eHOP3wAUH/AGaz5rI0trc2NixrHEh+VRjj17mvKryb7JePcZbDZB9jmvZ9M05p7aSduOqxj1Nea67pkemzRNJFvBfLIfT/APXV0bqSfczm000Y0LyXKIZ0GTyARnAqGzZ7STLNmETGCQf3ehQ/0p8V7a2kJeUkyOSVjUZIGaaLyKeHU2WN1V4VbawGcjjP8q9G5yWOt8MoW1wwIdpnjZWHTOBkfqK7vTbmewd9ncbWB/n+FcJ4QmS41fSrlOWMgB9QcYIr1G+sNuLqMfKThgKxqfEaw2sY0NsZp/mGcnLE1oTxBtkIIGetZHiS7m07QJJbSV4Z/NQLIvXbk5FYGsJ4k0rSLC9utTvBPdb98RXAhA2lQTj7xDZx2/OsZQNFIs6PI8+nO8rFmVzgnrUGvxqDbTAfOylSfXHSiiud7mqLHgyZ11V4wfkeMlh7jpXS69M8OnoEON8gVvpRRWq+Ezl8RXDFo45f4iqt+JFVZY1S9YKODg4+o5ooqY7lnVeHpGksArHIRiq/SrdyxOprGfu7cYooroWxh1GTxI9rMjDgKWH1FeKarqE+l+Mbu9ttvnRztt3DI+Zdp4+hNFFNbDLehAfZr4dgg/ka4pZGkMjnGQ+BiiilS+OQS+FFewjFzqMjTkyFD8oY8CvbfAltFDoQkRcNIxLGiirqfCSaV0qmeQYwAxAx9Af61mahGpaCXHzOCGPrjpRRXJ9pmy2NjwyT9tKHldm76Guw2K0TZGRg0UVvDYznuUY1XK8feHI7GvDfjDaQ2mqKYlxu689cGiiqiI5TVfFD68tpBLpOm2xhRI43tUkUpGvRAC5ULzk4HJ5r1eMkKhzyGxRRWNfZF0+pzmvWUDX9xGU+RsNj3I5rkzYW8ILomGBwOaKKKXxIqfwkiSm3t5pEA3KOM1q+D4hf6vDNcszswI68AUUV1z+FmEdzvLf5CWUkFckH6V6PYAGwhOOsYJ/EUUVzQNqh4T4tiSP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", "info": {"video_id": "65364", "label": "moving sock and sock closer to each other", "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": "822d64dc5c5c42b6023e5613610eefbea77e6bd07087541b83584bbca08515b4"} +{"episode": 17059, "episode_seed": 2575998086, "split": "train", "timestamp": "2025-10-13T03:01:16.933510", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2575998086, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting bottle 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46006", "label": "putting bottle upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46006", "label": "putting bottle upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "46006", "label": "putting bottle upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "59578a3485841b6fc074b472794df278662b7fe6535f8f87ca167e6fbefe3e62"} +{"episode": 17060, "episode_seed": 4003287069, "split": "train", "timestamp": "2025-10-13T03:01:20.402365", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4003287069, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "166105", "label": "taking cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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hXsGr6cumWWqusgERtTHbwou1YIo4zwPcknn6elfLF/rcs1tBakFmiyGkcklh2GT2H9aNwaOt0Ge3Guw3MrBobTdcOAeu0fKPxOK7X/hZln8zXNjOjbeiShlz+OMV5HoilIpZ/mQSfKADwcGrl5LmMDkn/P8A9egRf8Zix1vUTqGlXMQEqh5opGKMH6ccYNcna2eSJJiArZAHoferSLvuMZ7inJFvkgQHOXJI9qtDtpcZpw+0XatLzHGsjfkCa9c+BLk+I9WJOSbFCfxkzXkMMoitxEv+skVgf+BHH8q9a+BTr/b+sv2FnHg/8DNQwR7nqlz9n0W9mz9y2lb8kJr598DXV34b8B6pcOoT+1XRIyepQAgn6HJ/KvYPEmv2H9nT2RlSUTRtG+1sqFIweR1NeT+L9Qhmt7S3tV2wQ9ABgdMAfgBWTk3ojaEdbs5W8ha2DxyEbWIIYdxjg1bsvDWqa9pZuNP09ryPdsaRSoww6jBI7EVE6NJexWrqWhgjznP3l5YZP0Ir1n4WRLH4HiK/8tJ3P8qqEeVu5depeNjzHTvCGqabfA3ekOjsD5aybQr+ozn/ACKtv4O1UwExm3eT/nmsnP05GP1rt/FWo31uiawIIJNOguHhCDPmAZ2F89OSCB6cetY0Xi/RPvte+Ueu142B/QGtnCVk0jkujza9glgnkgmjaOWNsOjjBB96YFYCEf7J/Wu28QTxa+51OPRJ5rV1CJcR8O+0YyR1HP14rkriG1YOIpLkMkZcxyLggAgYz9D6UcrQyPxLGLSw0qOJgS28kj1wtZZRYdOhXuYXkf65IFa3iGytrJdNaI/u8yMVY5PAXFZNvBcarIILSJpZGjEaKB6dT7DJ61NwWp9faJKsXh/TmdgqrZxZJ6AbBXnnxG1B9Q0ua6VS0UDBY1A5KnIJ/M5qDUPFyy2NrpkTeWsMKIwBzuKqBk/lXLX3iV7cG3MjHzzhT1xWTu9UdEElucTLaCWO0kzl5AxwBgY3AD+dfQVj9o1HwAFjUNLJp7QQr0z8pUfnXiF5LHc3lrKCyybwFA6HkbjX0Holu9roFhBKyO8cCgshyp47VcVaxNV3ueB3ngDxC0rSf2DOo9AUbH61fi8MXs9rbpFBDAiKcyO+Cx9MDnj6dc17NrE08ccMNoI/tFxJ5aNJ91eCxY+uADxXmbeIYtKuZtN1dBbzwORvjUsjDOcnuDzn8a0UZSXumF7HJaxoOoaVH51xEGgJ2iWNty59D6fjWFEpMxOegJ/SvTZfE2m3trNpliBqNxdKUWEKQvrkkj24964y/tLaCVvPsbywODk43Kf5j09KFF21Q7kGgW6SXavIQBGCQCep6/4Vy+njz7wNLzHGsjfkCa6vSNOtbi7Jd3yEjkRmOAAc9QM1Q8K6KdTnCPlYFDea+PU9PypNgtXZE0VjKmkfbJYyAwUgnjJPNWfD+oNb6lG0a7SAct+BrstftbWfTI7a3ZUVAOCPT2ri4FEV2ynOVGMgVl3Z1ptJI9R+BkXkReIpDjm4hXj2Vj/WtXwYl5Zar4jtGidInvRtkYY3cNnHrxj865/4UarZafpWrxTXdulzLeArFJIFYqEAzyenWvTLRUYNMgO0jC5Ofrimnd2OeWh5v8TfDOq63qkElhprXUS26puVl+UhmJGCR6iuG07wfqmnX2bvSGRyD5aS7Qr+ozn/ACK+hXHFef8Aie+volTVxDBJp8E7xbOfMAyULZ6ckED8PWtYpt2RmcK3g7VTCTH9neTH+rWTn6cjH61yl7BLbzvBNG0csbYdHGCD716TF4v0TO9r3yj12vGwP6A1k+IJ4tfkOpx6JPLauoRLiPh32jGSOo/XihQkt0F0cTtYCH12n9ab4shW1sNKSNgSRISVPfC1buYLVg4ikuQyRFzHIuCoBAxn6H0qv4qs7axi00xHKMZGKscnouKHoM59kWOzhA6tEzt9ckCvs3w++PD+ljP/AC5w/wDota+LHl3p6AIEA+n/AOuvsKz1fTtI8PadJf3tvaR/ZYsNPIEz8g6Z61EmVE8p+PUn2rxf4YtOvyE4/wB6UD+ldz8Wre4m0fTZLSF5pYL5cIgzn0/UCvKviVr+maz8UdCntL+C4s4BAskyN8inzSWyfYYr24apZazKws7iK4Un5HhlDdepOO1TfYA1hbnUtD1HYoaee2kjiXOOSpH8zXzve/DvxKZmkHh+dVPOFKNgf99V9MlVVQoHCjArH1meeOOGG18sXFxJ5aNIMqvBYkjvgA8VokSzxCHwlfXFpbRw28FuiKcySPgsfTA54+nXNZWueHNT0eHz7mDdbEhRNE25c+h9PxrtJPEUOjzyabrKi3ngdgZIlJRuc59Qec/jT5vFul39lNpNgo1O5u12LCFIXjnJJHtx71TpST1Qk0eTRKfOJHYE/pWv4btkmvVeUqPLHAY9TnP+FWNQsbWCZxPYX2mkg5bG5T7dx6elR6LplpcX37x3zsjkRmOAA3qBS5Wh3sjE0nRtQ1i5EdlA0n95zwqfVu1eg6bo0Hhm3lLXT3FxKoEiBisXHIBH8WD68e1a13q0NtAYLVEijUcLGoAH5VyF7qLzOxL8Dkk1g22dCgo6s2Tq00kpMzBuMKB2rOUC+1GGOdnELSAMw/hXvVDTNTdpmEGmzXbE4DICT+WK6uz0m5vbf7Q9nJauCR5Mo2t9cVai9iHU10MO/khh1iZkmItl/dorZyQOAPfgCvT/AABdpH4VtogVEmXkKAcKCxxXnOo6NqsV3iO0kdfvAYzgEdfY12/hGJrSwhguYWW4VeH5x9Kck+wTtyqzKXjG8ay0rVdJlVvLurgXlm/YgsDIn1DZP0avJpNzTH0617n4pshfaDdK8W5okMiEjlSBz+ma8QkH70KvJzXZh5Xg0c0lqe3+DoBH4N00EfejL/mSap+KbG1Gn+aYI9+8DdjmtjTMWul2tupBWKJV/IVU8Qx/a9JniQjeUJXPr2rlveRaPIV0m68UXC20LiKKyZknkdvug4xgdTwP0rqbaLT9BsfsdiM/89JW+859/b2rD0G+KHUBjazMoZuhwM8H6dKivL3ezKrfL3NRPexvTso8xdlvBLJshXOTkt3NQSK8l7A32Z3+cAsxGBz6VlWviFbZ2RLTzCTjcWwTXRafc3mosinRrpImYAzbDtX3zihLuS566GdolrHLrNvCqOztNscZzjLdB+tfRqPb28KQxfLHGoRFHYDgVxtg+mWTLLBpkUcwXBlVRuP41sw3qXMZZD06g9RQ7rUU5cw3xGJpbBLmx/eXdlMtzFH/AM9NuQyfipYfXFeIeNr6LU9fur61JaGYqyEjBxtHX3r255sfWvIfH9nHaa2zRoI0nQSgDpkk5/XNdGGl71jKSK3w4h8zxfbkj7kTufyx/WvX7m2hmQrJGrg9mGa8x+GCf8TK9uScFIgi/ief5V6cZgQcmlWl74R2PKPE8sOl6oXijCKZTGdnGM8D+VTR3cWmWwtLWMRwpxk9WPqfWoviCvkaikhQNFOBlT0J7g+/Q1zl7qahw8zHaD8qis5XNYPcv3OoXU9yQpOzuags2muZmJBAHGPWoItfgRSDbEKRw27NO028c3BeC3numJ4SJCcfpUtNLQuMl1L+g+H59Y8T21k8REcsmZGI4CDk/px+NfSUaRwQJFEAERQqgdgK858BWLiObUbizktpifLWOVcMB647V3cUhzjNJOxi9SeQ8da8z8Xztp1hqmkTBvKupheWb44ILZkT6hsn6NXo8jcZrmPGFpHfeH7oNGGeJDJGe6kDk/lmtKcrSVxNHz7MCZ2HavcvB0ATwbpoI+9GW/Mk14ncczAL1Jr3jTSLXS7S3UgrFEq/kK6MTLYmJkeKrG1Gn+b5Ee/eBu28+teIeJLz7QIIeQbdnQgn6V734hj+16TPEhG8oSuex7V8/ay4muF3KFYMVLHr24P0rn1auV5GZFFLNxGjMenFbkltrGoOJ7t5J5cAb5ZNxAHQc9BTrTULO1UJDAZCO+cZq9F4mUMFWxB9t/8A9apaGZT6TeryYS30INe6/Bzw4dN0GXVriLbcXjYTI5EY6fmcn8q4PREu9dvILb+xrlI5XCtNsO1R3JJFe9WsYs7OK2hwscSBVAHpSSAsyGue8Tw3UmnJc2CeZeWUq3UUf/PTbkMn/AlLD64rXklb+9VOWZs/equoHz748v4dU1u4vrUs0E5DpuGDjaByPXjH4Uvwxh83xrbkjOyKR/0x/WtT4jWENrrrMkQRJU8wAdMknP65pfhhEsep3t0MApEEX8Tz/Ku2c17NW7GaWp6rdWsMy4ljVwezDNeP+K5ItK1ZnhjEa+aYyE4wD0/lXrX2ksDuNeU/EBPK1FJWQNFOBlT0JHUH9DXGndF7GVdXxkLBTgdzWFfXZcbEJ2d/emz3RuMpCpEXcnq1V5hlFqIx6mkp3Pa/ht4ndtAsNH0jSDJLaJ5l1M8m1CzPyx45+me1dpNpsdlLFKgDxFsuPQ9TXjvgPV7vS9NkNnN5e6UeYNoIbA4zn6n869Cs/HEoBS8tEkVsAtEdp/I8VpHTUg3dcs0DJdIoyRtY+3asxEG3jirMviLTr5ZIRc+U2eFl4A/HpVdGPYbh6qcg047WAknEmoWpgcBmAOQTgOOledS+CvI1PzRM21H3eW45H416hZRFXMjDaMYGai1KxEy+bGMuv6impW0QmYenPNagI7AxnqPT3FT6yN1oFR/9YMK3v1FNZcDBGK5tFutX8Q3Gky6tc2kYMjW4jTcd6LvUD06Zyf61LilqBzviCGO1nV4doknyZduRkjoT2zz1rlJ7syPsjb92vOf7xp+paxe39rAk07ucYIb+HpkD61SiVl+8OtKVnK6KvpY3PBWtWmheLbfVL22a5SBHZEU/xlSFPQ9M17c+oXuqx273th9jRP3kStJuZtyjk+nHbtXz1pZC6vblsYEi9enUV7FH4ovyhjuXS4XPWRcN+YojuI6GWDzB1OR0YVYsY1hmVskhjgg1gQ69C0ZeRWjAIBIOf/r1p22owzAGKdHIPQHn8q0dmB0kltGDnBP41wXi7wudTUOzFGQnbKOeD2Irtra+WdNrAhwOfekmVJVKHBBGCKiL5XoJnm2h6LLpCFY5QWLbi/TmuxtZjPERIQJAOQO/vVW4tGtpiMZXPBrH164ubLTTPayvFKJFG5Tzg05JPUCnrlpFemUXJVoT1DA/Kw4yMdD7+teQTztc3JbkIDhQewr0zxCRYaVFqtjrmoSCe6NuTcRKqzMEBeSIDnaCAp3eoPqB5jDGxJIGRnk0pNNIETOxWJVzx1r2LwB4zW28O6fpGmaSXntk8y4leTahZnJLHjn6Z7V45MPkWu18GX0tnprmBwpMg3cA544zSS1A9x0KzK2+BIDklj9Tya2fJEY4Oa860jxw9mVW4tVlXpmNtp/I8V1EfjDSrliguPJkBwVlGB+fShxGbEg4rH1e0N1blAAw5yhOAwx0q8t6sq7lKup/iQ5FRySo3f8AOktAPILjwSYNT80TNsVt3lsOR+PpXVadJNa4R2BjPUen0rf1KzE48xBlx+orGZccEYrST59xDtZG60Co+PMGFb36j+VeP+O7SCC5tZYwoll3mTaCMnjk+/PWu9gc6n4nfSL/AFS8tLZpsRPFLHGIiMHJL8YHp1JwO9eceLpLptUayuXuc2k0sKx3IAdMHHO3jPAzjIpaKLQdTEgGDn0rf8GazaaH4qt9TvbdrhIFdlQH+MqQp6HpmsONCOtTaYQuqW5bGBIvX6isxn0/oVxdakkd1f2S2m354EaTcxDKOT6H27VvNivKrHxlqduf3rpcDP8Ay0Xn8xXTWfjuzlh/0mCSDBALKQw/xqrAdLJ3qpKOTVeDW7S85t7mKTPbdg/l1qRp1PUEUgOE8XeGDqqB2dkZCdso5yD2IrG0TQ5tIUqku5i24v05r0qYJKpU4IPBrn7i1a3kIIyvY1rzXVmKxJbSmaMiQgSAcgfzrldZs4b0yrclWhPBDA/Kw4yMdD7+tXNdnns9OM9tK8UgkUbl9DWD4l0/XPDen6ZqF1e3ayaiZDLGY+LcgJtycfeZTkjtj1BpRtFgzz5PlgGO9KFDpGD3bHH1ooqegzo/DLFY7qMfdVkI/UV0Ssc0UULYQKxy3J61NDdT27BoZnjP+y2KKKYG1pviXUXuUgldJVJxl15/MV1+44BBxmiipkBG+1jlkUn1IrzfVr+bS/F93e22zzYpm27hkcrtPH0JoooQHCarGsd1CqjjBbHvVPcTMM+tFFUgCMBCsy/eV+Pwwa9BLEEn1OaKKSAHY7Rz3FNLt1zzRRVCL1preoWJ3Q3DYH8L/MP1rtNF1GbUrUyTqgb/AGARRRUyGaDMduDgj0PNc94wCjw5IQij99H0HvRRSQHE+IdfOt2cUcum2Fu1ugWKS3V1KKoOFALEAc88c1waHbBx3oopoAxvRM92Ire8NMRDdRj7qshH6iiijqB0KseKliZvm5zk0UVQFqG7uLZg0Ezxn1RiK2tO8S6i9ysErpKpOMuvP5jFFFSwOt3HAIOKjfazZZFJ9SKKKlAed6tqx0zxBqaGxsbyKWcMUu4d4DKOCCCCOvTOD3BrhfEt1Nfauby5cyT3DNNIx7sevHb6UUUwMgEmRfc06JdhWUfeD8fhRRQxnfhjuPvzTi7YAzxmiiqYh4kYHOelXoNd1KzA8u6cqP4X+YfrRRQB1mjajNqNqZJggb/ZBFX2YlSDyPQ80UVPUZz/AIuAHh59qhf3ydPrXDaprWo6hpMVhdXc0sNs7zR75GY7mx1JPOMcemT60UUxH//Z", "info": {"video_id": "166105", "label": "taking cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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hXsGr6cumWWqusgERtTHbwou1YIo4zwPcknn6elfLF/rcs1tBakFmiyGkcklh2GT2H9aNwaOt0Ge3Guw3MrBobTdcOAeu0fKPxOK7X/hZln8zXNjOjbeiShlz+OMV5HoilIpZ/mQSfKADwcGrl5LmMDkn/P8A9egRf8Zix1vUTqGlXMQEqh5opGKMH6ccYNcna2eSJJiArZAHoferSLvuMZ7inJFvkgQHOXJI9qtDtpcZpw+0XatLzHGsjfkCa9c+BLk+I9WJOSbFCfxkzXkMMoitxEv+skVgf+BHH8q9a+BTr/b+sv2FnHg/8DNQwR7nqlz9n0W9mz9y2lb8kJr598DXV34b8B6pcOoT+1XRIyepQAgn6HJ/KvYPEmv2H9nT2RlSUTRtG+1sqFIweR1NeT+L9Qhmt7S3tV2wQ9ABgdMAfgBWTk3ojaEdbs5W8ha2DxyEbWIIYdxjg1bsvDWqa9pZuNP09ryPdsaRSoww6jBI7EVE6NJexWrqWhgjznP3l5YZP0Ir1n4WRLH4HiK/8tJ3P8qqEeVu5depeNjzHTvCGqabfA3ekOjsD5aybQr+ozn/ACKtv4O1UwExm3eT/nmsnP05GP1rt/FWo31uiawIIJNOguHhCDPmAZ2F89OSCB6cetY0Xi/RPvte+Ueu142B/QGtnCVk0jkujza9glgnkgmjaOWNsOjjBB96YFYCEf7J/Wu28QTxa+51OPRJ5rV1CJcR8O+0YyR1HP14rkriG1YOIpLkMkZcxyLggAgYz9D6UcrQyPxLGLSw0qOJgS28kj1wtZZRYdOhXuYXkf65IFa3iGytrJdNaI/u8yMVY5PAXFZNvBcarIILSJpZGjEaKB6dT7DJ61NwWp9faJKsXh/TmdgqrZxZJ6AbBXnnxG1B9Q0ua6VS0UDBY1A5KnIJ/M5qDUPFyy2NrpkTeWsMKIwBzuKqBk/lXLX3iV7cG3MjHzzhT1xWTu9UdEElucTLaCWO0kzl5AxwBgY3AD+dfQVj9o1HwAFjUNLJp7QQr0z8pUfnXiF5LHc3lrKCyybwFA6HkbjX0Holu9roFhBKyO8cCgshyp47VcVaxNV3ueB3ngDxC0rSf2DOo9AUbH61fi8MXs9rbpFBDAiKcyO+Cx9MDnj6dc17NrE08ccMNoI/tFxJ5aNJ91eCxY+uADxXmbeIYtKuZtN1dBbzwORvjUsjDOcnuDzn8a0UZSXumF7HJaxoOoaVH51xEGgJ2iWNty59D6fjWFEpMxOegJ/SvTZfE2m3trNpliBqNxdKUWEKQvrkkj24964y/tLaCVvPsbywODk43Kf5j09KFF21Q7kGgW6SXavIQBGCQCep6/4Vy+njz7wNLzHGsjfkCa6vSNOtbi7Jd3yEjkRmOAAc9QM1Q8K6KdTnCPlYFDea+PU9PypNgtXZE0VjKmkfbJYyAwUgnjJPNWfD+oNb6lG0a7SAct+BrstftbWfTI7a3ZUVAOCPT2ri4FEV2ynOVGMgVl3Z1ptJI9R+BkXkReIpDjm4hXj2Vj/WtXwYl5Zar4jtGidInvRtkYY3cNnHrxj865/4UarZafpWrxTXdulzLeArFJIFYqEAzyenWvTLRUYNMgO0jC5Ofrimnd2OeWh5v8TfDOq63qkElhprXUS26puVl+UhmJGCR6iuG07wfqmnX2bvSGRyD5aS7Qr+ozn/ACK+hXHFef8Aie+volTVxDBJp8E7xbOfMAyULZ6ckED8PWtYpt2RmcK3g7VTCTH9neTH+rWTn6cjH61yl7BLbzvBNG0csbYdHGCD716TF4v0TO9r3yj12vGwP6A1k+IJ4tfkOpx6JPLauoRLiPh32jGSOo/XihQkt0F0cTtYCH12n9ab4shW1sNKSNgSRISVPfC1buYLVg4ikuQyRFzHIuCoBAxn6H0qv4qs7axi00xHKMZGKscnouKHoM59kWOzhA6tEzt9ckCvs3w++PD+ljP/AC5w/wDota+LHl3p6AIEA+n/AOuvsKz1fTtI8PadJf3tvaR/ZYsNPIEz8g6Z61EmVE8p+PUn2rxf4YtOvyE4/wB6UD+ldz8Wre4m0fTZLSF5pYL5cIgzn0/UCvKviVr+maz8UdCntL+C4s4BAskyN8inzSWyfYYr24apZazKws7iK4Un5HhlDdepOO1TfYA1hbnUtD1HYoaee2kjiXOOSpH8zXzve/DvxKZmkHh+dVPOFKNgf99V9MlVVQoHCjArH1meeOOGG18sXFxJ5aNIMqvBYkjvgA8VokSzxCHwlfXFpbRw28FuiKcySPgsfTA54+nXNZWueHNT0eHz7mDdbEhRNE25c+h9PxrtJPEUOjzyabrKi3ngdgZIlJRuc59Qec/jT5vFul39lNpNgo1O5u12LCFIXjnJJHtx71TpST1Qk0eTRKfOJHYE/pWv4btkmvVeUqPLHAY9TnP+FWNQsbWCZxPYX2mkg5bG5T7dx6elR6LplpcX37x3zsjkRmOAA3qBS5Wh3sjE0nRtQ1i5EdlA0n95zwqfVu1eg6bo0Hhm3lLXT3FxKoEiBisXHIBH8WD68e1a13q0NtAYLVEijUcLGoAH5VyF7qLzOxL8Dkk1g22dCgo6s2Tq00kpMzBuMKB2rOUC+1GGOdnELSAMw/hXvVDTNTdpmEGmzXbE4DICT+WK6uz0m5vbf7Q9nJauCR5Mo2t9cVai9iHU10MO/khh1iZkmItl/dorZyQOAPfgCvT/AABdpH4VtogVEmXkKAcKCxxXnOo6NqsV3iO0kdfvAYzgEdfY12/hGJrSwhguYWW4VeH5x9Kck+wTtyqzKXjG8ay0rVdJlVvLurgXlm/YgsDIn1DZP0avJpNzTH0617n4pshfaDdK8W5okMiEjlSBz+ma8QkH70KvJzXZh5Xg0c0lqe3+DoBH4N00EfejL/mSap+KbG1Gn+aYI9+8DdjmtjTMWul2tupBWKJV/IVU8Qx/a9JniQjeUJXPr2rlveRaPIV0m68UXC20LiKKyZknkdvug4xgdTwP0rqbaLT9BsfsdiM/89JW+859/b2rD0G+KHUBjazMoZuhwM8H6dKivL3ezKrfL3NRPexvTso8xdlvBLJshXOTkt3NQSK8l7A32Z3+cAsxGBz6VlWviFbZ2RLTzCTjcWwTXRafc3mosinRrpImYAzbDtX3zihLuS566GdolrHLrNvCqOztNscZzjLdB+tfRqPb28KQxfLHGoRFHYDgVxtg+mWTLLBpkUcwXBlVRuP41sw3qXMZZD06g9RQ7rUU5cw3xGJpbBLmx/eXdlMtzFH/AM9NuQyfipYfXFeIeNr6LU9fur61JaGYqyEjBxtHX3r255sfWvIfH9nHaa2zRoI0nQSgDpkk5/XNdGGl71jKSK3w4h8zxfbkj7kTufyx/WvX7m2hmQrJGrg9mGa8x+GCf8TK9uScFIgi/ief5V6cZgQcmlWl74R2PKPE8sOl6oXijCKZTGdnGM8D+VTR3cWmWwtLWMRwpxk9WPqfWoviCvkaikhQNFOBlT0J7g+/Q1zl7qahw8zHaD8qis5XNYPcv3OoXU9yQpOzuags2muZmJBAHGPWoItfgRSDbEKRw27NO028c3BeC3numJ4SJCcfpUtNLQuMl1L+g+H59Y8T21k8REcsmZGI4CDk/px+NfSUaRwQJFEAERQqgdgK858BWLiObUbizktpifLWOVcMB647V3cUhzjNJOxi9SeQ8da8z8Xztp1hqmkTBvKupheWb44ILZkT6hsn6NXo8jcZrmPGFpHfeH7oNGGeJDJGe6kDk/lmtKcrSVxNHz7MCZ2HavcvB0ATwbpoI+9GW/Mk14ncczAL1Jr3jTSLXS7S3UgrFEq/kK6MTLYmJkeKrG1Gn+b5Ee/eBu28+teIeJLz7QIIeQbdnQgn6V734hj+16TPEhG8oSuex7V8/ay4muF3KFYMVLHr24P0rn1auV5GZFFLNxGjMenFbkltrGoOJ7t5J5cAb5ZNxAHQc9BTrTULO1UJDAZCO+cZq9F4mUMFWxB9t/8A9apaGZT6TeryYS30INe6/Bzw4dN0GXVriLbcXjYTI5EY6fmcn8q4PREu9dvILb+xrlI5XCtNsO1R3JJFe9WsYs7OK2hwscSBVAHpSSAsyGue8Tw3UmnJc2CeZeWUq3UUf/PTbkMn/AlLD64rXklb+9VOWZs/equoHz748v4dU1u4vrUs0E5DpuGDjaByPXjH4Uvwxh83xrbkjOyKR/0x/WtT4jWENrrrMkQRJU8wAdMknP65pfhhEsep3t0MApEEX8Tz/Ku2c17NW7GaWp6rdWsMy4ljVwezDNeP+K5ItK1ZnhjEa+aYyE4wD0/lXrX2ksDuNeU/EBPK1FJWQNFOBlT0JHUH9DXGndF7GVdXxkLBTgdzWFfXZcbEJ2d/emz3RuMpCpEXcnq1V5hlFqIx6mkp3Pa/ht4ndtAsNH0jSDJLaJ5l1M8m1CzPyx45+me1dpNpsdlLFKgDxFsuPQ9TXjvgPV7vS9NkNnN5e6UeYNoIbA4zn6n869Cs/HEoBS8tEkVsAtEdp/I8VpHTUg3dcs0DJdIoyRtY+3asxEG3jirMviLTr5ZIRc+U2eFl4A/HpVdGPYbh6qcg047WAknEmoWpgcBmAOQTgOOledS+CvI1PzRM21H3eW45H416hZRFXMjDaMYGai1KxEy+bGMuv6impW0QmYenPNagI7AxnqPT3FT6yN1oFR/9YMK3v1FNZcDBGK5tFutX8Q3Gky6tc2kYMjW4jTcd6LvUD06Zyf61LilqBzviCGO1nV4doknyZduRkjoT2zz1rlJ7syPsjb92vOf7xp+paxe39rAk07ucYIb+HpkD61SiVl+8OtKVnK6KvpY3PBWtWmheLbfVL22a5SBHZEU/xlSFPQ9M17c+oXuqx273th9jRP3kStJuZtyjk+nHbtXz1pZC6vblsYEi9enUV7FH4ovyhjuXS4XPWRcN+YojuI6GWDzB1OR0YVYsY1hmVskhjgg1gQ69C0ZeRWjAIBIOf/r1p22owzAGKdHIPQHn8q0dmB0kltGDnBP41wXi7wudTUOzFGQnbKOeD2Irtra+WdNrAhwOfekmVJVKHBBGCKiL5XoJnm2h6LLpCFY5QWLbi/TmuxtZjPERIQJAOQO/vVW4tGtpiMZXPBrH164ubLTTPayvFKJFG5Tzg05JPUCnrlpFemUXJVoT1DA/Kw4yMdD7+teQTztc3JbkIDhQewr0zxCRYaVFqtjrmoSCe6NuTcRKqzMEBeSIDnaCAp3eoPqB5jDGxJIGRnk0pNNIETOxWJVzx1r2LwB4zW28O6fpGmaSXntk8y4leTahZnJLHjn6Z7V45MPkWu18GX0tnprmBwpMg3cA544zSS1A9x0KzK2+BIDklj9Tya2fJEY4Oa860jxw9mVW4tVlXpmNtp/I8V1EfjDSrliguPJkBwVlGB+fShxGbEg4rH1e0N1blAAw5yhOAwx0q8t6sq7lKup/iQ5FRySo3f8AOktAPILjwSYNT80TNsVt3lsOR+PpXVadJNa4R2BjPUen0rf1KzE48xBlx+orGZccEYrST59xDtZG60Co+PMGFb36j+VeP+O7SCC5tZYwoll3mTaCMnjk+/PWu9gc6n4nfSL/AFS8tLZpsRPFLHGIiMHJL8YHp1JwO9eceLpLptUayuXuc2k0sKx3IAdMHHO3jPAzjIpaKLQdTEgGDn0rf8GazaaH4qt9TvbdrhIFdlQH+MqQp6HpmsONCOtTaYQuqW5bGBIvX6isxn0/oVxdakkd1f2S2m354EaTcxDKOT6H27VvNivKrHxlqduf3rpcDP8Ay0Xn8xXTWfjuzlh/0mCSDBALKQw/xqrAdLJ3qpKOTVeDW7S85t7mKTPbdg/l1qRp1PUEUgOE8XeGDqqB2dkZCdso5yD2IrG0TQ5tIUqku5i24v05r0qYJKpU4IPBrn7i1a3kIIyvY1rzXVmKxJbSmaMiQgSAcgfzrldZs4b0yrclWhPBDA/Kw4yMdD7+tXNdnns9OM9tK8UgkUbl9DWD4l0/XPDen6ZqF1e3ayaiZDLGY+LcgJtycfeZTkjtj1BpRtFgzz5PlgGO9KFDpGD3bHH1ooqegzo/DLFY7qMfdVkI/UV0Ssc0UULYQKxy3J61NDdT27BoZnjP+y2KKKYG1pviXUXuUgldJVJxl15/MV1+44BBxmiipkBG+1jlkUn1IrzfVr+bS/F93e22zzYpm27hkcrtPH0JoooQHCarGsd1CqjjBbHvVPcTMM+tFFUgCMBCsy/eV+Pwwa9BLEEn1OaKKSAHY7Rz3FNLt1zzRRVCL1preoWJ3Q3DYH8L/MP1rtNF1GbUrUyTqgb/AGARRRUyGaDMduDgj0PNc94wCjw5IQij99H0HvRRSQHE+IdfOt2cUcum2Fu1ugWKS3V1KKoOFALEAc88c1waHbBx3oopoAxvRM92Ire8NMRDdRj7qshH6iiijqB0KseKliZvm5zk0UVQFqG7uLZg0Ezxn1RiK2tO8S6i9ysErpKpOMuvP5jFFFSwOt3HAIOKjfazZZFJ9SKKKlAed6tqx0zxBqaGxsbyKWcMUu4d4DKOCCCCOvTOD3BrhfEt1Nfauby5cyT3DNNIx7sevHb6UUUwMgEmRfc06JdhWUfeD8fhRRQxnfhjuPvzTi7YAzxmiiqYh4kYHOelXoNd1KzA8u6cqP4X+YfrRRQB1mjajNqNqZJggb/ZBFX2YlSDyPQ80UVPUZz/AIuAHh59qhf3ydPrXDaprWo6hpMVhdXc0sNs7zR75GY7mx1JPOMcemT60UUxH//Z", "info": {"video_id": "166105", "label": "taking cup", "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": "18082ceff200e2fb9ab64746750e025ecaa33d8de98c3a87ec4f2f292cd21dd4"} +{"episode": 17061, "episode_seed": 3189213846, "split": "train", "timestamp": "2025-10-13T03:01:21.065953", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3189213846, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'attaching kids block to kids block'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "13723", "label": "attaching kids block to kids block", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13723", "label": "attaching kids block to kids block", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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qHejjpu9x7121wuOV4Brmtfh8yAZwW/SvTex3rQ8uG6TT1ldscbXycDINXdPuYr21FpG8hhgfzAy5G5+OAPTgVej0GZ5ppYl82Jn3FAOQe4Fdl4E8LJp9xJd3sSeY7B44SchD13H1NctPD2k2znp4enTn7S93e9joVeS10DTbe9j2TRIwZevJOcfh3rl7/wDfG6MK8qcjA6EV2vidg/2R+53An16VzVpHG9tekKPMAbDDuDXU1Y0vdnH+IdON7vYRubhUEy+wPVa8+n3pMxGSPavbYgsux2AOUxXAeJ/DVzb6q0tlAZLab5xtI+Vu4xUTXVG9KVtGc7Y6tJbMu1zge9dtpniKOWC5lKlppUSOTn+EMPm+oFcLJbRykowMUy8cj+dRQS3OnzBjkYP3uoNc8opp2Oma5oOEtmdpfa/Gd0cTr0OTmsCK/a+1GNZgVhIJ3NxuA9/erOkW/wDadyClugC8sQvArptO8IadqUQt55pleIFV24GfrU4ah7J80dzy6WBpUZc0nc5K7vGmuNkIGwHaoU8GvbND0OPw5p0CWzsXA3vIwxvY9fw7Vgab4D0mwmgnKzyyQHdiR8Bm7EjGK7WxunLbHTMPQh/X/GuynDlOqpUczStbpbpQ8ZCy/wASk8N/9euV1DyjayF2GQCwHSupNpBLF5kX7tuSPeuGuy0trKzEEsvJFWzC9jD1Gz/tO0a2PzMyExE9nHI/Pp+Ncpp9wIHxINr55U9iK9LjhitY7Nl+ZXLYLckcdK868YWP9nXsN5Cu2KfcD7OD/UGsakbo6KEuWVmeleE76DJY7Q8gCgk9DU/iXwTpWu3JvmuJbKdVJmnjwfMA9VPfHevN/DmveQwD8g9Qa7LXvGK2Hh6VIx5kk8TRqT2BBBOfb0rOM1blkb1KbT54dSmkiPGrxEmNgChPGR2/So5ZkgtJX2/dOT+NZekXyr4es5ZTjEePy6VAZp9Tm2QglZPlWNedxryORuTij5SpSftJQXRkdlKdR1KGPb/Ew/D1qLxDq82l3UloGAieEFZEzuJ6EZ7V13h7wtLo0Ju7tka8K7QF5C56/jWP4tsba8VRJGElP3X7j8K+ixsadeUZNXaSR7uX1KuGoulfRu9jhJdPm8hbgXh8tiAq7D3xxnp0P6V2/wAOrSTTbTUJZg3lSOoiyPvAZ5H51yi38ttpbWp5IYIYXTKtiu08JGeTSzLMSI9wRBjgHuB+YrmjfmR11ZLkdmXb0i4uboRryBxgentXL+KLJ0uhqCq294g0w9O2a7eyjjc3p2jzFDEMP5VAY4ryERzAFJYTGwI7HitWrqxzRbT5kcDourFJ13NyD+deu6JqwurYBXBlxgN3x6fWvBLqGfStRmt5VKvE5X6+h+hro9C8RSWxGHI9ea57uDud1lUjZnceK9Wb/hJLTSyW2fZmlIbuxPB/IViXd0kEZZjz2A9azJoJZNXfV0vRcyOjLtkPIz6fSqE4uTdb5ZonXuFPSuOvTdSpdHkY3A1J1E4LSw+7e41LUYljiZpJRkKoz7VJ4m0u+0WO3laAtGUCu/YN9a73SrC202zXyfmkcAtI3U5/kKbqP7+3e2mRXikGGRuc16dNONBUem48NQVB83U8rNnb3EImSyLK2W8xQeDXTeHNJWEyajtUB8Kinrmq80Go6TbvHaCVo2bbGFTd+B9667wZ4Uu7u2F1qUkkJVgyQnjd9ay5ZN2PSdSKV7mVLo089pq0r8gQFk/2mHP9DXL6fdAsu08jrXqse7cRjCKu0g/xV5Vqdj/ZmpSy24xCGyUH8PP8quor6meHmo6Mt6tqDqiIUKMw/dlhwT6VY0GCS30eGOXG/LE4PHLE1SuruO+0pkwGY4I9QajttW+xabFHNxKoIOfqa83FJyhZdznzeLdFJd/8zpgbRg6Tj52i2oc4wfWul0CH7Lo0SRN5mTubb2J7V5hb6ql7dhCWLkELt5/SvS/CdvJBoyrM7B2bcynjHoKnAUZwq69jx8BSnCte2ljXklaWBo2JVsYz6VmXcDMg3c5FbLRI6k9PpVaWA7cdQK9k9tmHaxfY7jzIwVJ5I9a6bTtSgeRRLEFbswqgkcaoWmAOATUtrCtyqtHGUI55PNUtDJ7k/iyWPy7MRyZZ92wD14rF0K3lSwvJJRhWJC57j1rTvrEXUluzMVEBLEYzu6f4U4y/u5MLiPBwPXipbGlrc5m0Z5GZV6L8oOferMsAvbdo3BJVuDUNtKLe5xt6tnFTwalbPcyxDKtuyobjP0qS2chrXhsTqWVtsyDAdv4vQH/GsWw8OX90D9pT7OgODv6t9BXpcyNKwGBxVOSFchsjCnketZtJs1jOUVZGPpmmxaaqrCDgnLk9TWzGklpepNCCUk6kdiKn+zIQW24zVyzR4HG9Mxk8g1a0M29TTs9USVdsygN6kZBratUhcs0Uu0NyVPrWA9nG0gZPlBOCPQ1bjsJowvz8dua0RDOjCSRpzxx1HOa841ScpbN5RB4529gDXY2l9cW2Ymy46Y61ztnpbQzSyXarsb7qk5yR0zQ2S1cZfboNEspXUqykMQfesTUdOj1zSzazsyDdvWQLna39a6LXyJ9LUYIOeAfpWVBNCLGXewXYoOT2qWaLQ841jQb7w3NE7sstvJ/q5k6H2I7Grdl4ihEPkXKrLE3DK4zXpEsVlqmlm2uEE8Eig4/qD2PvXlOv+Fr/AEnUlit4nuLeU/uZFQkn/ZOO9YzprodNKs9maFxfaXNvAWRlY/KgYgD6Cux8A2wSe7xEBGI1Ac8lT/dBrldJ+HmrXDhrySOxQjPzHc/4Af416XY6dHpVrFDaEiNBjnv7/U0U6STuRUdN7JXL5kRlYfxDg/Wuc1WwFxIVPAI4b0NdAoSTeTwT1qjPA2eOfatzBlSw0qMxJ51vHIncEbhn1xV7XGjgtbWCNBGDuEaquBnj0qOCea1k3J0HVexFWtRhj1UWsmfL8klioH3s4x/KmyDI0C2mWG9llGEbIX37k1mWrtJM6r0UlQc+9dV5pw+F2x44GOc4rlYpPs94w2/efNQzRInutNtdYtHgu4Vdl+65A3D6HtXmmu6DeaDcknJtmOI5R0+h9DXp9vqNu19LFgq2cjdwG+lWbqCO+t5La5iWSGQYKEdqlq5UJtPQ8TjvpjkLIa6vwjpst9dmS5RltAQXdhgv/sj29TXTaZ4T0fTGaUQ+eytkGf5sD0A6V0Yhjk5WPaMcelKMNTWVV2sh07rGyBB8rcDHaqUzbnI4PbBq2I2XhlyoP5VHPCpIbp61oYMnsLWNiXik8vcBuVuefauks1liQbhgjv1zXLR2cyKpU5BPBFamnX1xaP5b5YA8KasgqHPnSY6FAf51w+r2TNdSSSRnawrvYyGBYDg8Z9qwtQi3XLBunQCsyrnm13BLpcizRoz20ncDO0+hqncvb3yoC+BnJ5ru4EeI3MIXbwSvoKyJdHs72+3yqJAygnbwc9O34Vm6d9TZYiy5ZK5m+F7aOPXbZrU5lWQYK9QO/wCleuorKN7bUDf3R1rJ0pbO0tkhtbRIkh+UhFAye+T3q2Lh7m9bkCNBtC1cI2M51VLZWNmJldRtdT7CnSJ8pwOR+tc5cySwTExc9SBnHbtV+LWJLiGJGgaJiMH3xWhnzjr+VbeIHbuckYAq3p90XdPOUKw4z60trYrfo/mNtK8ggZxkiuVWK5uPGl5pjaxd28SNJ5flxg5ZU3Bf9np19veqvYhq7O2v/L+UxnPUkCst3/cyn0JrC8K6teail39suZJlQIV39s5z/Suii2+X068ms29TVbHNmEm7JYlSTkAiori1lilBXbjtleta9zFvLFhyOQB1qGaVvsf7tQX7FhnFIJbD7S3eOALLhm6+1I1qvJYnHt1FU7T7UjiZ5c4zuDd60Y7hJmMjHCLyBRYFLQWNMhV2sB64rXt4cxlTyPuncOKxUmeZGm5U5JX6VdsNbi3fZ7pkXccZbjHFNITkaJjSJwACCP19KguTvuIo7iXy1HKgHrn1qWS9iQ/ujuYDG5qwPGFvJbabLqMFzMJ98aDC9MgHAOe/+NWiZdjq44/OtiIwAV7iqM/3GJOcDiuQvL68stFivtN1/UnU3Bt/9IjWNZiFyzxjrtB4O71H0HXSEMmM8Hj86ljRm6w260OMcjisGC2eSCVSAQ3UA11F2kfkZIzgYFZMaCC4VgdquelIozdMlkt5xAsB2k44aupntTGAo5z0GeDWFqE4tLnfBHmQ4y/YZ9q2NLvpJ7NlvU+dfukd/aixKdgXesiO2Bt+8CeQParyMGIIAx7mq0jxRRtcS7emFWo/t3kkM6go1MdzQZAeQMYqvJHtJbqas288dzFujIGOGB7cUKInEiFiG2/KwGecgf1poGzJs2eWWVsgxFsdMkVfaERHAJKnkVx1iznxlcaZc6xe21u03lrJG8cax45JbfwABkYHU8Vp6LeXz6hqlnez3Li1l8tFucb0ALDnHGeBnHFJsmKZqO3yS+3+Fc1LCTfbm3Lk5ANdTFgrnHXmsm6j3u+4cg5AHWpNEZN3bTRSCSMgAng7etb+nwOdPBlKmTOcDpjtVJ5SbE7FBftuGcVV09ryO4EzS9Cchjw34U7EvRmlLDjdlvl7+oqa3YhFQA4xjcRUbXMVzKWLYjHIA/rUMdy1wWdcqAfl+lFh8xrgZXHX1zUMkQ3jI6frVS11dfOWKcqN2B83rir0k0aEbTuIHBpoV7laUMzxxSTeUmcg+taUEAkhO0fOvfOa53xfatBpbahBdTLIGjQAKOMjOAc/5waz9Sh8SeHdG067l1K8WW7L74mXAhA2lQxx94hs4/8Ar02yEne50lyxgsNycFVyKyLx289WzztP8s0UVJoVogDdEnkkHNVri2iiuIZUQB+maKKSFLdF/QyW0xyTkuGYn3qTTWO5h6gmiiqRmXGUPp6SMMsJQAfrTYR+7U9wQB+tFFWJm7pZ+V/oK8+1e9l03xne3tuE86OZtu4ZHK7Tx9CaKKT2KiS+Dhh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", "info": {"video_id": "13723", "label": "attaching kids block to kids block", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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T9a4vxlp1vc24IzFKh3o46bvce9dtcLjleAa5rX4fMgGcFv0r03sd60PLhuk09ZXbHG18nAyDV3T7mK9tRaRvIYYH8wMuRufjgD04FXo9BmeaaWJfNiZ9xQDkHuBXZeBPCyafcSXd7EnmOweOEnIQ9dx9TXLTw9pNs56eHp05+0vd3vY6FXktdA023vY9k0SMGXryTnH4d65e/wD3xujCvKnIwOhFdr4nYP8AZH7ncCfXpXNWkcb216Qo8wBsMO4NdTVjS92cf4h043u9hG5uFQTL7A9Vrz6fekzEZI9q9tiCy7HYA5TFcB4n8NXNvqrS2UBktpvnG0j5W7jFRNdUb0pW0Zztjq0lsy7XOB7122meIo5YLmUqWmlRI5Of4Qw+b6gVwsltHKSjAxTLxyP51FBLc6fMGORg/e6g1zyimnY6Zrmg4S2Z2l9r8Z3RxOvQ5OawIr9r7UY1mBWEgnc3G4D396s6Rb/2ncgpboAvLELwK6bTvCGnalELeeaZXiBVduBn61OGoeyfNHc8ulgaVGXNJ3OSu7xprjZCBsB2qFPBr2zQ9Dj8OadAls7FwN7yMMb2PX8O1YGm+A9JsJoJys8skB3YkfAZuxIxiu1sbpy2x0zD0If1/wAa7KcOU6qlRzNG1ululDxkLLj5lJ4b/wCvXD6tcxfZHTGSGC5/Gu4NpBNFvi/dtzj3rz+72hFBAIEg+U9D7VUjC9mZV1Z/a7S6gkQ+TJCHJUdCOlcG00unXIhk4IA/EdjXrN0EiuIkQYjaDgVxHjrTS1naajCmTGPKlIHb+En9RWc43RvRk4yNzwrrgQqpcYPUE9R6V3N/qRttIu71SdkMDugUcDAOM/jXz/p+pNbSAZIArr5dTfWtJNi980Kt2HRvrWMZuOjOqVNVNUXbK8N5p8Fy7ZeRNzE+vf8AWqF7qIZZYI+VYZZvTFUniurfT47NJ4VWFAu/P3/etLwtp0V7cv8AbGD+SA21ej5/pXBHDSlPyPAqZfU9pJtaXKmh6HealZT3KxMI/LO3I5LGueAaW7ezvLX98hwqEc5FexSOVH7sYVew4xXJ65p73d1HewoovF4LqPvD/GvZrydSz7Kx6OGjGiuXozkLbSEuJ/syWzQvKQcNnA59TXqnh+BLWGW3G0LGFBI6Z5zXD2drresaykCRzeWjbS7Jt2+vJr0abRxolvFBHcGYS5d3bqxGKxhFt3ZvVqR5LIzNRKLekQucuuTg+tcPrtn9mvYbxFxFcrliO0g+9+fX8672C1SfVzuJDKoI9D6iqOq2Eeq6SttsAkBcIRxhu1aSV1YwhJqSZiaHfRM4jONrcc16l5VhrWjta3MSy2zKFaLPII/kR2NfPlhfyWtztfIKnDD0NeoeHfESFMlsMF5/2hXPCXK7PY7akOePNHdEc/hmy8L3Iit76aeW5UuI5AP3aKfUdeT+lRkruUsMgMKydR8THW/G8OxNsMVu0Q9xnOT6ZOKW+1JVJgiIMjd89K87FJe106nz2Ywl7a73aG6zqAhuFiC8g80kKSW/h6W9jCmRUYordHwf8KLHw1fa7cRzGTbbrkSSP1J9vXHNdbeWkVpYrZpEGgjTao9Px9a9ikozwMaNRX1bN8s9thpurF2urHk9zey6/cqFuDHIqAAYyB7AVTj0e5uL1IYpWmlWQKMKRgY5OPatS8to9P1Nbq1ykbMVIUE7D6iprG+urzXwIOZHcIsgT529AfWseTkXLFaHsqop+82dJLo089pq0r8gQFk/2mHP9DXL6fdAsu08jrXqse7cRjCKu0g/xV5Vqdj/AGZqUstuMQhslB/Dz/KtKivqY4eajoy3q2oOqIhQozD92WHBPpVjQYJLfR4Y5cb8sTg8csTVK6u477SmTAZjgj1BqO21b7FpsUc3Eqgg5+przcUnKFl3OfN4t0Ul3/zOmBtGDpOPnaLahzjB9a6XQIfsujRJE3mZO5tvYntXmFvqqXt2EJYuQQu3n9K9L8J28kGjKszsHZtzKeMegqcBRnCrr2PHwFKcK17aWNeSVpYGjYlWxjPpWZdwMyDdzkVstEjqT0+lVpYDtx1Ar2T22YdrF9juPMjBUnkj1rptO1KB5FEsQVuzCqCRxqhaYA4BNS2sK3Kq0cZQjnk81S0MnuT+LJY/LsxHJln3bAPXisXQreVLC8klGFYkLnuPWtO+sRdSW7MxUQEsRjO7p/hTjL+7kwuI8HA9eKlsaWtzmbRnkZlXovyg596sywC9t2jcElW4NQ20ot7nG3q2cVPBqVs9zLEMq27KhuM/SpLZyGteGxOpZW2zIMB2/i9Af8axbDw5f3QP2lPs6A4O/q30FelzI0rAYHFU5IVyGyMKeR61m0mzWM5RVkY+mabFpqqsIOCcuT1NbMaSWl6k0IJSTqR2Iqf7MhBbbjNXLNHgcb0zGTyDVrQzb1NOz1RJV2zKA3qRkGtq1SFyzRS7Q3JU+tYD2cbSBk+UE4I9DVuOwmjC/Px25rREM6MJJGnPp1HOa8uuxLeTRC3y2ZQMHjnv+GK7u0vri2zExLjpjrWFa2Q06N0B8yRznOMAUNitcoeIT9na1wfmC7f6VXiLIiFgCpwCvrVrxBl0iJGSvJPvWedQjjsC7oxw4xtFQWYfibwcl0r3emRKk3UxjAD/AE9DXnzzzWshjcsjqcFW4INe3w3STwh4CGHXPp+FY2seGNN1e7iu7lGSUHDGM48weh/xqHG5rCo0eYwSXV1KqKJJWJGEUZJr1zw5pyWOnnzdv2twPMx0X0UfSprGwsbGJre2tI4+P+WY5P1PWrZg24ZBj2FOMUtQnUciF5i0WeQc4qGKOOZtkoxkcMvUVdMYZCGXBzk1XjtDI+Iz8wPStEYs3bK3kVlZXWX1xxRrzAJbh2C8MBnj0rMiS5tiJFJG0+tTautzrFtbpGoJjyCxOBzj/CqIexm6K8s+uyblOFTcfbjFVnmaO+eEH7shauktEjtTtRQZGUb2Hr71zE5SLVpn/hZqhlRVkc5rHgqS+uZ73TpVEz5ka3cYye+0/wBDXL2GpzafMUkLIyHBBHII7V6zFc2637Isg3FA23vWB4v8Kxaukl9p6bb5RuZRwJv/ALL371nOCZvTquLsYD63p93GXlQJOSMyRjBOKgjFpdXBktIn3rgZLE7j6fjWVpXhfWtVZhBZPtQ4Zn+QKfxr0bwz4JGkyC5u7pZ7jHyJGp2x++T1PvWSops0qTg9Wk2dhGFgtLbeiplFUoowFOOlVtQRZojt5OOlSAsI/LkyQOh9KS5iBG5TiupHMzm7bSgbvcFB3DlTwQfUV0+lWUFrL5gtYlnB5cRgN9c9azTG6MTjkHrWpp+ospEdwu4Do3fFNEdSkc+dJjoUB/nXD6vZM11JJJGdrCu9jIYFgODxn2rC1CLdcsG6dAKgq55tdwS6XIs0aM9tJ3AztPoap3L298qAvgZyea7uBHiNzCF28Er6CsiXR7O9vt8qiQMoJ28HPTt+FZunfU2WIsuWSuZvhe2jj122a1OZVkGCvUDv+leuorKN7bUDf3R1rJ0pbO0tkhtbRIkh+UhFAye+T3q2Lh7m9bkCNBtC1cI2M51VLZWNmJldRtdT7CnSJ8pwOR+tc5cySwTExc9SBnHbtV+LWJLiGJGgaJiMH3xWhnzjr+VbeIHbuckYAq3p90XdPOUKw4z60trYrfo/mNtK8ggZxkiuVWK5uPGl5pjaxd28SNJ5flxg5ZU3Bf8AZ6dfb3qr2Iauztr/AMv5TGc9SQKy3f8Acyn0JrC8K6teail39suZJlQIV39s5z/Suii2+X068ms29TVbHNmEm7JYlSTkAiori1lilBXbjtleta9zFvLFhyOQB1qGaVvsf7tQX7FhnFIJbD7S3eOALLhm6+1I1qvJYnHt1FU7T7UjiZ5c4zuDd60Y7hJmMjHCLyBRYFLQWNMhV2sB64rXt4cxlTyPuncOKxUmeZGm5U5JX6VdsNbi3fZ7pkXccZbjHFNITkaJjSJwACCP19KguTvuIo7iXy1HKgHrn1qWS9iQ/ujuYDG5qwPGFvJbabLqMFzMJ98aDC9MgHAOe/8AjVomXY6pI/OtiIwAV7isqY7QCPUH9a5i8vryy0SK+03X9SdTcG3/ANIjWNZsLlnjHXaDwd3qPoOmZg7JnnvUNlRMvWVMibQG7cgdBWZDamS1KodzA5AxXRXwJhG0DrzntWUgENyMZw3ftSK3KmkxXH21Y2ZfLQ/Nxjit26t8E4OPQ+tYd8bh7nbFhIyei8H8a0La7kgslhldWk6Kx7D3p2JTsOQeXPnktjBUDir8TFvmOR6jFZ0twsKIkZLSSHk+goe8ktOQflIoQ3I1HTgkjOOvqagCtECyY3Dn2qS3voLqEyBl3AkEA05I0vYZoPMaMFQAyjJ5IFUiW9CKyVd28y+aSx3KT92tMwmEkLwrdK4axTb4zm0qfVb21t/O8tJY3jjEZHJLF+MAZ49eK2dAu799Q1W0v57mT7LKI41ucb15Yc44zwOnFDFFM2SwEjADqM1yuoI0l8du3r6966sBTIzE8421kX1ujyFVXG3ofSoLMS9t2inS48vLcc5xx0roNID3tq0joUK4Az39xVcGOSwcSfME7Duarafqd3HdqsUQEKtgp7fWmTszY8t1cnBCnq2f51PbNsj8tsbh6HjFPleOZtsYxuGWJ7e1V3njWQww4ygGeO9Mdy+oBX5gM/Wo5Ivlx+GPaobbUYmcJINrdM++cVclwoBdhn0FMLmTfMUCRx4DMwwT0q5HB5keWP7xR0xWR40VotIW6tLiSJleNflXu3JGc/5xWRqieI/D2kabe3OpXomuy++IpjyQApUE4+8Q2cf/AF6GTrc6O5YwWG5OCq5FZF47eerZ52n+WaKKksrRAG6JPJIOarXFtFFcQyogD9M0UUkKW6L+hktpjknJcMxPvUmmsdzD1BNFFUjMuMofT0kYZYSgA/Wmwj92p7ggD9aKKsTN3Sz8r/QV59q97LpvjO9vbcJ50czbdwyOV2nj6E0UUnsVEl8HDD3sY+6DEP511107RMgXgFwv4YoorN7miKsjkSSdD9fpUTRJLaOrjIzRRQgexUQG3tbgKxOFwN3OKluQIbNQgxkAGiiqMyxbf8eyflVae2ia8aJlyoYYz9KKKYmaNhGscsgUYG/OKi8cqD4X3EDPmx59+tFFAI4bVfEL6xFbxyadYW5hCxxvbq6lUHRQCxAHOenXmvRIB8srdxwKKKhmqKlxK5iuBn7jkD8MVWY5dRgYB/rRRQMg1G3T7QZVLK4I5U08fvb9EYDakQI+pooq0ZMrhi2o4PRRgVbugDA7d1HFFFAFWCCPbJIFw28cjjvXSaUoZmUgEEHNFFC3Eefaxqx0vxHqcZsLG8iluNxju4d4BUcEEEEdeRnB7g1reEL641C51e9upPMnmdJHbGMk7u1FFItbHWp8sSEdTyaoznddKOxUE4oopDIhGu24HTjPFZukyNLfNE53KD170UU0TLc0bTJjZ8nO9u/pRZfMrMepJJNFFUQileRh5pOWUjoVOD1q5ZTyySbJJGcBAeaKKQ0Q+MoU/wCEZ34+YSoP1NcNPrmo3tjDYXN1LLBA7yKJJGYktjOcnnGOPTJ9aKKGUj//2Q==", 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", "info": {"video_id": "13723", "label": "attaching kids block to kids block", "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": "af39d707507f77e981252e4620507b7cf37c7211bd606a1ca1fe99dd034f65cf"} +{"episode": 17062, "episode_seed": 4061110486, "split": "train", "timestamp": "2025-10-13T03:01:21.683656", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4061110486, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning a scissor that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "49088", "label": "spinning a scissor that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "49088", "label": "spinning a scissor that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "49088", "label": "spinning a scissor that quickly stops spinning", "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": "9a44dc9ef933307d661567d37b60d0a484000b21c2e5c417a84d043023529e79"} +{"episode": 17063, "episode_seed": 786107770, "split": "train", "timestamp": "2025-10-13T03:01:24.938477", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 786107770, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that a shirt / clothes is inside 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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vM6rJAiuTjOMGs7XFhFq2xSDyOtdpby+F9WVZrW4MDn7vzYIP0cVS1DwV9rjP2fU0ZSf+WqY/UVssXTa1OJ5TiITTSTXr/mcroimbw7bMHG4Fhg/WpZkuB93cfpyK0rjw5faPpyQxRGZFOd0R3fpXMzDU47xijsEP8DcY/A1SqxcVYznhZxrS5tNTTtr6ayuFlyy9mIHautg1y2n/ANXrEaqxGUmjYH884rgxfXcYxNHn6jFOXUYW4kgH4Vy1cNCpLm2Z34bGVKMeSyaPRY7mZ8lDaTKQcNHKNw4+gNclDIIYUhC4VRgYrMSazbG0sh+uK6iSzspgChaJvQHI/I0UcJFXUtRYvMaj5XT03+ZQ+0KELF8kcAYqfTJxe6O6qHBLEEv1PPX6Go5dJmHMRWUf7J5/KqJ862YjLx56jpRPAx+yyaWdSjpVj9xXjhiEk0oYl1k+Vc8MB3qa7KXG+UDlcED0NV51aRMBthxgFeMUOwW1MMRIkdhl27DNcksLUh0PUpZrhqunNb1M+O0NxfJvG2KbIGR2HJrQutOkR1jllIiBBVAucRt1I9xn+VaNusLRRxDDqowDnkVZn8pIUS5fc27EeBzSpVeW6lodc4qdnF3MnU/C1vciNknXajiREdSQT3BPYEVzXinQ7XSZ7ee0eWOWYnepPA44wa9B0y5lOoBHjAtVBXe3cjgYFQeKrOyv7P7M6rvB3xt/datVOPs9X6ENPn0R51ZaxrVrInlXs5jP8Mnzj9a2LfXLzUomF4iBouAUGM5//VWelinmPG25WRtrYPQ1u2OmxkykhlIZWUqep+lZKLm1FdRVqsKVN1HsjfsYRa6cEKhpH+ZwexNUbjTvtlwjTRBY0O4g9yKuC4BwH4PqKg1G58q0byVEjccE8Mc9DUToTg9UKjjKVX4JINa0uF7CKTyU83yQgbHoK57SNCjnRluAXbbu3g8p9K7G/lFxpSyjGduFx/ePb86zIp44FjMYCkJtkA/i96i7TOpWZjtbvEDjcksZwXQ4z6GnWWsa3FeRRxajIYWbGJMNkfjV+8BaKIKOXH554/pTdM0zc9xA52SA7VJ/hyM5/lW1OzkkyJ/C2jXPiTUtP1GSzuYkmycxsjbfw9qrjxxol35iXsLwyRkrIs8Odp+oqvaWKT3jxXckjb0PLDGH6MOPY8fWmt4bh/taaaYrPHPFtk2jDqR0b3yODW/JFysjC8uW71L0baBqIzbTxc/88pcfoajm8OW78xT/AISJn9RXn97psNjq9zaW8heON8KzHBII61ds5dUsrd/s95L8hDY37gR+NZ+0lF2uEsNSmr8qOpDns+frUguZV4GfwNZ6uR/9anecfevb0Z8Y+ZbouNOr8SRq3+8tRMlo/WLb7q1a+jeGr7Wrf7SrwwW2dvmzNgE+1bx+GV40YZdQtzxnhTiuaWIpJ2udlPAYipFSUNH6HBPZW7cpKw/3lqvJYuM7HRh7HFdZdeCtUgLeUYptvZHwfyNc/d2l1ZvsuYZIm7b1xmiNaE/hYVMHWpfxItGRJDMh5RqhJPfn6itFndVzg49jULShuCPzFNkxTWxlS2NpOcvbIT6gYNNjtGtzm1vrqA9gspIH4GtQrE5+6B9DTGtkPRiPrWbhFnTCtUjsza8LXF4wuvtd39pKBREWQAjOc59e1aV1bSXbBZCoUnJwOTWVoCCD7RlgQ23p+Na8soSEiMckcnOK8+tSale2h7OFxKlBJvUumGP+xvlxsUnaP0rmbHTUGqNJj5mbBJHAH1rodOuTLpJS4bcyAlgB+lZpuDBC8co4L7uOSCe1YtWO2Mrj7qyEdxJ5aqI2+8AOM+orLea5gMn2W4lhdP7jkA/hWzJN/oLSSkjcwA45NZQtZp72Lc6xwOCAx5y3oaad2kW7WuW28RajptjFPLMLtM4k3D5hnoans/GUGpfu5rJivq21h+RqvdaanmwxyqZRKBHOuT85HRqzG01rHUiyFXUHIIHSqqqMF7r1FTjKe60Ohkm0O4YK2yB2z0Jj/wDrVA+i2sw3wXGVPQsoYfmKqyWk+qJGwixKmc+XH8pHqD0qX/hHRDpzRwSyQyKd4H3CvrU069SxlVwdFvYifQnHKrE4/wBhsH9avi4rKjfVrQQ5uBNEXIZiNxA9+9aUloELYkaI9dkv+NephKrldSPn80wfLyuHn+hajnb+FvzqQ3LMu2RQw9+RWdsljHzD8eopySuXVB1JxiuxuJ47U46NFl7azm/gKN/s/wCBqnLpLE5ikVx6Hg11cPgnWJ4wwWBGIzsaQBgPcVRvfDOt6eC0tm5QfxIdw/SudV6b2Z1SwVeKvKDOTltpYD8yMhqMTSqc7yfTPOK2/tDodjg8dQagmS2mJLRhSe68U5RjLdE0p1Kb9xtDLfW/KiKSw7zjhs96p3moCQmVmLH0A6Cny2S5+R/zFVmt2TPy5rF0YWskd9PHVl8TuUvOWeczKn3iOo64roPDs0MwullQMMr1bp16EVitH61f0t1g80AKoOOnFRToNVlLoa4jGqeGlC2un5o6CTTYpMmCXH+y/wDjWdcWc0PDxnHr1FTpceh/WrMd22OvFehynhuSfkZAnkjjMYPyZzg9jVd/LZ0cxgsvr39a3pFt7jiSMA/3l4qpLpmQTC4b2PBrmqYenPdHZRx+Jo/DK689ShG32i/SV8BY12ovv61qrH5oyPlkH3WFY81vJE2GVlNQsZe0rr9DXFUwGvNFnrUc7TXLUjb0N6eWCOZpFYGeNcvgde39a0tHY3Nm7XUapLv+XnnHY1zFveCKVCxYdd7HktWw2pwLCHhOZCCCM0oRrRd5I7liaFRWgznfFGnQrftfQKm0jE4x6dxVSxhiYjCAFkyCDwR7ir1zeRKzrMwO4YIPvVOOQW8PGAAAAScVjUTs5S3N4TV7R2JLO9S6+R3haQdRgqasPAmM/Onv94VydwHRvMiYq46EVs2d99ogDxylWHBDjODXbhcV7VWlueLj8A6HvQ+E6bS9burC2FoTHdWgcOE3YZT6jP8AKuntPFUISOOK5lgwPuzLgAn0xXAArKMEIxx1x/Wk2tGRh3UfXI/WrqYOlUfNszOhmVeiuXdeZ6mmqsxWV0hlA53Rnn61DrHiGC2VP7RtUnsXH7yN1BaMnuK8+i+Vd0d6qt6EFDWpa+ff2FzFPlpYsSISdwb8e/SuGthJUo86ldI9zBZnDEz9jUjZvbsO1rQrC4t3vtBuVmjT5nt92WQe3+FcaJQCen40+61e8sr2Y2gt4JmGCEGMj6VhfarmOQmYE7jkkDit8POol7+x52Nw9GUr0tH1Rtb0c8jFART91yKylvV6Hg1JoUX9teJX06bUprVGSRovLTcWZULBfQDg8n0966HNJXOOFCcnY6/w7aPMLrDKxG3j860J7aSI8oRXKeAdSuJRetJMz8RkZ7da7uO9DrhwCD611UlzQTR52J9yq4vcyInNvuCAfN1JqvKw8pvlJPXpW5Lb20/K/KfbpVGfT5EHHzD2rOphqc90a0MfiKW0rrzMf7XLKsfm7t28BVPb3rodO0f7aZfMUmBH3qwPfuKzILCW8vYreJf3jtgZHT3r0i206LTtNjt4+Qg5J6se5ryMdSjSasfUZRiJ4pNyVkjmri2WIPKR82Nq57CsWGGKW5lEvZeD710eqMMGuQupyLhYo8gseTXFSl73M+h7Nde5yx6lyzuG063IWU9SdvYe1a0d2l1bGQyAuflAVcZzXGapM8XkqrAZbnJ7VWv9WvbLRzJaTPFJvULtIP5E10Qcpe89mcdZxi+VdDsJYJIHwqBlOeeh/wAKlkkS6tnhlwQwx9K5TWLmaLQYdTs9e1KfNx9mzcxrGs5CbmeIDnap+U7vUe4GVaeOAhC3FtLH7g5H5Uqylo4ipOLvc660WKG1uIyrrPB8zKpyGT1A9qbHJbXHzxybj1zH1H1HWsf/AISSyneO5trqMXEf8DDaXHcHNZurtHEy3doxWFxvQg4KnuPwrWhjakPdnqceKymjU96m+V+W33HqWl+KJI5ka9bcy4AuYl3NgdAw6/lXUw68L+D73nKOd8LYIP0r5v0PxfdyTNHe4nTJKP8AddfbI6/jXc6VrBncNa3aLLjhXby3P9DXU8NTqXlSfKzhhjcThZKFePMl16nql1YaRqts73hDOFz5igLIo/DrXE614Ym0+MXdvKLqwbkTJ2+o7Vasdeu1nEN0q5l+UyEc1Ut9avNBmusXEUlu8n7yznOOD3GeOawU62HkoyO2VDC5hSdWOjv6HNyttOFJx71F5zDqKsa/daYNQ36bKvkyjcYw2fLPcVRW5AHqK9GnUVSPMj52vQlRqOEiYuj9hWpo1usqXKhlBO3hxkHr1rltJNtqfi06bfahc2tvLJsSSKWONY+5LF+MYzx1JwK0NBmuLHWNWsriS4/cTeWqXG3zFwWHzAcZ6ZxxWGIruEG47o7sFglUqR59U/8AI3bq1itgDJuhzwDnKn8e1M2uibgQy9iDkVbmlju7domcc8g9waqfbFFgzGL9/bHbOqcEr2YDv71nQzJN2nobYrJHZypa+XX7yWziub65S2t0MkrfdUd62ZPC2vQx7/sLsO+xg36Vg2GrRJdR3NlOEuIzlSnDD6qev4V2ejeL0iDb2EUh4IGSjHPX1U101q1VWlTScTgwuCw93TrNxl56HKyme3YxXMLof7si4/nVaSC3m/h2N/s9K9Qur2z1VB9oiiIbgCQZU++e1YeqeBw0bT6bKA/UwO3X/dP+NZ08bCbtLQ3xGT1Ka5qb5l26nns1k68oQ49qreUynPINaN0JrSd4pVZJFOCjDBFQG4VvvD866d0eaouL13M6S2jZtxUbvWlijUMxdic8KOyiotcmaHTGlgkMb71GR6VX13R9a0HQ9Lvru6uVmvDJ5kJTAgAClAxx94hs47fXNc1WEHoz08LOslzRenmGvWsVrfyRxLtQqGx6ZrnhcSW1xmMgbuCD0NFFeTQbU1Y9/EJOlJPsbEM8hxzV5J5Bxuoor6GJ8lNK5ctGV50DxI4J5BFbOkxLb+IYhFlFfeCoPGMdKKKjEfwpehtgP94h/iRzniqKOC9uvLRQXBQnHIHXisHVx9nurWGIlE8tFOO/A60UV42Hb0Pq8dFOD0/q6I7kKl2Ygi7fes2LUZ9F1039ps86Fm27xkfMpU8fRjRRXWtYI8qSSrySOn+HUKMNRU5+URgf+PV2f3ScE0UV6OGfuI8PMUvay+X5IcHYcg1PHM+4DNFFdTPKjudF4aijkvJJWUF0XCnHrXQXfEVFFfOZl/GZ97kX+6L1ZyOqnk1zDRq127kcqOKKK85bM9qfQ53xFePaSI6JExPy/vF3cVDq740RsKAPMQ4FFFetD+BE8Oo/38iDXfEj63ZW8cumafbtCqxxvbI6lEXogBYgDnPA5PNZbqrqpYAk9aKKyn0Oij1ILi3iOG24PPSnx3M39mXds0haJU3KDztPtRRUPVGj3Mm0HlmNk4I710tgBcCXf1UcEcUUVrFtTMMRGLoNtGxpms31rdxxLL5kYYYWQbgK6rxxiIidVG5gpII45oorau3z0/U4MEl7GuvJfqcPcQRnbIBtbB6dKZbXEhj5Peiiun7Z5z1pXZSXXH0q+vEbT9PvoppA5jvIN4DKOCCCCOpyM4PcGqN7f3eo3k2pXFw5u5pDI8inbktyen8qKKwq7M9HC/FD+uhPZ+JNUtpAguPMX0kGa6yLUZmktrnCB5CI3AHDKeoNFFeXVST0PcpvQ5bxSzW/mLEzLtmwCDgjBPetbwnq15fIkF1KZcHaJG++B9e/40UV6GBbujxs2inSbaO30/U7u3kdEmJUdjyD2rtzcyRaPbyoQrSHLfpRRV5hFKzS1MsklKSkm9DG19E1DSZLidQZoU3I4GD9D6iuCVietFFVgm+VnPm8UqkWkUPEHGkkjg+YvT61h3XiDVNR06DTru8mmt7eR5U8yRmJZsZySecbePTJ9aKK1q/EZ4T+Gz//2Q==", 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", "info": {"video_id": "108401", "label": "showing that a shirt / clothes is inside a drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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Rgd+9TpGqzF5Hcpx8oPAqe2cPfSzswXtGmegwK5Z0alNXaPVo4/D1mlGWvnoVdP06R7L7TC22ZQcleu0ZBA9TyfyqzYaRFOswedvOVgY3CkAr1B98knrWtbx4IkiIT+8OxFQGaOMu9kpdy2zAHfr+VUqy5OV6M1cPe5lqjFXwXYmK6iuHJiZvMEkQwyeowc5Geh964u2lvLSR1tLqeMqSBscjofSva7aVG0yN5wizKuXC9j9a851vTLWG+kuoECwzP8yrxtYn+VaVJRslfUmGjba0K1r4p1u3SPzXWcE4PmJz+Yr1gaDoWqrvsr6LJHRWH9K8rt9PUo+AWII4J/lUd1o+q3EvmW0TQ+khbaf0qIVXB6aE1qFOslzK56kfBNzCSYp2cdtjD+Rqre6TqmnRGWO4VwOqOdrfl3rg7DXvGOkzx2trqM9xzwkw8wfrzXS2HxT1aBjDrGlwuqnaZEYpz9GyK6o4yXXU86plFN/C2vxBtSkztubbPuy08NazQl1j2jOPlNa9t4r8L6uwSe0e2kfoWjKg/Rl4NW5dC0u/iAsNSZFByF+Vxn8MGt44yD30PPq5PWS9yz/A84gKr4rtVHCtuXNbc0Mis21gRn+E1pf8IJcw34u1uoJmQ5UAlT+tYerW2owiRPKmhfdkMVOPz6VUK8GnZmdfB1YuHMun6jWM65DhiPUitvR9dSKEwXN49uwI2EpuXHvXKxT6nEg8zLj1xn+VSjUmBxLCDWNalGslc6cNWqYaT5bO56FHqQnwYtRsrh8/xsVz+YNYHi6eTyrMyIiDD42MGB6elc+Lu0k+9FtPqKsRW9vdqSkj5QgjB6f5xXK8G/ss7/7TSV5xsa9jCLXTghUNI/zOD2Jqjcad9suEaaILGh3EHuRVwXAOA/B9RUGo3PlWjeSokbjgnhjnoa550JweqO2jjKVX4JINa0uF7CKTyU83yQgbHoK57SNCjnRluAXbbu3g8p9K7G/lFxpSyjGduFx/ePb86zIp44FjMYCkJtkA/i96i7TOpWZjtbvEDjcksZwXQ4z6GnWWsa3FeRRxajIYWbGJMNkfjV+8BaKIKOXH554/pTdM0zc9xA52SA7VJ/hyM5/lW1OzkkyJ/C2jXPiTUtP1GSzuYkmycxsjbfw9qrjxxol35iXsLwyRkrIs8Odp+oqvaWKT3jxXckjb0PLDGH6MOPY8fWmt4bh/taaaYrPHPFtk2jDqR0b3yODW/JFysjC8uW71L0baBqIzbTxc/wDPKXH6Go5vDlu/MU/4SJn9RXn97psNjq9zaW8heON8KzHBII61ds5dUsrd/s95L8hDY37gR+NZ+0lF2uEsNSmr8qOpDns+frUguZV4GfwNZ6uR/wDWp3nH3r29GfGPmW6LjTq/Ekat/vLUTJaP1i2+6tWvo3hq+1q3+0q8MFtnb5szYBPtW8fhleNGGXULc8Z4U4rmliKSdrnZTwGIqRUlDR+hwT2Vu3KSsP8AeWq8li4zsdGHscV1l14K1SAt5Rim29kfB/I1z93aXVm+y5hkibtvXGaI1oT+FhUwdal/Ei0ZEkMyHlGqEk9+fqK0Wd1XODj2NQtKG4I/MU2TFNbGVLY2k5y9shPqBg02O0a3ObW+uoD2Cykgfga1CsTn7oH0NMa2Q9GI+tZuEWdMK1SOzNLw/d3xE63d4bgDbsJUAjrnOOvat5Lgk8Eg1h6JZgrcklyBt+ZOdvXqK0zburfJIsn0PP5VvScVHl7HHiYVJ1HUfU0VuZE6HP6U12gn/wBdCpPrjB/MVQ3unWtXSNKvdaLi2VNsf33dsKv1NVOUIrmb0MadOrOfIo3ZQl06CQfupSh9GGR+dUZtMni52bx6qc12M3gfXI03pFHKOuI5Aaw7m2vtPfbcwSRH/aGB+dZKrCWzNZ4WrT1nFo54mSPgMy+2amt9Qlt3DEblA+70z71qPMkqYkjVvqKpyWsDg+WSvt1FTOnCW6NKVetT0hJklxrS3CFEXysjDe9Yl1eRurQFWbf7VbezZeQQ30qF4iOq4rKVGL2O6nj6iXvakCziJRkcFuoOCa6+ZnMYjiC7QO9cl5a5yVBPuK6cOhILY4riqYeadz1KWOpzSV7PzE02zSK+WVipldsjHYCqPiSySaVoz0DfNgdaspdyx6nC+QsXIPfPp9Ksaq2LiN4+SpDsT0J7CsbWOyM7lK206P8AsraVGVPy8YZfeql1G0KB24ccZXj8avQ3RmuWVAcsw3DHFQX5aaeWODDyDIAPQmjmsjTcgsr/AFOK8C/2jL5IXIV2yD+dSjx1cWs7W91a75VYqdh2g0lhpvm2ZaeXerIVkQcFW7fkaqXGkLc2LznC3Aba7nJ8zHpWrjFRu3qQuaUrRRujVtMvYxJcWipu6koMj8VqE2ukXoH2e5ALdAsgb9DzWZpzSwRiExqUb7+F3MP9oVNB4cZplkmV1CHcj+XwP6isadaadkOrhaUlqiWTQQP9XLE3sy7TVzSbGOz89biFSHxg7vTPQ1nXWm3tpqGbS9ZY3O4Iz5BH9KfZXd2YmW9I8wMQPlx/+uvQw1WUppM8fMcLCnQlOK1VvzNmTTYpMmCXH+y/+NZ1xZzQ8PGcevUVOlx6H9asx3bY68V6XKfNuSfkZAnkjjMYPyZzg9jVd/LZ0cxgsvr39a3pFt7jiSMA/wB5eKqS6ZkEwuG9jwa5qmHpz3R2UcfiaPwyuvPUoRt9ov0lfAWNdqL7+taqx+aMj5ZB91hWPNbyRNhlZTULGXtK6/Q1xVMBrzRZ61HO01y1I29DenlgjmaRWBnjXL4HXt/WtLR2NzZu11GqS7/l55x2Ncxb3gilQsWHXex5LVsNqcCwh4TmQggjNKEa0XeSO5YmhUVoM53xRp0K37X0CptIxOMencVUsYYmIwgBZMgg8Ee4q9c3kSs6zMDuGCD71TjkFvDxgAAAEnFY1E7OUtzeE1e0diSzvUuvkd4WkHUYKmrDwJjPzp7/AHhXJ3AdG8yJirjoRWzZ332iAPHKVYcEOM4NduFxXtVaW54uPwDoe9D4TptL1u6sLYWhMd1aBw4TdhlPqM/yrp7TxVCEjjiuZYMD7sy4AJ9MVwAKyjBCMcdcf1pNrRkYd1H1yP1q6mDpVHzbMzoZlXorl3XmeppqrMVldIZQOd0Z5+tQ6x4hgtlT+0bVJ7Fx+8jdQWjJ7ivPovlXdHeqrehBQ1qWvn39hcxT5aWLEiEncG/Hv0rhrYSVKPOpXSPcwWZwxM/Y1I2b27Dta0KwuLd77QblZo0+Z7fdlkHt/hXGiUAnp+NPutXvLK9mNoLeCZhghBjI+lYX2q5jkJmBO45JA4rfDzqJe/sedjcPRlK9LR9UbW9HPIxQEU/dcispb1eh4NSaFF/bXiV9Om1Ka1RkkaLy03FmVCwX0A4PJ9PeuhzSVzjhQnJ2Ox8NSNA1zlgQdv8AWrmpRwC6jvTHuQECQKcED1GK810jxNc2O5pFkuFcKc7sbf8AOa6e18aWFwuydnizwRIuR+YrycRKaquUD6PB0oPDxp1Env8AmdFdzW0Nx5LyYV1DRs/RlPQhqtafqMumO/2dgY5RiSGX7rj6iuXN5b39qbJJ0lKZa2cHt3Q/0rk7/Xb7Sp4ktJiuWJZGG5SPQg100cZ7RclVXOHEZX7N+0w0rNH0PpfiyMRpFHJ5bZP7mVcfgpHBFaZuoLlik4KJIMukoDIfzrwzTPEsVxFGX/cMwyf4k/LqK6+y1a/jt1MU0c8BHRX3jH8xVywd1ejLTszOlmkqbccTC3mjqdX8J6bdy7dLnWG7K7hAx+R/909q4W9s5bCZ4LlHjmU8qe1b2pahNqdjBcpL9mkikAMif8s8d/8A61V9S1+11awmt9XlthdwD9xdRsPn9iKiniZ0241NkbYrLaNWCq0HZtX9TmTIwPrR5wPDD86qR3auchgfpVXWb149NZ4mKSblAKmvRurXPnowblymmVRv/rV0U2nyKOF3D1WuI1WCG20KDU9N1m/lDXP2bNxEsazkJuZ4gOdqnCnd6j3A7mG+cYBOeKug+e9icZSdG3N1MySLkbh0p0s7Sld44HYVsNJBcL+8QZPeqsunK2WicY9DVVKMJ/EjKjiq1L4JGHJcSxTgRBlD8MwHT3NS2Qa5D+UCZFlGwf3jU09s8edymui8IaJvc6jMPlUkRL79Ca87F4anCnzXPey3H1sRWVNrfr2Fj0VbWJgoIeU5fnpWZqirGuxAAqjAFdlfAICK43U3VclhkCvGu5Ox9ZZQjdFWa2iSS2kjcoV5YjrnuK0LfVi0vkvKMH1G41gRyvLGZWJwScVl2l3KZ2bILbzghuQK6+aU5abI4ZJQgubdnc3MInYmNg3l8DI4qvDA08bq4VGGOG+ZW61y+jancaj4tfS73V7y1tJH2JJDLFGsfqWLjpjPA5JwKsaXe3dvrGp2d5NcN9nm8tUuMeYuCR8wHGemccVo5unHnjuczpwrfu5q6Zq3VrFbAGTdDngHOVP49qZtdE3Ahl7EHIq3NLHd27RM455B7g1U+2KLBmMX7+2O2dU4JXswHf3rpoZkm7T0PKxWSOzlS18uv3ktnFc31yltboZJW+6o71syeFtehj3/AGF2HfYwb9KwbDVokuo7mynCXEZypThh9VPX8K7PRvF6RBt7CKQ8EDJRjnr6qa6a1aqrSppOJwYXBYe7p1m4y89DlZTPbsYrmF0P92RcfzqtJBbzfw7G/wBnpXqF1e2eqoPtEURDcASDKn3z2rD1TwOGjafTZQH6mB26/wC6f8azp42E3aWhviMnqU1zU3zLt1PPZrJ15Qhx7VW8plOeQa0boTWk7xSqySKcFGGCKgNwrfeH5107o81RcXruZ0ltGzbio3etLFGoZi7E54UdlFRa5M0OmNLBIY33qMj0qvruj61oOh6XfXd1crNeGTzISmBAAFKBjj7xDZx2+ua5qsIPRnp4WdZLmi9PMNetYrW/kjiXahUNj0zXPC4ktrjMZA3cEHoaKK8mg2pqx7+ISdKSfY2IZ5DjmryTyDjdRRX0MT5KaVy5aMrzoHiRwTyCK2dJiW38QxCLKK+8FQeMY6UUVGI/hS9DbAf7xD/EjnPFUUcF7deWiguChOOQOvFYOrj7PdWsMRKJ5aKcd+B1oorxsO3ofV46KcHp/V0R3IVLsxBF2+9ZsWoz6Lrpv7TZ50LNt3jI+ZSp4+jGiiutawR5UklXkkJpKgGROq4Aq55MbAgoDzRRXNP4menR/horKWs5RLbu0bryGBqLWW8/VEdwMtGGOPU9aKKS+IbJrGVki2jBXPQ10O+SxYSW0rxsQDwaKK3oN8xw5jCPKnY7rwtfzapomoJdBDsCnKrgk+9cheBZb6eF1UqpwDjmiitIf7zJeSOet/yL6b83+pl5NtJGsZOD1zTNVlZtPbPI3rRRW8fhZxzS54jdY8USa7FbRS6Xp1sYFSON7ZHUoi5wgBcqBzk4HJ5r0Z4VRVK5GaKK0w2zMswSbVxAxzjNPSVx0NFFd/Q8F7lqOQugDYP1rvrSGOCyhjjUKqoMCiivJzT4Yn1HDn8Sb8kZWp9Gri9T5R896KK8FfEfXv4TMuEWOzKqMDbXN6ZevcXU6tHEoiYBSiYOM9/WiivSwXwSPJx79+JF/bT6Zq19GbCwvIppQxju4d4DKOCCCCOpyM4PcGsbVL26v9Qn1GedzdTSl3dTtyT16UUU+hMPiH2fiTVLaQILjzF9JBmusi1GZpLa5wgeQiNwBwynqDRRXHVST0O6m9DlvFLNb+YsTMu2bAIOCME961vCerXl8iQXUplwdokb74H17/jRRXoYFu6PGzaKdJto7fT9Tu7eR0SYlR2PIPau3NzJFo9vKhCtIct+lFFXmEUrNLUyySUpKSb0MbX0TUNJkuJ1BmhTcjgYP0PqK4JWJ60UVWCb5Wc+bxSqRaRQ8QcaSSOD5i9PrWHdeINU1HToNOu7yaa3t5HlTzJGYlmxnJJ5xt49Mn1oorWr8RnhP4bP/9k=", 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", 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", "info": {"video_id": "108401", "label": "showing that a shirt / clothes is inside a drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "108401", "label": "showing that a shirt / clothes is inside a drawer", "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": "5003508051ac8cb894a55367a4425365088d3c67b4390ae9ae2c69503b20cac9"} +{"episode": 17064, "episode_seed": 2197716375, "split": "train", "timestamp": "2025-10-13T03:01:26.932295", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2197716375, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing rubix cube from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115994", "label": "pushing rubix cube from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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Fv+6mm7khR/M1hYrrtNg8ixiQjBI3H6nmorO0bF01qe9SJFMhEkat7muI8a6ZPd3Fj9kjhGyORSGbYByp4wD6muzBrn/FtjqF5Z27ab5/nRy5YQNhtpB/MZxWLSZVNyUk4uzPJbrQ74XsymOLeZCNolHXAPfHqKktdP1CO3tpXtrhbYlG3Y+XBIwetbU2keJxM7va6g67w4ZoQ/OAM9PYVvWOl30mm6faTvKpJiV4ntwpUAjIzjsBV1KnLGNzN0+aT8jvEGFX6CpBQOTxTgKRYUEZpDSFgOScDufSkB5F8WdQ+061Y6RG2RCnmOB/fc4H6D9axlIWJY17DFVLq9bXvGN7qJ5RpHdPZR8q/pirgX5/oKKnRDgup2PgS2FxHqStkqfLU4PrurrPIktLdLZMMcE7gOnOen+fwrF+FyI41ZHHB8r8PvV6CLKHILNnHtg/nUpCluZWkad9lhmmYfPO4OfYAAf1q+5CDJq02MYAAA4AFVbgfdFWSQxttkye/WuN8aapBdXK6eIWb7M/7yTd8u4j7uPy5rptTuvsGmXF0PvIny/7x4H6mvPYg11DMszFpmJJZjkluuTUtnVh4XfMyUASRYYsPMTbwecgYz+WPyNQ+I73TNVutNtLZp7SSFJQyS52jAQDbk4OcHpg8VZZd9iksY+ZCGI747j61h+IND/tBVvIJAWSMgocnd3GMd+35Uo6uzdjqn7lqiV3EztY8M6la+FpdSKQyWYdgZEfDL+8I5U+/oTWH4etjJcSTkcRjb+JrQ1GTXtI0SXSbuS6is5MboJCGjY7s/L1xyOxqfRIRBpKEjDOd5/Hp+mK0k7QscHtHWnzPoXhwtd74yuC1pZ2YYAuxkPrgDA/U/pXAk81qXFzLPfi5uJC7yDknt7D0FYJm0Y3kn2IZMXMDwSKGBG0qRmuavkuLC8jazjkiZQ2WjQ4I4/CuhuZRDdmRPuv19jU+FuIipOM1UHZ3ZrUTlG0dGY+jeMNW0uS4aF4C0pQsJIh/CCBx+NeseEyzeGbOV8b5Q0rkDHzMxJ/nXDaRA72980+nw3AEn3nYEkCNR3X29a9F0O2NnoVhbnqkC5HpkZ/rV88ZNqJwcs025O5oCnZpBRQMRhmuL+JeojTfCE8StiW8YW6/Q8t+g/Wu1rxr4p6gdT8U2ukxN8lqgDD/bfk/ku2nHcTMLSYhDpkZI5bLn8en6Yr0j4aAM2qBhwRGD/49Xn+3btVeFHb2rvvhsSG1P8A7Zf+zVne8rmklaNjs5dMZ0KYJU91bGfrTIrFLMN03txx2FaPmYHWqrvvbPvVGaON8U3CT38FojZMSlnA7E9B+Vcrb7syW7N80R28j8RV25mP9oyS7tzNI24596glUtcrIBgnrjvUNno01ypIr2HiXVvDupSvLa29wroEDMCuQDngjvXrGiTSXOjWtxNGI5Jk81kBzt3EnGfxrzh4LeeLZcRJIvXDjIr1GBUjhjSP7ioqr9AOKuNrWRyVoyU25O9yRkBrI1rw/p2uWv2fUbVZkH3G6OnurdRWwDUd1PFa2s1zMwWKFGkcnsoGTTMj521vw/DpPi+TSILg3EUbrliMEAjcVPuBWu+B9ayLK4l1TWr3VZsl5ZGc+xY5x+A4rV3bgSe9FV62LprS57MZgO9ILpQeWA+tcFpfjmDV49v+ouMfNET/ACPcVcfUmY9TS1W5kjsVvUDH5lH4mpftgMW3fx6ZriBqDZ71Yj1I5AyaVyjrllB71KrZrAg1DI5PFaUFyGA5pgX657xvqX9k+EdQuFbbI8fkxn/af5f5ZP4VvK+RXl/xf1TP9naUjdN1zIP/AB1f/ZqqOrJbOK0GPZFJJ03naPoP/wBdabDa4NQWMPkWsUfRgoJ+p5q3odiuteJG0241Ga1RkkMXlx7izqhYL6AcE5Pp71LXNI0vyxO7+F7fNqp/65f+zV6KHryn4QXEkqasZHLcQkZ7Z3V6cZQKaVtDNu7uWC1VZmy/0pfPX1qGaQBgfWgaMnxQwXQZvd0H/jwrhPvXeVJCkDJrs/Fcg/4R+XkZMiY/OuPtijrkDtg+1ZzO7DfCaEUWzgnIPNHl+USByPWiBtyDJ6cVM3Q5/Cs7nUcL41ea61HT7AmR92X3vznJxgfQA/nUyps2qvCjt7VvaxZJJ5F0R88BO0+zcH+lc3qcklvbF4mKtuABFac3MkjglBQbZNJ1Oaim1HeiqOq1PrVlaW3h+DVNO1a+mVro2ubmFY1uCE3O8QHO1ThTu9R7gc+spI5PNVyNbkwqX2NSS53KDmrcV2QvBrD3/KKmjlOTRY1Uz0PwXeW0t/NY3UMci3Cbk3rn5h1H4jP5V6ACO1eG6bqL2N/b3Kk5hkD/AFA6/pXs0N0kiKyMCrAEH1BoSsYVN7l4Ggio0kBqTNUZkVxNHbW8s8pxFEhdz6ADJ/lXz3aXEmr+IrvU5uXkdpT7FjwPwH8q9X+Juq/2d4QlgRsS3ziBf93q36DH415ZosPl2nmHrId34dBTekQiryNBuJBXc/DnhtT/AO2X/s1cToUFnqvildN1O9uLWCZ9qSxyxRrGepLGTjGM8DknArpfA15Ho+va7pl3LLFKkwSOK5wJMIWByBxnBGcH6cVCg0rjlNPQ9LZsKfpWbqVx9m0y6mHVImI+uKe99E8bFXB+hrl/F+qeTpCIrEedKFb6AZpiitTmI3UrjvU4YZ5PQVjLeqD171M2oxA8tUNHfzI34trKCea73QJzcaLbsTlkBjP/AAE4/livKoNZhBUE8eteheDrkTWtzEDkK6uPoR/9anHcyrO8bnS5NcV8UdX/ALP8IPao2Jb+QQjB52D5n/QAfjXbV4n8UdROp+L4tNjbMdmgiIH99uW/IYH4VrHc5GZOlW4g0uJiPmky5/Hp+lXOPLBH41BfO0OnZjJQqVAx6Va1/wAO6t4e0DSb68muFmvjJ5kJjIEGAhQMcfeYNnHbp1BrPlctTRyUdDiAzIwZSVYHIIOCDXdeHdRuL/T2a4YM6Ps3YwSPeiitqmxzwNkMaUOQetFFYo1LcNzInQitqxuJHAJIzmiikBuwOdorxHxzM934/vllOQkyQqPRQBx+poorWBDJl+9WdHqdxo2unULXZ58LNt3rkfMpU8fRjRRUQ3NKmx1nwvuHtzqSpjBEQ59t1ehyXk2M5FFFEtyERLdzbvvVLNcyeTnIzRRSRRjeKJGbw3ISeRJGf1rlLeVgAQevWiipmdmH2Zq2rEqeavn/AFan1oorI6mV7tQ1q6npg1xutAf2eDjksM0UVUN0ctfYra54nfXraCKXSdNtjAixxSWqSKUjXOEALlQOcnA5PNZS/eNFFdUjjpEo6U9PvUUVBuWF6V6LoF7O2lWmWzhMfkcUUUiZ7HWWsjMoJNXlJoooMWeQfF+5lfXLG2Lfuo7Uuo/2mYgn/wAdFZNuoSONF4VUAH5UUU5/Ciqe7Kqa42k3d3GdO06+imcOY72DzAGTOCCCCOpyM4PcGszUNRu9Q1KXUbmZmu55DM8g4O485GOntjpRRWkOhlLdna+HdWvLvS0llky5YqSBjOO9N8SXEkunpubO2QEfkaKKz6mkTlA7HqacSc0UUzZACRXpPw5nk+1zR5+VoMn8GGP50UVI5fCz0ZTzXzfbTyX/AIkubq4bdK7ySsf9on/69FFWtmc/VGlqZ/4l5Pfcv86p33iHVNR0y30y7vJpre2keVBJKzEs+M5JPONvHpk+tFFTDYdTc//Z", 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", 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", "info": {"video_id": "115994", "label": "pushing rubix cube from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115994", "label": "pushing rubix cube from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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0HkDFZVn0HSj1PbZEimQiSNW9zXEeNdMnu7ix+yRwjZHIpDNsA5U8YB9TXZg1z/i2x1C8s7dtN8/zo5csIGw20g/mM4qGkx03JSTi7M8lutDvhezKY4t5kI2iUdcA98eoqS10/UI7e2le2uFtiUbdj5cEjB61tTaR4nEzu9rqDrvDhmhD84Az09hW9Y6XfSabp9pO8qkmJXie3ClQCMjOOwFXUqcsY3M3T5pPyO8QYVfoKkFA5PFOApFhQRmkNIWA5JwO59KQHkXxZ1D7TrVjpEbZEKeY4H99zgfoP1rGUhYljXsMVUur1te8Y3uonlGkd09lHyr+mKuBfn+goqdEOC6ncfDlxGdSZjgDyySfQbqyJ7l5LqW7J/1zlj7ZNUdKmmW3u7aOQrHLtLgfxYzgfTmrIKyWDISA3b2IrJs6qUbe8UdStI5WNx5Ad8AEqmT7Y71z0Oo6hbWiwM7iLAwJE4AzngmurtrkuNjDkcUXEL+dCYkEgeWMMhbAIDg+h9K0hJRvzK4q8ZNXg7Gx4Z8Sah4j8S2cV6YGjg8yZfLTB3bSOTn3NekiuP0GxH/CRrOLKK28q2fcUwd5ZgB0A967EU4yUldHIouKsxwoPNJRQMjZM9BzXhHiS+GtfEG5lU7oLZvKQ+ycf+hZNezeJdVGieG7/UMjfFEfL93PC/qRXg+iwN5UtwxyXbaD9Ov609k2JK7sa7H5se9e6S2vnojLjcoxg9xXhK5xz3Ne9RsQo57VnEqZnyaRvcvJlQepJyfwpt9cRWVpLO5CpGvH9AK0Z5PlxXJ+MH/0K2QthWkJI9cD/wCvVBBczscXdb444bnJ5bDf8C/+vUN+b5LYyWWxyQQ6FMkjHb3q6rmS1MTAEdKW0UqvOcCo0e56SvbR2N7wf4pvdd1GCymsoIktoi5kjZuy7QMH6+td9gEVx3g62tYrq9miiRJmRQxUYLDJOTXXg1pe55nK4uzGPECOleX/ABC8E6RbaRc61aAWU8RBaNB+7lJIGAP4Tz249q9V615Z8YtU2wafo8TfNKxuJAD2HyoPzJP4VUb3EziNCtwlg0p6yN19hx/jXf8Agq3FxFqKsCUOxTj33f4Vxlun2e2jtwOFAFei/DNEkGqowyp8r/2as27yNGrQNbyJLS3S2TDHBO4Dpznp/n8K0tI077LDNMw+edwc+wAA/rWqLKHILNnHtg/nUjYxgAADgAVSRlcquQgyahjbbJk9+tTXA+6KzdTuvsGmXF0PvIny/wC8eB+pplJXdjmfGmqQXVyuniFm+zP+8k3fLuI+7j8uayABJFhiw8xNvB5yBjP5Y/I1FEGuoZlmYtMxJLMckt1yasMu+xSWMfMhDEd8dx9azbPSpwUY2K3iO90zVbrTbS2ae0khSUMkudowEA25ODnB6YPFc3rHhnUrXwtLqRSGSzDsDIj4Zf3hHKn39Ca0fEGh/wBoKt5BICyRkFDk7u4xjv2/KsLUZNe0jRJdJu5LqKzkxugkIaNjuz8vXHI7GtILZp/I5q1eVKPsUtO/qZ/h62MlxJORxGNv4mukxhDVLRIRBpKEjDOd5/Hp+mKuMc/iKzqO8iIK0T2EzAd6QXSg8sB9a4LS/HMGrx7f9RcY+aIn+R7irj6kzHqarVbnOjsVvUDH5lH4mpftgMW3fx6ZriBqDZ71Yj1I5AyaVyjrllB71KrZrAg1DI5PFaUFyGA5pgX657xvqX9k+EdQuFbbI8fkxn/af5f5ZP4VvK+RXl/xf1TP9naUjdN1zIP/AB1f/ZqqOrJbOK0GPZFJJ03naPoP/wBdabDa4NQWMPkWsUfRgoJ+p5q3odiuteJG0241Ga1RkkMXlx7izqhYL6AcE5Pp71LXNI0vyxGwXf2Z3b+90pBeEs3PBOaw4LmWQAu5IIB57Zqyr8ilyWNoT9004LnbIxz3q8l4xIweQcj61z6yEZq0kpHIpWL59D3DSp7W706C+t4Y4jPGC4RccjqPwOavg1wXgPVN9ncWTtzG/mKD6N1/UfrXbJMD3qkrHLLcs0hFIrA07rgUxHl/xf1XZZ2Oko3MrG4lHsvC/qT+VcraQeRp8MeOQvP1PJqLxVqH9v8Aju6kU7oI5PKj9NkfH6nJ/GnX0skNkzRsQ2RyKJ9EOHVkw+4PY17opwo+leIaxp1la+H7fVNN1S+mVrr7MTcwrGtwQm53iA52qcKd3qPcD1u11qyu7eOW3uI5I3UFWU8GlyuInJS2NCVgW/CuF8YXIbVYIj92OMfqf/1V1Ut2vmYz1ry/V9UN1q91I5/5alR7AcD+VJmlH4rlpWHJB4qeFl3AA9qxkv0AOWp0eqwowOeamx2c6O28OzeRrMKg4WUGM/lkfqK7jpXlGmatG88UiN80Tq2Poa9YGDyOh6VUTlr73EBJOK8D16/HiP4g3VyDut4nKR+myPgfmefxr2Pxbqv9ieFtQvgcSLEUi/32+Vf1Ofwrw3w9FtWWY/xHaCfQc1ptFsxSvJI1wBvANd78NThtU/7Zf+zVwmhQWep+LF03Ub64tYJn2pLFLFGsfcljJxjGeByTgV2fw4jmtNX8SWc32hTbzpGEuABIuC4+YDjPTOOKhQa1HKaeh6QHoLVXMoFJ56+tMgSZsv8ASsTxQwXQZvd0H/jwrWmkAYH1rB8VyD/hH5eRkyJj86T2NKfxI4z713lSQpAya04otnBOQeaz7Yo65A7YPtWhA25Bk9OKxbPUQeX5RIHI9a4vxq811qOn2BMj7svvfnOTjA+gB/Ou6boc/hWTrFkknkXRHzwE7T7Nwf6VUJWZjXgpxMFU2bVXhR29qJO+ah1OSS3ty8bFG3AZFWPEHh/VvD+haTqF5NcLPemTzYWjIEGAhQMcfeYNnHbp1BpqLlqckpqLscMGZGDKSrA5BBwQa7rw7qNxf6ezXDBnR9m7GCR70UV0VNjlgbIY0ocg9aKKxRqW4bmROhFbVjcSOASRnNFFIDdgc7RXiPjmZ7vx/fLKchJkhUeigDj9TRRWsCGTL96s6PU7jRtdOoWuzz4WbbvXI+ZSp4+jGiiohuaVNjPhGEIHYACrS0UVbKp7DqnjNFFSaG94Ynkg1ldhxvRgfcdf6V6PY3MjkBjRRSMp7mzEx21BrNzJaaFqFzCcSxW0jofQhTiiimtzM+fdEUGeZzywQDP1PP8AKtPUj/oB7/MKKKJ/GXH4A13xQ+vW9vFLpOm2xt0WOKS1SRSkag4QAuVC85OByeap+HtSurTU4beKQ+TM+GQ9PqPQ0UVq9mYo9AF9PgHfzXC6g7DULjn/AJaMf1oorJG8SAMcHmkFFFBqi7pzsLjg9q9402VpdMtJH5ZoUJ+uBRRQTU2R5/8AGO6lTS9LtVbEUszu49SqjH/oRrjNLUJp8AHQpk/U80UU5/AjOHxES622k3l3GdO06+ilkDmO9g8wKyDggggjqcjOD3BrrPAGr3l5qOtX1xJ5lxduksrkYyx3dh0+lFFD+Eh/EzuZLybGciolu5t33qKKgaJZrmTyc5GaxvFEjN4bkJPIkjP60UUy4bo5S3lYAEHr1rVtWJU80UVgz00Xz/q1PrVe7UNaup6YNFFJEy2Zx2tD/iXg9yy81mXviHVNS0qDTby8mnt7aR5U8yRmJZsZySecbePTJ9aKK6Kfwnm1fiP/2Q==", 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", 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", "info": {"video_id": "115994", "label": "pushing rubix cube from left to right", "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": "397c4bd265314b91e9d0dc74a3e257fbd124a6236fbb85853b2d672cea27a0b0"} +{"episode": 17065, "episode_seed": 1930571425, "split": "train", "timestamp": "2025-10-13T03:01:27.874013", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1930571425, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing fingernail clippers next to silver key'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "59837", "label": "showing fingernail clippers next to silver key", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "59837", "label": "showing fingernail clippers next to silver key", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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ls9ZWOQSSWt0pjnRJdoR1BIcDHJ4x9D7VleNdUlWaOz0wMjSwAtcMgby4wMHH+0e1dtGpFU030OOrGTqWXUzUVfJiIbk4KHtjr/n/AHaqzwru2xg/JztLHCnuPwJ/ImrdsqCCGEt/qwIwT+HJ+vyn8TQYg20gcyfK2RzuHTP1AI/CvHcrM9NLQz5I41Zi3+qc5DMoOw+/t2P4108Uck0W6d8AdIwPu+n4/wAq5mSLKlEII6D3/wA4x9R7100Tnad7kgYAC8ZPoKdxMidGCBoyo2ccDGfUH2rNurt4bGYo2HMpAwf4igUfq+a1pJdg2fIGPtxj/AVzl/Kru4UZBmlcYH91do/X+VdeFj71zCu/csZNjYND4q0e1UhmgsxK5HYkE/zau4dMZl25XIY5HXPyt+uDXN+GYfP8VapckbhaRxwD8sNXatakIysVIbII9N3B/wDHhmtayvK5FF2jYqadAs1/awgAiSVQD0+YHKj69qvyeEF0+K4gtbl0WVi+2QhgjnJLDp1JyR61lyRlleMbo9w2kqcFW5wQexBz+ldBHqq3Ph8T3kUqXghdHbzN4faQN3QcnGfxqsLJK6Znik9GjkZdIfSlt4JbuS5kZnkeVmyWPG7A7DGOPaqsiRlGP8IPy57N2H0PI+mKq215d3uonULjMCFNsEBUfuUJ6se7ZAz7VoFYjwVIjJKuvpxx/I/itceKmpVG0dWHi4wSZmGFCGTG3fhkOe/Xn+X4e9aWjb3kkVHMTHb5mOc9cEe5/pnvVeeM7QzH5wSpAGcken1GCPpU+kKyvLtdfm2jg/Xn6Y5/GsFI1aNZ4URtqkfMMZI496ptI0N3bh2ztlUgk88c/wBOlXi6qC3VB1ZhnP8A9b+dZWo3K77ZmIOHd+OuFQ/zyK2oxbmjObtFnN6wGlh1K+kdSltarAgJ5LGQbv13V0Xh62e38N2EbLl0iWRRj8Tn8DXK6vltLSAH5rmWGI8dSSWY/rXpUFoIo1iG1FgG0f7uP8D+ld2IV0kclB2uzP2AOYscplBxjIH3T+HFa9v4ah1bTrXUWd4pYZJHjeNsbGJAYEHj+EA+xqlcw7Gywycbcj1HH8sH8KtaJdvaaq8UqSSWl1GfNVZceXIgPzAep6H2FZUGlU16mlZN09Cnf+G5DqKXhvW2RAslsrhV3Y+8SDzx26ViKqrFDtJDEAoe2O3+f9mrvjXUJ5rz7BY74kkhV5rjAJWPG0qv+0cZz6VVg2mOONjgpiMf7PT9Pun8TSx007JdAwkWk5PqUp4Yw5EaKNnb+6f4h+B/QmopBGu9ySIX+YnglD0z747/AI1omMNswMFhtbPUMOmfwBU/Ss+SLcuxTkfwnpnnj+WPqPeuBSOyxt22oQyxhSVj3DByevt9KsQiOWbc2JOeAD19yf8AP9azLbKxkMjBvZcitO0iAdAExn6iuuMOxjKRyO55NYnSVEiWxMkkrljiRA2cgehORXT/AA70538Pm+lXEt5PJKT6q3T9Qa5vxjZyv4hFrCWkl1KONIAvr0OfYHP55r2PTtEmsNPsLSG2V7e3gWPzI5FYHaByO/XNdurikcd0pGQ9kXV1AxvGQfQ9f5g/nWVcwOzOQpBb5gPQ9R+uR+NdpPatBH5ux1CtnDLjI6/5+tYOoR7UZkwSGIBHcHkVhUjY0hMzdRiMPheUlMg2+4Ad9zH9a5a4jWM5DHy8gZHZCcqfwNdZexPb+GruWWTdDJJGyL/cUuMgfjk/jXMX6Al1wdqErn1jb/A/yrKu9I+hpQWsvUNxljdduMEE47Een1G4fgKCquiMR5jHO0f3+OR9SpzUFpuD+Wz/ADKdjH09D/6Cat7Bx8gRnIKAnG1gTj8jkfRhXDLc6kQ2kq2VwwY+ZHJgqc89Ov4jGfcGtNrmOdAwlUk8Edhj+g9KzG3s6sihoiSw45Qn7y/gc/nV2JQ7j922B03LXRSScbmc3qV9fY22lR3EMAl2TDcCSC2QQTx0AyTXOQWpu7zQrAEObmcXci4ziNRkZ/U4rt7mzN5oV7bp8rSQsEHqQM4/Ssz4WaW2pa5da0qB44YTbQiR9pkY/eK8dh/OvQpJqNjjqtc1ztTYhIwoHIyF/DkfpVa7tSq7wuQwA49VPH6Guoi025WNRNbMHBB+UhunHb2qlexeTujYZ2sGXdxken5VMoaBGepzFlaMdQjPy4Clsn1UHn64I/KszXkDauQFO5bdGGB1GW3D8jW3LbSTXX2eKTYwIaORexX5v5ZH41n+IGVNbvFQEyQJEy47jDZH5E1i3akzRa1U/I51CInkUguBgf7yY+U/kSKsHJn3O+DJ94g8H1P8m/OqdxH5cpdSQidwP4G5z+Bq7CrPGF2gknGG/HH4dV/KuKep1ohngWRWUKV5J4PKt/Ev14DD6GtG3vIJowoKoWXBz39h7VUbBHyPtJIG/GSHH3CfqAVP0plsAEO9Cre65qqKve4ps1Ikjln3uA/OQM8n39v8/WuSDPPrMsLosYs2keZ92VdQ2Sw9uSK6uzjVWQKMfjjNcv4ytpE1zyYmLyajEkcKp3bJGPpn+ea9CgrM5Krujofh3YPPosuoSr+8vLmSQk91PA/UGurax37k28SDGfQ//rGfxrT0nQp9N0nTbGK13R28CxtJHIrKSOcj8c/nVye0aKIyBHQBs4ZcZz/9erlC+5kpnGXNu7swIwzjnPYnHP5gfnU0kBi8OTuVALQSyY9zkc++a0b9OJGTHXI9w3+BqhLDJF4f1S6aQmKSEkJ2VsFWx9SM1lT0kzSo7wRyE0arAGAOwru2nrsPDr+B5qVXaVXjyOVxuPf0P4HB/E1LfAHeI1JUfvY/p0Yf59ao2y+TJ5Q3MFAYAcZQ/wD1siuGTujsRZGww5yRggKxOShz8v6jH5VJayQ207s0QUyDG3spB5U+wJz9MUrhV3NKFaPlWI/iHr+QDD3WoWX9+pcsW+7IAuRkYww+ox+VZ01eVhyehqSOk2CJFYMd2e31/wAPT61i+KJFsLe2kWDdEyyRk7sFTgHd9OK0YkjZ9wAOBgYGMU7xBamfwtckOF8vbKc85VTyfp3/AAr0KUbSTOao9LHPWNhJP4r0XTZcMLYNdTr1254GffGK9NNltiUMuWAwRjPTgj8q5X4W6RLevquuCFpVnUW8OXAfA5YgHqM4GfavSYrGbYnnWsiPncVxnGevIrpkuZnNGVkctd2rLkleGwxx6jg/of0qvYWrm+yQvEbMSfUKQce5GD+JrortNn7tuWRufcHg/wCNYhtpZbwQo+x42DK6/wCz1H4qSK57WmjbmvFmHrkYbWZgVO5IkbgdR824fkRWTGRE8ikF8EA/7SY+U/kSK39dcDWr8qCZIfLIx3XbyPyJrm54vLmLjIWPuB1jJ6/ga56799m1H4EXGGJ90jjMg+ZgflPqf5N+dRzwrMjxlMAkjA6h/wCJfxxuB/2amiVnjAAUknGG6f7P4Zyv5UjBWGFZkyQu8DkMPuN9eNp+lcb0NyW1eUNtktZCvPzADp+ddBpZjd1EgkRD6r+lYVjewSYA455Lriuz0OOGZ1RtjFv4SOfyr1qaXY46j0NuysLEyQSvFA8sefLLKNy56471tSW8LRhBvQdfkcr/ACNVLmxtYlEht0yQAMjpSjzC29JXTgccED3xium9tDjeupJc2zLbvtupcHHDkNj+tcbqNpMxPzxMAOfkI/z+ddTc/awGdLnemMBWTJB+tc1ezXsceXSJiOuOD+FY1ddjWloczrniB30uz0qa0na5ecb3iQ7EhTGGJxjJxjH1NYM1/ADsaSQHaV2vEeV9M963rq/iZnaZ5okPALA4rHluLaWRwLiJwOx5/nXFVk5P3kdlKKitDOFyksgkE6MSuw4ONw9x60suouiiMoj/ADBgQ/J4wfzwD9RUFzaWr7h8iknOUHP6VjaZZvqnimTTH1e6tYtshi2R7yzKhYL6AcHn296UKftHZFznyK7Ons76a6eRlgyysCyqc5J4J/TP4mt20cnYTbyox9un5V5/4I1Fy119qleQHyyvy5x1z/SvStOmjlZTlQOp4xge9b06fJ7plOfNqjpNGjt5QpJIcddw6V1Gm29lFb7LeOFUyT+6AAz+Heqej2dvcWxYxxuSuNwFTiOKOR44UCcYJTg/nXYtDik7uxcNpFI7MskyM3dZD/I8VkazbyFm23LHjGGXd29av7ZVjKi6lU4AVjg8+p45rL1D7amF89GCjBLqBk/jSm7oIKzOZd7vTLxJ0CSK3yyqqYOw/ex79x9PeuVu9Wa/1K91H7Fe26ST4hDJ85jUYDEdicHiun1K6nTcjx79x+Uw5rnr2+tQhDTSRyDqsikc/wBa4qkpW5eh2Qir8xjvqMAC7ZWVcFB5iYGPQ1HHcBI8QzI5UELubtwf6VZunt5YwDJG/wBVH9a5zXUSCye4tnkSXcoynFYJJuxu3ZXNiTV5iZW8uPEhyeSMHrx9Dz+NbFrcAtskhlHXkIcGuI1izhtdAg1PTtZ1GYG6+zg3UKotwQgZniHXapwp3eo9wO+sbuGUKFkVifcit40fZvXUy9qprQ2tMMMrqGZgv+0v9a6+y0jT5JILiS2gkkhJ8tyo3IT1xWLo0MU5UOqMCeh5rrJ9OtI0WUwg4UBeSMfT0rsgkkclR62LjwRGHy1Lxg9kcrUU9s627lbuXBAwHwcf1qFWlJDxysox93AI+vr+tJcm6ALpcK0YH3Wj5z+FW3oZKOpyuo2kzs37yE4B6xkd/wDPeud1nXp4PDzaXJZzSzzSLDC0KkqsQyWZj2IyQB1PHvXT3st8qEtHCxHPp39u9cxd38Zd2lM8aDjJBIz/ADrjnKUHdHXGKktTBnv4opACbmPk7N0fHPUZrPN5DIybZwDEcID8rAemK1Zru2eYhLhGGO4z/Osq5itpC2Qnzd0UZrk06o60Pe+eGMpGYmRgAMZJGDkfzxUtlqDyyuZIQdoC/u8njkjP8q5zSLe1vvFn9l3uo3lpbSSbEkjmjRY+5LGTjGM8DknArT8MtJY61rNldTXCmCby1S5wJBgsOdvGcYzjj0raNC1pmTrJvlOxtJYiwxvUkZIKnp9DXXabYWt1HtdY5A6lWVl6g9RisDTtski9OefvZruNN0y1ltHHl4LYyASPf6V10oo5asmXtN02ysbVIba3SCOMYRYxgKPQYqb7KWZil1OhY5+9uH5GqaJHDvhtiYvQg5wfoeKmJuTGVS4VX/h3Rgg/WtkzBoytat5i74nVs5A3Jkj8f/rVzInn0rUI5isbwuQs4RTkRkjJA7kYz+GK6W/kvg4UeVIAOTt5zXLaleSxbkljZWJ+Xyiea5qjad0dFNJqzOXuNZ/tC+u9RFpeW6yzkxK0eWMYAAJHYnGcVnSalBhNsxC7Sg8xMAr6Gtm8vrUq3+lYcdVcEc/lWXdG3mjGWifv90VxzlzSu0dcFZWRWSdUixFNGxAKruOeOP14FMm1edvNYpFiQnJyRgn0/EZrI11EgsmuLeR45NyjKcAVBr+gaz4f0HSr67u7sT3pkMkLR8QYCFAxx94hs47fUGqjQ9oroUqqg7M9CtThzlVbtyM11OlWUUjK2ZELEA7HIoorpomFU2oPMEjB5pZSGC7pGyeBV63kdiwLHCtj60UV1M5UX5Y0W3DhQGYckd643WtkTDbEmWfBJHXNFFY1tjSicrc3Uj3Lw8BR6VkXEUaCQiNfyoorhlud0NjIu4BFEHjd0Yjsa4r+2r3S9ebUYHUzxO+PMXIO5SpyPoxoorfD7mVf4To/h+x2347ARj+demWCJMdjouD/AHeDRRVfbZP2EdZa2QS1Lx3FwnRSqyHBB9fp2q8WaKJnU8qcYPSiiutbHK9zTs1EvEmGB6gjNUtXCiI/IpAPAI4ooqJ7BH4jgr+7dPtBVIwUbaML2rDmlNzBulAPt2oorgqHfAybgLLKI2QAY7EiuX8RF47EhZH2+YPl3cUUUUviRU/hZR1vxVJrkVvFLpWm2xgRY4pLZJFKIucIAXKgc5OByea9Tso4m2kxJzjtiiiumt8SOWl8LOnsrVVkDpLIhPoa1tOv7q8hD3EzSNgDnpxx096KK6IbGM9zUtp3Z3QnhTj61olENqZQoDkYJHeiih7MnscnrQSJXkWNC5YAkjrniuUvbqQXPkqAq47UUVw1Nzsp7GNcIiuzbFJIzkisi5hXyRIpZWJ/hY0UVijoOPOvS6TqF9G9lY38UsoYpfQ+YAyDggggjqcjOD3Bro/BV5NrOo6re37Ca4ndJZHIAyx3Z6dPTFFFd0/4aOOP8RnpNrZxGIFcpyD8p9x61vWN7dwzxWiXLiKSJZD0yDuwccdOaKKulsRV3NlZWQxkc7m2nNX7Ui4YJIoIIzRRWhi9ipqkSS5DruCnIBri9QfyRKUVQVbaPpRRXHWOqlsc9eYuE3SgN7EdKybiGOSQIVwMdjiiiuXqdS2OV8Sb4bMhJZNvmAYzx1rEvPEerX+nQabd3s09vbO8qebIzEs+M5JPONvHpk+tFFd1H4DlrfEf/9k=", 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", 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", "info": {"video_id": "59837", "label": "showing fingernail clippers next to silver key", "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": "933e35c520ef653672154c0a43901ebf75a8a452b8ae698208cb36c016ea7d76"} +{"episode": 17066, "episode_seed": 1684990255, "split": "train", "timestamp": "2025-10-13T03:01:29.595173", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1684990255, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding a newspaper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "121111", "label": "folding a newspaper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "121111", "label": "folding a newspaper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "121111", "label": "folding a newspaper", "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": "f1631377c3c4abebfe6d51220c1085d2201e129cf5c83b7effc6bf9c4685582a"} +{"episode": 17067, "episode_seed": 1863747341, "split": "train", "timestamp": "2025-10-13T03:01:33.099748", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1863747341, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing a jogging pants'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "208487", "label": "pretending to be tearing a jogging pants", "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": "208487", "label": "pretending to be tearing a jogging pants", "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": "910fb379572b90255d95eb64e1bfd04789885a21e2144699a21eaeb4615736fe"} +{"episode": 17068, "episode_seed": 2439476959, "split": "train", "timestamp": "2025-10-13T03:01:37.376315", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2439476959, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spilling water behind a glass cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "53198", "label": "spilling water behind a glass cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "53198", "label": "spilling water behind a glass cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "53198", "label": "spilling water behind a glass cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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VyXjOO61XXbTRbdtwDb9vYM/PP0X+Zrq7c/Z5lXaArLsyG6YBPNS+GdJW68Y6nq8wysLbI8+p4/kKTJbsrnQaJoFl4X8Ms9oAJYo9xlI+Zm9a3/DWlWupae1xc2xkcjCg5wi8YAHrWLqGpm9g1G0tyqrbpscGNmL5HODwAPzPFaul+Lbey06KCF1jTAOHPOccg1JncjGiade+IJNEuohcWl1AwXzBnAAJAz6qQcezV4x4i0K8+HPjmMpua3Vt8TH+OI8Mp9+35V7/AKZd2OreM47uGT99BZs0yDorEhR+OCTWH8XNFh1vQ45kANxayZU45Kngj+VBVzmSwKR3UsoOVDxqmDvyCB/Os3WPNu7OGeHInYqNychVPB/D2pttZXb6LHbxPGkwgAjLHDZ7c9ulOs0uLWwMV+QWiLK5BIwueP0NMtGF4sg+0appc0inZbJJIwxklsoF4+pz+FX7UT+fGLjb5qoWcKcgFiOn4Cr10ivNHwoTGcAemDVC3nWS+VUl3kby2Oh7DNNbFdTQcqs7ISrB9uVYeuAB+lWVmUTRW0jBnZSxHsD/AJ/KsoWz3GtG5dtsUAAQD+Jsd/bpT7OFxq81xI24urAAjO1QwAA/LNBPUq+IdXTQba9vodv26YiCIHqvAOce3X8qxPAvgK+8V3P2y6nNvbuxImcbnkPcj/Grmu2B8QeMLDSlH7tUDSEeh+Zj+W0V7HoSJpywxRxooiTCKo4GBwKTJk7HAax8N/DlrK9pBczvPH8sk7vxu7hVA5x3PTtzXCa34C1Kxiea2dbyFFL/ALvk7R1I+nGR1GfSvcvA1pcXlvcXcqIS5HzvjI/2Rn86TWki0vxJYkQlPNlVZEx1ycZHsVLCpsFzxjwXrtxJdWmlTXGCCDEznqoz8n+H4j0rupriVNbTedlv5YQbecsfX8q5P4peEW8LeJE1DTgUtp5DJGV4CSA5OPr1/Ougsb2O/wBNttRnn+WRfM8tDzuB5XH1FUgTJL2MwShzs2OxZSDt6ckVwvw8tERrq9k2hpCIY8jkjI3Y/T8q7DU5JbvSnlAY3EedmzgqQcfgfpWfo2kLp1pAsjLuhiVYh0AkIJYn1649qZZ0Fuw/s+U8BSrBcntnA5q5p8aWMS2qfcBJUseSeuP0qnbSLFprOmNqIRyMcjr+tRW2qwppb37RlUU7EGMkkYH5ZoBlvy5NNtb2dDJMWYMoJHJ9B+JrO8W+KINEs4MRK+ozplISchF9W/HjHetGGSSTRYpJQqsFErgngAHcefoK4bw34fm8eeL7m+viy2SvlwD1H8MY/Dr/APXpMWxlrfa5rsnnTNd3rZP7uNSVX8BwKJtVvtNlUBLixuE55XYfy7/jX0deSW3hjQLSy02CK2kuCUQwqAQoxnB7E5Az75rC1nwok1m02oWFtICMs6Esyf72fvD17+hFSK5574b8dJq7i01LbFfjAV0HyTLnnjs2M+x5+ldgJ4zp8lz5qNbhc5xhVA4/KvN/GngeTw4kGtabvNhMxXg5NvKD0z6ZHB+ldJ4e1O117wnFHIojlR9syLx84Odw+vX61Sdx3Nq8SSO8guYJ2ClMOgb5WA5xj1wf0rzj4pEMmlMowGaY9Md1r0pGFxp4E/zSICEwNrZBKg+orzTxig1rU9Fsot4kLujoSfk+6T+XPNA+h1vw5sf7L8K2wddst6zXJOO3AUflz+NdbazwWD2li27MmSvBPOe5rI0+4imhtkgVliVti/RF5H0zxWu4H2jLKQ2wBGABx649OSKYdCfULpLRAZHwXbbGS3O4/wAutXHijkvlumG8wIwVRzgnHIHriqjeXOsSTIN2cruwSMHrWXqusDw7b6lqsztInyxQQZwGkwMf/X9gaANCbWNL0OGZtQnSFJs/J95pOuSFHXrWXb+P9LyDsu2CsSG+QZGT23ehrzzT9I1rxbdPfShnMjY3sMbj2Cj0HpXTy/Dq6gR4/OuBMoyyhAQuRwDz19utTdibOutNasNfhzav5hiPmuNpDKc4Bx6gc1rOUuLRrdpNu8bEdD83Hf8ASvENQsda8OXFrfxebCkRxHPHxtbuCOxPcH6V6X4K8RP4gR5GVMRLiVF4KuTngeh5x+I7U76BubTznTdOiM/mXCwvsZ0TJx2OB6cVXumUxyTxONjIZUYnpnsR6dKfZTyXtreQzKkcjOxWNuoXPHI68iokZo5XilhY7vkZARx3Jx1x81A0ecSFdL06aZIyWmlzgDkkn/AVsW8322wWTDR+aucZ5H5VTuUSTyIWwUySVPcBelTwMICkbkKhASNB6gc1QX1M271NYZ7pNuBaxSMDjr8uOa7rT1Fpp00ydJ592fbYp/rXBeLF3aRIsQG+YrFlepOcn+Vdt4en/tH4f2lx1khCLJ65UGM/yQ/jSIlsPLRSxyqLie3Zw3ywqGWRj3OTwcnGR2x6VgxSzojNGgkdlBdVbaV7YPvV95FjDyNIFVO59ewqK3sZZTJLb3Y/eHLh8D8aiRKOg8GHydQvrmMERCELkj7xLZ6/8B/Wtxr+O81O2tpQGjkmRWU9CCRXNaVeLZI9mHyFOSw/iJ71atZkGs28rHMcTea/0UZpoDK15Io9ejEDbYoIfL2r3wzAH9KzpoTqCXCuRsIKbR1PHeob2eS48Q3ajCiOONMg/wAWCx/9Cqn4fdla6aWTdLK5k4GFOOMj26fjmmaR2KTK1stpDu3GbO088KcFh+lM06F7K6vZWfdFwVJHPqfw6Vf1AeUI5iwIAbZkdMkYHv3qvexb9MaLHzTEKcHGST/hTKWiNMbWttytgHDkr3qDzAJYG2bWLjjdyBgk5/OodJjFpaR2hYNINzHB9/eqeqxy2c9zqRkHlCFmCgc5CgDn6mmI6Hw7FENYvtTcDcYo0Q/VQf5CtpNRFxqE8UplWFYh5RSfy8v1JOOTjI6cVjaEFn8KW12nPmRwZOPRGX+a1ZhnjXEc9tDcx54WbJ2E8ErgjGe/rgelIye5c0fXL0Qw2EKO7RLwkRAyP73J5OPStpdVtdevtGhuG/0qGYueOqKN3P4jFcGiFZpFjKs0ZYEYyoA+7j8K1fDglGpmchQIoyWK+pGAP1P5VN+gHRfEWKHWfD9xbtgurCSM+jD/ACa880Gxni0r7NvROXC7u59B6fWur1O+eaYRscjcAffmpPGFlbWOrQW1p+7SCaViF/izg4/WmUjmdOtb6yglgvmDsjbgQT90jrn6g0291YW1hC4TqVLb+2emfTgZq5L5t3OyAgRoMMe5rOgtzPp8kUx3tOxJHtmmWloacUX2jR0hb5/NT5vfPJ/nViQRuohWPcsJB244GF4FZh1D7LrMFmIWZWQLuHRSf/rCtC/l8i3e5YkpGn3AcA5oBkWoy+V4Zu4kBVlhMOMY54B/Qmul8GaXDoXhu283asroZ5WPGC3PP0GK46C5TUY/IT5vOSSXH0df0xXW6hMZhLaSOY4idhZQSQoPoPYUNESZt3c9vqur6SJHmijhjkcvJEUVl+Xlc9f8mupe6tNQsZYLIgSBCFRj98Y6flXmery36x2kl3EQyIRHKJxNnoPyx3PrTrfWDaC3ntXlMoHPmShlLeo6ED2qbpCOp0bSY9Y8CX2nagmYpZpI1z1A2qM/mP0rxbwrBLoHiq90y5QOCGjOf7ynhh+H869rsdWMPhq0WRl8xkLuV6EliSa4mfRH1PV59XSLMa797DuQmcflTQJlZtUR9YjhklTzTGdij7qjHGPfg1SPh9LjXPtbBmAilwSMEtIFHXvgBvzrR+z6ffpFqKwLHcJgq2McDjHPTjNVxqJi1MCNT5Ece/ew+8TwAPqR+WaDRGqoENzDEse1UIhUZ6Ljr+gpbmS4n1uCCDcI1QPOx6bc5wPfOPwrMsnuf+EjkS4DFFQyK2cgZGPw78e1byZaN5YsF3Axu4wKoZBDJPN4iZ5MrBEjpEBwCeMk/j0rnvF1g+t+J9N0aFyvm/vJD1VSeM49lX9a6NZVE0Mscu4M4GdvDAk5/kOfapvD62p8VXmpXEsSOlsiwmU4GT156DgUmTfQ7PRtKg0XT4n8tB9mhZ9qrgZANZ2g6f8A2xYm5niaR5HPzEkAZ5P4k8/jSr4j+3m6t4JxCI4cqzQl/OyCeM4AGPXmq9h4mkg0y1itraUraxqZBGhYKQOSxFIzQ8afZahrN3odyn2iC5iZRv6nAyMn1GCM+mPSvJIrS68AeP3szKHt2/dl85DRt90n3U9foa9o0krf+JbfUzsjbyZJpEVs4B+UH8f6VynxR0+DV7fTr23VRNCpjO0dV/8ArEGgouSv9gZppHV58bRGMEYyCTx0781m3SzR+IbeWJn8twzT8ZDkDHHvg/pUU1hqV9o8a2bxLcALwTgsAOc+ueOKuxMxt4DdA+YQo4YqC+ORgfjQykcPd+WIFd+G3BVYdVzwSPwqeJoiGmzny2YZ+hOf5Vla3JizhhUnzZZAsYBx8xBx+tPnWS00aCDIWRiquU6erfhwaYFbU7kT2ljIQQhEkxPYcfKT+ta3w112K3v7vw/dyYivVLxZ7Pj5gPqACPdPesfUpFWwiVhkFIkA/DNctes0Vx9qtnKSRSlo5EOCCp4INK9inG6senX6mBZre5X9+kpH59D9MYNSQTokQV1GVHFZWk+KrPxdBBFdvHb6rHhTxgS47r65/u9R2yOK6RtBuZI96or8dUcfyPI/GkY2toY6XLNevtbqM10ljIun6JeareHEZjYDPXy15Y/icKPc1n6RoUa6nLPqtzHbWkQ3OfMHT3boo/X2rlPHfjSHXZW0vSMjTkYbpMbfNI6ADsg7DqepoBK+gaTdSXTTXlwdrzStK5+pz/8AW/CttZI0ZXEW2OJXDHHO3qB+eawdBaGa1Rchhtwynn2/pU+nNPqfi2fTpdVuLOL975IjTdllQsF9AODkn096Zs9A8QA3M+nRI5WJmLHHflcfoTU9zkIkgxtibe2fQA/rXP6Nez38kLXEryCMb13Hhe3+FbeoSMunuV6kgcfWmhNk6GTKeWuzkBiRk47iqfiB/O0touhkkEII9M5P/oNOs9RU6dJfy8RMxcY544H86z7oTDTLd3cl03zPgfeJyuKGCOn8ATLd+FtQ05WJks2LKD1Kk7x/KQU6a5jijeQqXJJVQPX1ri/DPiA+GfFEM8o22so8m5OOApP3vwPP0zXX6zbNp9z9nTmCVt8TA5BHpn2z+WD3pPYzkrMligtJ/wB5vNs5H3hnBHpxVyyuY7WR4I2JQDO49W96yo5jCm1umOM1DHIzXR5PIpCN8ILrUbZB0eVQfpnn9KqeJb03fiJREMRsskoOem58L+i1q+H7R0Mt++AEBihLdC5HJ+irk/jXnGr6w95dX9/aSMieYscDDj92owPz6/jTKjqzX0mWU6xeGaYZPyKqnj5e/wBcVNpd1FdXUoh+aOBQqsOhz3FZ+pw29rottqematfy5vDb77iJY1nOzMjxY52qcKd3qPcC/okIgs2Uf3tucYzgD/69MuJaSIS3klxsVpEkKxnrjCj/ABrQi8ueLypdkhHEozkA9cfyrOZoUu5ADtwFLL6lmAz/ACqeSSO2aGHcN08uB79zTBGLZXBg+IVjbY2wNB9mI7BnUkfrtrvtWXZfzEDhm3D6Hn+teWapcyC8lvLdwJlumdT/AHSh+X+Qr03UdQh1PT9K1a3GYLuMB/8AZI/hP05H/AaRE0UrlZjBH5UCs6vvUn6EfrzVeOGKaWNI42RgoVi642c8moo52a/ctMTnjd0x6Yq9d30ht9jGPnHKqAT7mpYjavmQWkccJISNAqj2AxUlhdG18HXzY4a4k+b2EJzWGt8Wh2npirHiFzp3g5IJG2/aI+Fzg7pjj/0AE0wMO6v7e2sYvNP7sug2L78VbvIIpLq1QLhQ2cDj7vNcvpsVtrHi2LTdQvrm3gMm2KWOWJBEccli/GMZ46k4qVtS1C0vdRspPtTzRytDGLnaGixu+9jjOB2496EaX1Otc/6HcXUeA5jIXcOn+c0eH2uV07ZeOzOHKruGDtAHakdWGlxxMhY/IGCf7wzTxMo2zxDzGzhRnAwTyaob3K2pS3VrqQn24so4zISTwCqknA9a0PCsS3+nQ3JcZeCBwrcqxG5Tn6EVR8SyB9CukBO5l8oD1LkD+VT/AA4kT+xZ7FtrvbM0WMYO0nep/R6REtjpLiGyunb7WhR5QVV4m289Mn1HA+mPeudtZbi3aSaFm3AHcFfBUg4AyOvata+vYIIXWRS5ztAzVWLTjI8jp5sSuM7kXcpHoR6ipZCNvwda3Uk9/cxxguqLHknuTzz7AfrTYLSC88Qw2UjpLDIzbjG+5SxUk4P1qO0ult7JtOAxHG+5yfvOxH8X0qXSNqa4Lgn5IIpJD/3yQP1IprYpFO7VbfXrp4nIiCoioOgwo5rH1O2e90x7mSTaQwkQISMds8fWsrxZqV5DHqs9tMYXiuEjR1PUKoU/qCKy76y8QeHfCumTXd/eK955nmwFeIR8pUE4+8Q2cdvrmgpbEEkave2xYZ27iPwH/wBepNROLUv1KZIz/umiimIxta5tHHbeR+SGue1H93occi8MVBzj1ooqehsYMI2rx1z1rotP8ZeILVPJj1KYxrkAOd2B+NFFJbkNaIiu9b1LVZnW9u5ZlTBVWbgfh0pdPiV5m3ZoopMIm74TRYbuYJ0MYJyfp/iah1PUrjRtam1K12m4hkbb5gyPmQqcj6MaKKsX2Sr4eGbNhz8ssQHP+1W1rsjLZQoDgPMgP0yKKKpElnUY0g06OCJAkXmKm0dMZ6VQv2I0hSD/AAIPzaiil0Ljuc3qozJcZ7Of6V2vw9vJtZ0xrG/bzYrWZIoWP3lUg8Z9sce3HSiipW7FU+E2bmJA5XH3cjP41BpEC3WuwW7lgkkioSvUAnHFFFBmb/xXuH0Pw2bbT8RJJN9iJHURhSTg+rY5PfmvJ1AGggYyNw/nRRQy4bF7WvEz61BbxSaVp1sbdEjie2R1KRrnCAFyAvc4HJ5rptNYm0iJOSyhifUnk0UUwRQuiT4kgjJJV2yRn0CkVbklZ/ECxtgrDFvT2JVsn9BRRVMEc5rEalm/3APzyTXSfC+eS+0jWNKuG3WsO2WMd0Zt2cH6qD+frRRUDqbFmzG6DefvdaJpG2de4oooMja0S2jvL6zgmBKSSqrAHqM1nfEi8ml1nS7YsBEyyXBUf3g2wfgAOPqaKKCl8SOOOtvpWpXkRsLC9imkDtHeQ7wGUZBBBBHU5GcHuDVrTbubVLi8v7xhLdTSpI8hAzli2cenp9KKKaK6nfSsUtpmHVUYj8qjsTlduAAIoyAB0yv/ANaiimU9zH1O5eSzO7B/4mW3HsAwH8qqeC7mW08UyJE2FntZGcH1T51P4EfkTRRQxP4WdbrB4kOBnziKfb3U6xhVldQq5G1iP5UUVJkVbSV2nlyxJLcknk11uhIv9n305ALlo4+f7uScfmBRRTQ3seQ3c0lz4daWVsvNOJHPqSxJ/nVC61zUb+xh066u5Zre3LSr5kjMSzYHJJ5xt49Mn1oooNGf/9k=", "info": {"video_id": "53198", "label": "spilling water behind a glass cup", "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": "dd29d8b177b28be43c97db52a21ee4a917ae0de3a1a72e27b853aac479a57193"} +{"episode": 17069, "episode_seed": 3706560534, "split": "train", "timestamp": "2025-10-13T03:01:38.593884", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3706560534, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing bottle from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "137643", "label": "pushing bottle from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "137643", "label": "pushing bottle from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "137643", "label": "pushing bottle from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dca669901e420da0aa41c93ebe81d1a61c071a2f93991c907a4b3c04b7eb904d"} +{"episode": 17070, "episode_seed": 6861441, "split": "train", "timestamp": "2025-10-13T03:01:40.288701", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 6861441, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning a spoon that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "153786", "label": "spinning a spoon that quickly stops spinning", "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": "153786", "label": "spinning a spoon that quickly stops spinning", "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": "12d59b0d0faf204723b63c5096a47d6bb28608167c851bfcc7298561475878ea"} +{"episode": 17071, "episode_seed": 1746333590, "split": "train", "timestamp": "2025-10-13T03:01:42.487893", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1746333590, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "154271", "label": "pretending to be tearing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "154271", "label": "pretending to be tearing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "154271", "label": "pretending to be tearing paper", "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": "23968428a414562ff7fb0903999a513e14b0ffd1bbc977fb823308ab5bde4131"} +{"episode": 17072, "episode_seed": 3667567530, "split": "train", "timestamp": "2025-10-13T03:01:43.781275", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3667567530, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lid so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "128495", "label": "spinning lid so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "128495", "label": "spinning lid so it continues 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": "7702627d36ae20350b88bd0a0595415b925f4dc51693286272dd8854439e4af6"} +{"episode": 17073, "episode_seed": 4146942845, "split": "train", "timestamp": "2025-10-13T03:01:45.870590", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4146942845, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering stuffed animal with t-shirt'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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1ZGR28mQqrE53L1B/LFYz6RdwHKN+RxWqoRf2gc5LoRrZSzHLMzf7xzViPSiQPk/HFdPFaRrjirMdpGzbRXXKqZqkcsuiZXJBp/8AYOUyFIJ6ZrrJLXZHkcgdRVZw0gO0EAVm6si1SRzeiWBh8QWhk6JJk/gDXqemWlpH5UhLp5p3kjlR6Z/SuCk06abUII7dsSuwxg4x75rvNNcxXH2efmIHCkjjNTWk5RFGPKzqJrqCxuI7eF/nIyzdAc9B7968vvPD8lvqFxFKibg5J2LgHJzkD0rt7yQRajD5kYaNkHLdmGf6VBqshupEk2MVjURlscZ69a5oNx2NkkzizoELg7kU/hVeTwrCx+VcH2NdYDGOqtnpjFTpEJCRsCla0VWSK9nFnm2saL9jMACn5s/0qpFpxx9zBrt/EqLm1wAfvf0rFiwc7V4HetlUbRhKmlIyl0/HbNSnT1IACitqGPI+ZaJ4cfMmN1Q5sr2aMC40tDGRwDjtTvDMaW2pSEkbym1QfqK1ls5JMMRn1o0fR0uNZaQ5VLf5ue7dhVKpo0yJQtsbF/ZeYo2JjIGCvSuf2LIssMijqQM121mskMZWUFomHyuOg+tchd3EH9pXMSMMFsjjPFRTk72BpWNP4b2/k39znswAr3G0Be3IzkYryPwbbR200siPkOckelet6c2LYZxyKzr6u5dPRHLaxphkguWwfMjO5SOorw6PTkB59a+jbkCWa8Uf88jXgnksSQDgZqqD3HUWxAtkgHGBmtC00S6umVbe2eUuQFIHH4noK6TwlpdndC4nmiWWSAqFVxkDPfFdzB98DAC44x0rZmbscSfhzbR2Hm3tzI85/hhwFH4kZP6Vuy3cfh7wjc3WeIYjs3HkkDav61sajJ/o2FB49a47xjBLqtha6JBJs+ZXuJf4UUAnB9yT09qS1WpD3OP+HHiG+svEX9nRyBor/OUkJwJQCysPQ8Y/GvofT7lbtGfkBlWQeoJH+INfLt3p914YvLO9VsyxyCRGXplT/hX0L4b1RJ2lMZ3xyxrPEV6eW3P6EmnVSl7yCF1oy74ul1KPQbufTG3X0EZaJcDk9/0rzPWktNVmj1ywixaXoBYbceXMOHQjsQefxr1ueeEkPJ/q2RkZu2SOM1hWeg28p1SC5BEF6sMgK8fvFDKWH+1gL9awWxqnZnlpsVbPyjGKxtas44mgOzk5/pXXarplzpV5Jb3BZiDmORRgOvrWJrqK6wMoyADx+VVBu5rNJx0OeiVAwAHPpVhIVdiNuKRNiMOPmNXoogBuPpWjMkjJvrHMe5eq10PgzX0sbVrG4zgMSuewNZc0u9ymOKqzjyD8q5J60J6WFKKNDx5e2100cFvIXlYghAOlN+Gkv2DxhNZSEj7VbMiH/aUhx/I1dsvChlCX92ziRV3CJADj0znv7Vhah5+g+KLTVIPmWKVZlI7jPI/mKcZJrkM3FrU+l7C4Se3MmRgyH8RVHxCL660W/tdMmSK9khKxPITgZ4PPY4ziszSbhL3TIp7Ob5lJZVPdT0z+FW7nUGhg+0yJlMBWA5K+9c9rMs8zXSNS/wCEbtbq/t5FntHayuN/LDacoT6jBxn2FUjZAg5AzXsaNBdacYiokikHIPOQa821jR5NHvlBDyQMcxyHuPQ+4pNts2ha1jmkjVXDMfpVyFD94j8hVFiPO4JYDpVma62whVGCa6WJCzXIL7F7VINsaAhck9fes9JgMkjLHqakWR1jDgjhs1PKO501ppSwAXsieZOFxsVsbc+nvVqyuI4rh3ldRG7BlJ4H61Rs/ESXLCGLBkGCd/b/ABqHVWUu8ZAZiwcjsOv681nKL6kqzItZ1E6hqAkgYS20BKfJ0JHU/n/Kum0OwnntWkM6F8fNCwOcf1rkrA/YZCY4FljMm/bnGOK14NauDd70gMWQAec5puOlkNXTL91DFFcSLghTgjntUCQqGJjc+h74p7uZ8uRzXOWstzf+L7nTDq1xZxnzDEI0DZZULBfYcHk+lRGLehrKSirsk8Qx58lgMnnPH0rDRgz+Wo470y31S7u4Ga5neZsDbu7Z60ke7fkkg5zxWyVlYybu7mkdsEfBAPaq8bFjvcfLntVeWRpW68DtT0d2AXkD0qWiky1bxve6nDbrIUDHk+grr30sWlrm1jx3cY5YeufWuQQfZ7mO5iBMidq6Gx8QC4jIun8gLxtJ4IxWc02tCXvqUbnWIdOspIpXOcMVOM5rj7e2lnuPOA3NN82fStbU3S5uC6cxjI6deetVo57i0jDRJGwC4GeCK1pqyJmrnU+FYfs90U3M2eTn1r1S1uBtigX77HP4V5D4J1T7TrZt7tQryg+WV6AjtXVeJdQu9Piae0uHhmjkRQ6HkA1FWLcrBHRXOqdh/aN6u4cRt/KvELlRG2FbrXWa5qF5BpQ1az17UZN0xt2adFRZvkyzR45wDhTn1H0rkGUs5JOWqqUHG9xc/MbOhasmkzGU5MTDZIAOceo+legWk0c0Cy28olhkG5GU5BrySfcqBc9eoq3ouuXmjTlrZw0LHLwOfkb39j7itRNXPSdXuorTTpLy4kCQxKW5PLHsB7mud0PUEvLFLiZtskmXkz0DE/5Fcxe397rcyG8n3hM+XGowifQf1qNba4hZTFKygHO3PBqZWasCizV8VWFvcaf+6G5D844wFbnOPyqX4X+KHtoksnYefbhliVzw8bc7c9sHpWfqOo3Nzarbuiqo5J6k/wCFc69hLbzLLAzI45V1pxStysJRd7nvkniDTdS06SKXdb+anzI68qe/Iq5p0kj2CBpBIUHyuP4h2z74rzez1xrmwjiIikuEwC0owx98dDXX6aJ7ICQyBn+9IN33x6fh2rNxsBr6naWeoWqQ3TrGGOIpG/havL/FVjLpNytvcKodcng5DDjBHtW1c6mdR8Y3Ol3GsXUGmyTYhaOWNEjGAckuMYxnjrniuM169vJNVmtL66uLg2bNCguCN6KGOA2OM04wd7jU/smUCTKWAAqea4bYEB570RqCNzDAqGTAYnFWxodHIFH3cn1NIyNhZBj5WBwaNvHI6+9XY7fdHlh+FS9B2udJZ6/bzxeXGRJLjkHjB965nxonmIWQbSWBUAeppq2Yik86JijdMimXCyTMTO7SDpuJ6UopJ3RLi2rF3wd4jeKFNPnmaKVTiOQHBHoR/UV6INcuXTyZ0idGwC4HUevpXk9nai11CKfaG2NkDseK6zT3gvrqKKN3Un76N2H+FVJJ6oizR6Zps6SWivAw2Dpj/CptZFrc2sdveDaJ/uvjhWHeuJ1y/uNG0RrmzuXgfzI42KdcZqjr8viDTND0+51LVrsNc790Ui4EONpUE4+8Q2cf/XrJ029UVzWObVBke9Rzf6w8miity0RhQRnvVuJFZORRRQxj1togwYLhvUHBqSBQJivY0UVLGi1b/LIVHQ5q0oAbIooqWWjRhOQPeuG1C/m0nxdc3ttt82KVtu8ZHzJtPH0Y0UUobkVfhKVidqsB2AFacQypPeiitGREhbhxU6csozRRUs0RrKi7Rx2qCZF9KKKyRRT2KJCuOCKi2j7uOKKK1RDIrUm11m1lhO11mUg/jXe+Nzts7lgOQ6N+NFFKpujPozgdZ8TS67FBHPp9jAYlVEe3V1KoP4QCxUDnPTrSxgKjN1I9aKK0JgQSuSMnrUCsVJAxiiimWatiAYxx2q6Pu59qKKyZaIWQDH1pghTbjHFFFNAM3m3Tz0A3xMHXPqDXqs8KfYlcZVmQHI7UUU3sZy3PKdZ1p9L1m+jNjY3kM8yu0V3DvUMq5BGCCOpyM4PcGslbyfUb64vbqTzLi4k8yRsYyT7dqKKozW46eRg5APA6VGGJIzRRSZqSx/fH1rQR28kH3ooqWUifsB+NRMB6daKKlDAopHSprK5kstQtbiEgOJVQg9CpIBBooqkJnXfEKJU8P5UbT50Z4+tecanruo3tnBptzdyy29uzSoJJGYlnxnJJ5xt49Mn1ooqlsYvc/9k=", "info": {"video_id": "162582", "label": "covering stuffed animal with t-shirt", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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1ZGR28mQqrE53L1B/LFYz6RdwHKN+RxWqoRf2gc5LoRrZSzHLMzf7xzViPSiQPk/HFdPFaRrjirMdpGzbRXXKqZqkcsuiZXJBp/8AYOUyFIJ6ZrrJLXZHkcgdRVZw0gO0EAVm6si1SRzeiWBh8QWhk6JJk/gDXqemWlpH5UhLp5p3kjlR6Z/SuCk06abUII7dsSuwxg4x75rvNNcxXH2efmIHCkjjNTWk5RFGPKzqJrqCxuI7eF/nIyzdAc9B7968vvPD8lvqFxFKibg5J2LgHJzkD0rt7yQRajD5kYaNkHLdmGf6VBqshupEk2MVjURlscZ69a5oNx2NkkzizoELg7kU/hVeTwrCx+VcH2NdYDGOqtnpjFTpEJCRsCla0VWSK9nFnm2saL9jMACn5s/0qpFpxx9zBrt/EqLm1wAfvf0rFiwc7V4HetlUbRhKmlIyl0/HbNSnT1IACitqGPI+ZaJ4cfMmN1Q5sr2aMC40tDGRwDjtTvDMaW2pSEkbym1QfqK1ls5JMMRn1o0fR0uNZaQ5VLf5ue7dhVKpo0yJQtsbF/ZeYo2JjIGCvSuf2LIssMijqQM121mskMZWUFomHyuOg+tchd3EH9pXMSMMFsjjPFRTk72BpWNP4b2/k39znswAr3G0Be3IzkYryPwbbR200siPkOckelet6c2LYZxyKzr6u5dPRHLaxphkguWwfMjO5SOorw6PTkB59a+jbkCWa8Uf88jXgnksSQDgZqqD3HUWxAtkgHGBmtC00S6umVbe2eUuQFIHH4noK6TwlpdndC4nmiWWSAqFVxkDPfFdzB98DAC44x0rZmbscSfhzbR2Hm3tzI85/hhwFH4kZP6Vuy3cfh7wjc3WeIYjs3HkkDav61sajJ/o2FB49a47xjBLqtha6JBJs+ZXuJf4UUAnB9yT09qS1WpD3OP+HHiG+svEX9nRyBor/OUkJwJQCysPQ8Y/GvofT7lbtGfkBlWQeoJH+INfLt3p914YvLO9VsyxyCRGXplT/hX0L4b1RJ2lMZ3xyxrPEV6eW3P6EmnVSl7yCF1oy74ul1KPQbufTG3X0EZaJcDk9/0rzPWktNVmj1ywixaXoBYbceXMOHQjsQefxr1ueeEkPJ/q2RkZu2SOM1hWeg28p1SC5BEF6sMgK8fvFDKWH+1gL9awWxqnZnlpsVbPyjGKxtas44mgOzk5/pXXarplzpV5Jb3BZiDmORRgOvrWJrqK6wMoyADx+VVBu5rNJx0OeiVAwAHPpVhIVdiNuKRNiMOPmNXoogBuPpWjMkjJvrHMe5eq10PgzX0sbVrG4zgMSuewNZc0u9ymOKqzjyD8q5J60J6WFKKNDx5e2100cFvIXlYghAOlN+Gkv2DxhNZSEj7VbMiH/aUhx/I1dsvChlCX92ziRV3CJADj0znv7Vhah5+g+KLTVIPmWKVZlI7jPI/mKcZJrkM3FrU+l7C4Se3MmRgyH8RVHxCL660W/tdMmSK9khKxPITgZ4PPY4ziszSbhL3TIp7Ob5lJZVPdT0z+FW7nUGhg+0yJlMBWA5K+9c9rMs8zXSNS/wCEbtbq/t5FntHayuN/LDacoT6jBxn2FUjZAg5AzXsaNBdacYiokikHIPOQa821jR5NHvlBDyQMcxyHuPQ+4pNts2ha1jmkjVXDMfpVyFD94j8hVFiPO4JYDpVma62whVGCa6WJCzXIL7F7VINsaAhck9fes9JgMkjLHqakWR1jDgjhs1PKO501ppSwAXsieZOFxsVsbc+nvVqyuI4rh3ldRG7BlJ4H61Rs/ESXLCGLBkGCd/b/ABqHVWUu8ZAZiwcjsOv681nKL6kqzItZ1E6hqAkgYS20BKfJ0JHU/n/Kum0OwnntWkM6F8fNCwOcf1rkrA/YZCY4FljMm/bnGOK14NauDd70gMWQAec5puOlkNXTL91DFFcSLghTgjntUCQqGJjc+h74p7uZ8uRzXOWstzf+L7nTDq1xZxnzDEI0DZZULBfYcHk+lRGLehrKSirsk8Qx58lgMnnPH0rDRgz+Wo470y31S7u4Ga5neZsDbu7Z60ke7fkkg5zxWyVlYybu7mkdsEfBAPaq8bFjvcfLntVeWRpW68DtT0d2AXkD0qWiky1bxve6nDbrIUDHk+grr30sWlrm1jx3cY5YeufWuQQfZ7mO5iBMidq6Gx8QC4jIun8gLxtJ4IxWc02tCXvqUbnWIdOspIpXOcMVOM5rj7e2lnuPOA3NN82fStbU3S5uC6cxjI6deetVo57i0jDRJGwC4GeCK1pqyJmrnU+FYfs90U3M2eTn1r1S1uBtigX77HP4V5D4J1T7TrZt7tQryg+WV6AjtXVeJdQu9Piae0uHhmjkRQ6HkA1FWLcrBHRXOqdh/aN6u4cRt/KvELlRG2FbrXWa5qF5BpQ1az17UZN0xt2adFRZvkyzR45wDhTn1H0rkGUs5JOWqqUHG9xc/MbOhasmkzGU5MTDZIAOceo+legWk0c0Cy28olhkG5GU5BrySfcqBc9eoq3ouuXmjTlrZw0LHLwOfkb39j7itRNXPSdXuorTTpLy4kCQxKW5PLHsB7mud0PUEvLFLiZtskmXkz0DE/5Fcxe397rcyG8n3hM+XGowifQf1qNba4hZTFKygHO3PBqZWasCizV8VWFvcaf+6G5D844wFbnOPyqX4X+KHtoksnYefbhliVzw8bc7c9sHpWfqOo3Nzarbuiqo5J6k/wCFc69hLbzLLAzI45V1pxStysJRd7nvkniDTdS06SKXdb+anzI68qe/Iq5p0kj2CBpBIUHyuP4h2z74rzez1xrmwjiIikuEwC0owx98dDXX6aJ7ICQyBn+9IN33x6fh2rNxsBr6naWeoWqQ3TrGGOIpG/havL/FVjLpNytvcKodcng5DDjBHtW1c6mdR8Y3Ol3GsXUGmyTYhaOWNEjGAckuMYxnjrniuM169vJNVmtL66uLg2bNCguCN6KGOA2OM04wd7jU/smUCTKWAAqea4bYEB570RqCNzDAqGTAYnFWxodHIFH3cn1NIyNhZBj5WBwaNvHI6+9XY7fdHlh+FS9B2udJZ6/bzxeXGRJLjkHjB965nxonmIWQbSWBUAeppq2Yik86JijdMimXCyTMTO7SDpuJ6UopJ3RLi2rF3wd4jeKFNPnmaKVTiOQHBHoR/UV6INcuXTyZ0idGwC4HUevpXk9nai11CKfaG2NkDseK6zT3gvrqKKN3Un76N2H+FVJJ6oizR6Zps6SWivAw2Dpj/CptZFrc2sdveDaJ/uvjhWHeuJ1y/uNG0RrmzuXgfzI42KdcZqjr8viDTND0+51LVrsNc790Ui4EONpUE4+8Q2cf/XrJ029UVzWObVBke9Rzf6w8miity0RhQRnvVuJFZORRRQxj1togwYLhvUHBqSBQJivY0UVLGi1b/LIVHQ5q0oAbIooqWWjRhOQPeuG1C/m0nxdc3ttt82KVtu8ZHzJtPH0Y0UUobkVfhKVidqsB2AFacQypPeiitGREhbhxU6csozRRUs0RrKi7Rx2qCZF9KKKyRRT2KJCuOCKi2j7uOKKK1RDIrUm11m1lhO11mUg/jXe+Nzts7lgOQ6N+NFFKpujPozgdZ8TS67FBHPp9jAYlVEe3V1KoP4QCxUDnPTrSxgKjN1I9aKK0JgQSuSMnrUCsVJAxiiimWatiAYxx2q6Pu59qKKyZaIWQDH1pghTbjHFFFNAM3m3Tz0A3xMHXPqDXqs8KfYlcZVmQHI7UUU3sZy3PKdZ1p9L1m+jNjY3kM8yu0V3DvUMq5BGCCOpyM4PcGslbyfUb64vbqTzLi4k8yRsYyT7dqKKozW46eRg5APA6VGGJIzRRSZqSx/fH1rQR28kH3ooqWUifsB+NRMB6daKKlDAopHSprK5kstQtbiEgOJVQg9CpIBBooqkJnXfEKJU8P5UbT50Z4+tecanruo3tnBptzdyy29uzSoJJGYlnxnJJ5xt49Mn1ooqlsYvc/9k=", 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", 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", "info": {"video_id": "162582", "label": "covering stuffed animal with t-shirt", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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CqqXNg3CX0ZPo6MteDzQ6s2W+3XDfWRv8aiF1rduCou7sA+krGtFQv9oPaW6FRbKWY5Zmb/eOasR6USB8n44rp4rSNccVZjtI2baK6ZVTNUjll0TK5INP/sHKZCkE9M11klrsjyOQOoqs4aQHaCAKzdWRapI5vRLAw+ILQydEkyfwBr1PTLS0j8qQl0807yRyo9M/pXBSadNNqEEdu2JXYYwcY9813mmuYrj7PPzEDhSRxmprScoijHlZ1E11BY3EdvC/zkZZugOeg9+9eX3nh+S31C4ilRNwck7FwDk5yB6V295IItRh8yMNGyDluzDP9Kg1WQ3UiSbGKxqIy2OM9etc0G47GySZxZ0CFwdyKfwqvJ4VhY/KuD7GusBjHVWz0xip0iEhI2BStaKrJFezizzbWNF+xmABT82f6VUi044+5g12/iVFza4AP3v6VixYOdq8DvWyqNowlTSkZS6fjtmpTp6kABRW1DHkfMtE8OPmTG6oc2V7NGBcaWhjI4Bx2p3hmNLbUpCSN5TaoP1Fay2ckmGIz60aPo6XGstIcqlv83PduwqlU0aZEoW2Ni/svMUbExkDBXpXP7FkWWGRR1IGa7azWSGMrKC0TD5XHQfWuQu7iD+0rmJGGC2Rxniopyd7A0rGn8N7fyb+5z2YAV7jaAvbkZyMV5H4Nto7aaWRHyHOSPSvW9ObFsM45FZ19XcunojltY0wyQXL4PmRncpHUV4escYOduK+jLkCWa8Uf88jXgDxBXIIAFOg9xzRGiqYwdvFSm0VlzjrUkCiXhRgCp5mEMfA5rViSuYtuX0nV4blc/u3zx6d69Fm8QWV3pTyvJ5eEyT6Vw7IJQXYZx6+tO0/T5tXne3UBIwuXc9h/jTbutSHE5m9iN1LdXMW4xbvlJHWvoXwHqcd54d0qYNnzYYlbP8AeQFD/IV5hqfhtLHSJLaBnaRRvy+Pmx1wR/KtX4UauIUfSLptnkTGSMn+4w+YfmAacmpw06Ecriz3CWUJGzA5AJyR6V5x4osNbuPHNlcMRLo1zH9iKx5/dhx1cf72Dn2FdajTQkw7w8Tg7WPb/Gm22oI9+YZBtliAyOzD1Fc60LPKrnTJbW5ktriPZLE21wfWsHXtPVng4H8XT8K9i8V6L/aifardT9pjHQf8tV9Pr6V5Zq0Z2wqVKspbIPXtTpt8xtKziYMVhGOMCrUOnmRgqLub0AzU9vAPMHmt8pYA+wzXqdlp9tpiGG1gRAO4HLfj3rodzF2Rw+j+CLrVX3Tg2tspwWZfmb6Kf5mt/SfCtlo2sk2zzNuAVvMYdAcngD2rromCxqTknGOKypJ1huZ7mZtscanJPv8A5NSm9SWeb/FPWnl160tIJWQ2aeYWQ4Ku3OfqABXpPgXxJc6z4fgvLrYZJEyzKMbnjbaxI9SMGvKdW8NXuqXtxqsr7XuZHk8g8si/w/XjtWt8M9WeCDUdMZuYHW5jX1U/LIB+YNU1FwsuhOqd2e/klFLK2Aeteb6/PLPrN94d1BQY7qFJdJkK8NMuSyZ7Eiu8gu1mhTPR0BXP8QxWFr1iuq6eYIQftMcecdGWRWDqQexyOvoawitTQ8sNltLKU2sDggjkUx9OQ9UHSvRvGXh8TltW07O9vmnjA+8P7w9/X864iHaGYNu6cbqV2dEbNGQkaq4Zj9KuQofvEfkKosR53BLAdKszXW2EKowTW7IQs1yC+xe1SDbGgIXJPX3rPSYDJIyx6mpFkdYw4I4bNTyjudNaaUsAF7InmThcbFbG3Pp71asriOK4d5XURuwZSeB+tUbPxElywhiwZBgnf2/xqHVWUu8ZAZiwcjsOv681nKL6kqzItZ1E6hqAkgYS20BKfJ0JHU/n/Kum0OwnntWkM6F8fNCwOcf1rkrA/YZCY4FljMm/bnGOK14NauDd70gMWQAec5puOlkNXTL91DFFcSLghTgjntUCQqGJjc+h74p7uZ8uRzXOWstzf+L7nTDq1xZxnzDEI0DZZULBfYcHk+lRGLehrKSirsk8Qx58lgMnnPH0rDRgz+Wo470y31S7u4Ga5neZsDbu7Z60ke7fkkg5zxWyVlYybu7mkdsEfBAPaq8bFjvcfLntVeWRpW68DtT0d2AXkD0qWiky1bxve6nDbrIUDHk+grr30sWlrm1jx3cY5YeufWuQQfZ7mO5iBMidq6Gx8QC4jIun8gLxtJ4IxWc02tCXvqUbnWIdOspIpXOcMVOM5rj7e2lnuPOA3NN82fStbU3S5uC6cxjI6deetVo57i0jDRJGwC4GeCK1pqyJmrnU+FYfs90U3M2eTn1r1S1uBtigX77HP4V5D4J1T7TrZt7tQryg+WV6AjtXVeJdQu9Piae0uHhmjkRQ6HkA1FWLcrBHRXOqdh/aN6u4cRt/KvCrxwTsABPrXZa5qF5BpQ1az17UZN0xt2adFRZvkyzR45wDhTn1H0riQd74C896qnTcb3Fz8w63kMSnJAGO1RtMXfc2SPSpJFUJgde9QpycY/WrGiQt5hCgAVpaHqMWlyzLcSBUcg5xxVCCMu5AH1qeWyjkGGGal9htHT3l6l5ZSMkQAxuB6noc151BeTaR4ge6iLGMPg47itzZPDCYUmcJjG3Pb0qlNZCUE4ww6iqhaJEotnpGjeIpZrX7RaTLJG33oW5APcr/AIVu2GpJdXoeZUjnPC44z/n3rzHSJ4LSzWCUMigsfMXrz612Wi26NaCYvnzO/t2pSiLY9DtnbLJ1HWvNPHUNnLLBd23yNIX8xCMYYY5/HNPstcu7nxhPpVxrd5axCXy0eKWNFQYByS4xjGfcn61zGtXFzLqd1bXFzNI1vKyFJ8b1wT97HGfXFTGm00x83Qz4Svm/OcjpXf6FrcOoKlo8u28hUYB/5aAdx6n1FcAiEcg8CqzOyyhwxVwQVZTgj3BrYGrntAZjhQCSa5DV9Whi8Q2+mCUPtBlmKngN/Cv8z+VYreL9Xkso7cTokgBDXAX94w/kD71lR2TEeYHbcTndnnPrmpYlFndTi3nhVGf96FJTA5DCvOLm4bw94tg1CFNql28xR0ZScMPoQa27G7u9ODEnzgecuxrJv4X1CZ5ZApcknAGPypQ91jlFtHsukeK7b7BaxOpktyn7qdeSuP4WH0PWrS3tvcayLmzuAS6BZUPG4djg968e8K38+j3LrJIxt2AHlsMqDn8xXdaa8l/cO6iFYFYHEZ4b05pSjroC8zvgfnx3PI7VyeuaHC0cuoWBjZEYieMdYz649KPEOrXNj4bfybtortJYzFKrfMUJwR79v0rldcPiDQ9ItNRutVu4p79ZFniYYCjClVbj7xDZx/8AXqFBsanyswVQZHvUc3+sPJoorYpEYUEZ71biRWTkUUUMY9baIMGC4b1BwakgUCYr2NFFSxotW/yyFR0OatKAGyKKKllo0YTkD3rhtQv5tJ8XXN7bbfNilbbvGR8ybTx9GNFFKG5FX4SlYnarAdgBWnEMqT3oorRkRIW4cVOnLKM0UVLNEayou0cdqgmRfSiiskUU9iiQrjgioto+7jiiitUQyK1JtdZtZYTtdZlIP413vjc7bO5YDkOjfjRRSqboz6M4DWvE0uuxQRz6fYwGJVRHt1dSqD+EAsVA5z061ACVhJHXNFFaExK+9ietKvT8aKKRZctmKkY9auoSXbPaiioZaBhkc0wAFiSBmiikgDaA3TrXa+B5mudKu7eXDJbSbYz3AxnFFFUTI47VNXbSNf1cCysruN59+y7h3hWUcEEEEdTkZwe4NZMN5PqV/d3t3IZLid/MkbGMsc9qKKtGK3LkrFTsXgVScnOfSiihGpLbsWmGcdK2kAAA9qKKiRURZFBYA1X8tSQT1B60UUkMRo1VgQOtdX4GIkuNQtWUeWgWRfUE5z+HFFFWRIPG67NJcKSBvjI9iCOledXuv6nqdlDYXl3LNBBK8qh5GYlmx1yecbePTJ9aKKFsZvc//9k=", "info": {"video_id": "162582", "label": "covering stuffed animal with t-shirt", "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": "67aba737fc70e7f6d57b0ae56c1b9e05f988ff4c6a48ecca635028b7af510640"} +{"episode": 17074, "episode_seed": 2565465058, "split": "train", "timestamp": "2025-10-13T03:01:47.823252", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2565465058, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gum to blender 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52638", "label": "trying but failing to attach gum to blender 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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hHpWz4P8AB+p+IYbiexEZWEYw7bd+ewzxXnsbneK94+G3jm00jTrPSNTtUht3UmK6Udeed3+NFRvlKg9TjtV0TUtOnMN1ZT2xXABZeG9welT2WlXe0LKUQA5yTkkV7/fyWl3pLyqsV1blCyjhlYYrw/VrxBK3lnyt5OFXoK4pa6Ho4ZRldyNWa5VbYRW+2PAALdSa4uSGziiMgR94IRtrcP1ycnp24psl1fo2wEMp6NV5bEXBFvnc7ncdnJAz1PYVpTVhYpR05Tn9Ufybi1j7CME5GMk5H9KwZreJpSqg725B9/St/wAXW0FnqUUVtcicLCoYhtwVhnK5749uK5+KbyrlZHXcB1FdETz5vUt2Wh6rqOn3N/FauLW1A86ZhhVPYZ9aZoF0dK1601CRUkS1lWQK/IYjnGK2x4vvo9Bk0z7S32aUfMn9761yDPuJI4q0yTp/EupQaxrs2oW8YiSZt/ljopPam2MyJDuf5tpzjqCf6Vj2ETTEgAmuisLQNpzSNJtLAbMDtnnNKpqaQZCS6jzASeM4zyfaul8OmKe486YFYguVHqc4rn/s5J2lixbrg9AP61qiX7NBDBA6u23dgDB6n161g6alubxnbY0L7X5ZJmhtk8lAcerGi4Et1bMGkydvGVAAJ9ado9s+oukccfmyA7iAo6euav7odGMq3FsBdFcQeeMqnvjPJ9OtXZRjoQ229TzjU4JbLUZrdzyp5+hGf61WtLo2zNgfex+BHetHxEZJL1Z5SxlkQMSxOT9ax1G85WrRhLc2NY8RXV7ZpbSuWROmTXPK+QKtTxOQCRgY71FbQPNcpDBG887nCRxjJJ9hVLQRftoWe3duTtGTW5o1k00TMUVU8sncTncfTFWLSPT9I0q7tblvO1W4gIkUH5bXB+6fV+OfSreg2ZmtVBm+Q4IAOMev4+1KexpT3KRt5UXDY67QqjOTWtYr9gsV2FHeViRhvm4xniny6cEt1YOiLGchiNzHHQH354qjapcylZZU2iOTLOQSD0GBx1rJG1zWs4RqMpjMAknYjagXLHnp7VoS6fPb3wi2Oiq27bIMflmqs0lzZyRmEGCQKGQoRkZ7565rVS7utRuYBdEyGMBVV3+8PT8apEsz7nVrfTtNaQMkly0uxAcEbB2x2BPWue0mG61LVWmeRUVMySSu21QCeT9OaoIkUrA3MrLGflTAyxNWyqy2LRRxMZAMq/8ABgHkZrK1h3uX/iXaaQkVlPYayNQuTlHRRxEoGQAfqTXmoyeAO9dFqVu5hWbBaMNtLDox74rJSFBfJEpypxz9a0horGU9WZ06kHkVovrN7fXUF3eXT3kyMVEc3KqMcY7fh7Vc8Q6YlkkTowO4cisFE2uGY4Ga0WpmdLoct1elY1dxFG6jg9MHjH5102mW88l7cLattLIUkLjpg9/fNZ3hiaGys5nBSORv3q7+AAozj6k9K6Q3VqY7e6STmdTuO3bvPX5vXvzUzZtTWhk6hKbNiisDcM5aRlA44xxU2h6heW960lsHZ0jySFBABxmoLkbgcjdLI3bvnpiremyQWtzPG0kkOICm1Bksx7n2FKxd9ToLi9/4SixhvY4IA+n7vOMrYC5xjHqTiqsV5eMhgR/3TAlvkDHOMAE9x7Vh2scvktEQ7JuDkKcDAzkn8KhvtcSOw+z2wILylyw7DoADWTjrZAn1Lb6qJjbWCqkflSHzVUZEhyck+pxxiuV8WWf2HVWjDq6lQ6spzwemff2rV0aO2guftV9I6xqAyogyX55GelHj/U9D1SS2bRrCS1KK3ml2yXOeOO1VHSRMtUcbGyPjLbT7024CBuZVz7c1Eis2AOlMkBjfJHIPetjAu2GnyXQacAR20fMkz8Aew9T7V16XkF6+nxQxNHbW0bJHv6tznJ9+a5O51e6v5Umu3Eq4IWEDaqfgOK19EW41CJM7nRGChffGB+lPoVHc7nRfEN1pOVsLkvb9GjIyjH3Hb8K57WtQGoahNPBF5S5+4DnHrS6bbSzCcwzGJWA3E+o6VUv3EEghQlsEl2HcmsXFNnRGTWo2K8+Xa/Na93q89vBc6a77WkcMzj5Wfj7re1YEdpPcGUxISsY3E+lPsrcXd6jz3CQxMSxlc9wM1KjbcdSd7DfFEIQWcmQWki+bAAG4HBwB26VzeN4Pc13viyfw5ceHLNdOe5k1KJwJGdCFZCD0GeOa89LYdtuc9sVpB3RzzWo+QHy8VD5fqdoqWSebYAXNW7KfSra2WeeGe8vck+Ux2wrzwSRy304FaEGx4dhS2tZtQmZUhMbwwoRlpXI5PsBnr+Faul2UEmnxmUghgTg8ZPoM/rWHDqQl1Q3N4Y7qR0G1V+RF4PyBRxgZH0xVxYikAjZiCSdoPQdOlKWqLgat1a7Ilm87ayjamwfxHsfyqvZw3AaOaZMKOPun94Sev0rRnt7qeFZrxYxAAHztGTgY6e/61im9lGW3bFXpjjFQkavQ6GSa5guMK5R1wP3b8AegIqrrP2zV7y1RgWllbZknp0xULXqma3jESKCoVimct/tHNXtSiS2n8idWdsfKVXIBK5H86b0RL1KnirTNOi8N2lxHqME2oRymOS3jbO1T3/AjH41wHAJABzng10VzBKsTAj51GSBzgA96xprcQlGJyJOV+lKOhEtSpNudcMTW5H4g+yWgTR7CLT1wsc10hLzMcc/Mfu5wTgU2XRpJNO+0qOAMn6VgYZXKDPNXuQdDp2pW9ndSrDCk6tu2mYfMwIxz/OtO2SWG0MckjKpbhO2cZ/rXO6ciNfRSO3yg5f2UV3tqsN5amC7ijVnH2lFLYb5vukEeg4wfWiWiNKa1LkUF3d6fEJ4kW3KKrS/3tp6n8O9ZUl/IjkRMUhjJKj0Fey+CvDmn3/hOK+1MJcG5jP3jhY0GRx6HjrXlesWFhFqV6tnMZbZHIiYDHmelQl1L5k3ZFabU1EFoPKG/HzSKSWkz35rrNL0+N9QCTu+0W32gFB27AntXL+IFIltAzQy7IRkwngN3+laFpq8j6Gbe2BjLfLcSE5Zh2wewpg2c/qbxzxwPbgSyPCTnGCME9u3T61esLmZbB7KNYgsjgF5VweBk4PpzUbCWK1hdMSQl2Owj7nQA59+elTaJZDWdRtbVEVJJHYNlvuDkkjPfFYPYtLU6OSztJfDdyk6QC4urcC3BUArGM4xnuSvPevJjaiO92SMI3B4Y/dI9/Su48S6hc3OqSCMssMKrDAgHCIvA/Hms/UoA9vCLiGZ5Vl8tWRfmJ6tRTbQTimjK1y3e8tISrQAIvLGdcH9c1zYt9rBh8/oQOPw9a7JtDhuIt0zeUnJJdcNipLbRWmsIEtI4RtJO8jDE5Hr1rVTSMfZti+GtFluWht7pXQXAL8r1Hsa0dcQW1rbwxKCIY0VdgII6g5z1POKbLe6pYrp8UZkikgZskjoCfuj8c/nVl7xPtUyljIWVeM4ZT/FSbbdzVJWsUrOWL7EHfIlT7vPSl06xe5vI4jKpccNzzj/GlSa3ngm8tHMwDYzwRjv71Q8OmXUPE72UmpTWbNHKYTFHuLFULBfYcHk+nvVLUluxoeKpUh+z29ujfOCS+MbwcYGPbn86wAhtJMTwbmdeVPRV9aLC+ub6B57q7JKoGjMg3YyMlR6HpVi7Wa6ghaNDGhTB543DqPr9amTsxLXUm+z3E+lM4jxbqQd4GWzzx+VZOpabPDEs8kLhBgNlegPTP1rXtrhhEsDTske4uI0JIOOBn0rpdZ8pNCm0idm+1SKszZ5LMQCB9Rms+azL5eZHl9pHG+piM8RZwD7VJ4htobe4AhOQRzUi2vk3eybMTg8Pt4I9xTtYt1nYS/aLcADs/X8K3TMGjBiULIpb16V2Wi3UVnpkgDeWwPmdPvdtoPrgk5rlVgPmLsBYnocdfpXbaLojyoba5jdSITJjHXjIwfyqm0kOCdzQuLqFWSRG5liyNy4yff14IrKlTcFUKS7Nj61Y1/AlXYAwXaqlBgY246fhVG8uDDogmikZLgMFBB6CojsayepqWD28L3SGR4/3WwKozk+prOiO63eGOEvvBAccBcVLqWn28GiQanpur30265NqWuYVjW4ITc7xAc7VOFO71HuA6wuZo7SW2gSNjJhSzrzxycGlNWJTTMS6gc25YZYJgsyjjntWVNAsTpg53/MPYV6np1lbz2DG6ghIMTx28YUZJ6M+O5BzivNLi2Zbkw/xKx2g8bvpShK7FONtSe70d001bkY9fwrBBdGYKeWGCB3FdFPNL/ZphkLKw/hbisExPtzjA/vGtUZsuaesf2yCVyAicuPQDrXbJ5c9s0c6RiaFfMVdwDKW+bIP0wMGuO0uIPJswCoGW3cZrsYdJaxtbmeSNt0qxhSMYUHk5/ClN6WNKaPX/C/g/SdR8HLfatiZ7uIuZS2BCvYj345NeP3VjbxXdx9nkEiJIViIXAfng/Sui0/xtLP4LtfDEOY2QsJJs8Omcge3PWufusv/AKOqZVVyGAOS3f6UgV73YuujZqEbMY22xrhomyM960ItVVrSJYbVZHMbITI3zbzgZ/LpWTolpb6j4k+wanf3NnbzvsSWOWKMIepLGTjGM+5OBTLaxvE1q70qT7W5iu/KihlwHJyQN23jOPQ4ol8IJ+9Y6zQtMtbqPN7axeUpbeoODLJj7v0GRx615pq1kbbUZbYHASQhN3Gef0rudfvWsIbbR4Nvl2ys0j/xSStjP4cYrBnSLULKSW62LIBvEmOQPf61jFtO5pKKasVYXmGkyQSrIrfwjaea5mW2lUZdSg9WGK6myt5zHst7qQqQP9VIQMntj1piaI4nuvtIkuJdoAAbJBJrZNGPK2Y+kxBpsY+QKSxYcH6+ld1baP8AY4Jrx0BaSBQgDD5Mt+vArL0p102zvY5IEwYiNrjJJzkY98/pmthdRlv9OtXkijQKRCyqO2c5/SlJ3NIqxq6R4ylHhVPC8Y8sea4efOMxkk7cduax7sM/+ixpuj25Jx/GTUTQ2jXX7p40zlgRwevcUsZia8e23sEBysg4z7mkFrGtbaRH9hE9/J9mR/lDnlh26emarpYtYuY/tEckUhOGQ5DYHQ1D4p1hjpTx2zlQjJEzYORjOBmszWtG1vw5oWlX9zc3K3F4ZPMiKEeQAFKAnH3iGzj+oNWkS5WZLPcyXUFxLLgv5uwEDG1Qeg9Ks6Ega5klyQ8cLOrDrkA4oorn6G0RLyJftLyc7lGM+vHeuwjsILeJZUDbo0Mwyf4gAR+tFFSy0cFqGtXlxHdTkxqxccKnAyTnrWbDrF1uMBKFHkXcMehoorZLQxk3c7ZsNZsWUEw6pGUPfDDkfTjNbWpeHtOt3W7ijZZXcA/NkHNFFLoWtzmX0+3/ALWiUpkAkdeveuTn1SfTPFVzqFqsSzQyOqAr8oDKVPH0Jooq4bkVFoQaZGiW8r7QzJtwW5rSuR5EdpJGSrSo7N9Q2P6UUVMtyY7Gh4eUXWpWaSgMCrM3H3scjNZeo3EtxqEkskjF5JSWOaKKz+0bfZLDwR3DQCRc7SVB7gAZrOlsobhP3i9ELcetFFXEia1GyKqeQqIq7FGCBW2+o3dvc2HlzsN0IU/TJGPpgUUU+gFpEEn2tGJwjAL7DFY2txIuiPKB8wZT+tFFNbhLYr6l4mfXYLdZdK062eBFiiktUkUpGucIAXKgc5OByeaueQhK5LEDJAJ4zzz+lFFOZnA1PEtzJbT2ljFhYLe0QoMc5b5iSfrXPXiJc6cbiSNfNV8bgMZ+tFFZQ2NZbEXnTJZjZPKoA4G7IH51mW8QuzdSTszsiggk+9FFbnOtzotEghXSb1fKVsIrgkcgg1vXz+c1spRVDRJnb+dFFQ9zZbGW1rFbzbogVO71/Gn8qnyswwwPB60UU0J7lTUtaOmatqEbafp99FI6uY7yHeAyDggggjqcjOD3BpfDt/dahrsup3E7tdyzCZ5Bxljk9B0HtRRTl8JEfiLmqSPPfRyyMWaZiz+555q7HbxS6XMZI1YbEGD064H8qKKx6G/c0tV0+1tJ444IEjRogxCjHO3Of0rGsI1j1ONFHEqlmz1/OiihbAuhcsib+yc3OHKWUkoJA+8rDH4cms64hT7DYlcqSgyV4yTzk+9FFaRIe5HqcaxfvUyHG0Bq0DAr6Ot2xPmzlQ56DGccUUVQin4kkP2e5ACqGmVWAHB25AP1wOtc9qGv6ne6db6dc3s81vBI8qiSVmJZsdSTzjbx6ZPrRRVRM57n/9k=", 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", "info": {"video_id": "52638", "label": "trying but failing to attach gum to blender 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": "a832a1c2e13a1202343a1ca16ef0951374f46c7aaf8a9bb8a2b4dbdee695a829"} +{"episode": 17075, "episode_seed": 961727354, "split": "train", "timestamp": "2025-10-13T03:01:50.591561", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 961727354, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring something out of something'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "181689", "label": "pouring something out of something", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "181689", "label": "pouring something out of something", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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WIB/KnPVXIgmmcnOTkg/Ws2cEk+lb1zaGKZlYEEHBBqk1sckYrJ7GrjcuS3JSJmbjAJyK8t1UTzX0swTIY5r0LU5wlo6huTxjNcdKM811QJnqYA81D88bAVtaMwlj89QwhDhTLtIXd6Z6Z5qO5XFu5x2q5ZXStpUFplfLQY2Z6klcn65Jq3qjLZnpPhvTftEGT5Too6Fge4/pmp9fh8OaSgub+G0jk27odqgsx7EAda8su7tI7aS3tGKTSqyHGVAX+In2qnbWF3qGxnkyMYBPcDpgelQodWx83Y07YRS27XCyw/eIEL5Vj6kdjjIp11CJIw6gBgOQO9ZJjdWAWTcsLgg9jurcBDMIwACkUZwPdRVzhpzWMklsZScEinmrE9syMXCnHU1FsNcxnKNmdD4Tcp9rxj+Dr+NR+L53ltVgQZJ+bB7c07wyQgu9xx93n86q6zKJbtu+OBRHc7Kf8NHGFbhTzGTU1vKBPHEytvdgFUAksfQCtMp8xqCCf7Pq6SDAZUIUn+EnjP1xn863vchqx2Ph+ItcBNyrIrYZXO0g/Q16MNFtTaEXVvbSHYD84U8ADJ5rxyGW3CLJNg9F3Yz2zyazLq7ur6+3QyuYnj8tFJJJQE/kM5NZqF2VzWOs8Vz+H57u1sNKEBVWPmGOPcgc4HXv07VkQWdtFbag8BgYfZXxLEMB/mXnt+tZr6fLYRJcNKA+dyheTx/+urdpuhstQXAwsTDn3Zc/rXTTulboZS1Z1vhOyFx4OiukUGSGaRH4zxnOf1qxOu4EEc9Qaq+A7jy/C+pW/mbHWZXQ7sYLDvntkVrXsSJcMqMpxgkKc7cjOK5KqtNnTHYwZ4zWtNcbIWY8YGciq7wgtUOqTqtowDctxjNTDcaVtTz3VBPNfSzBMhjmqQMqH542HvW9KM9BVS6BWFj7V1p6GLRPojiVBOoYRBwpk2kLn0z0zzXqvhvTvtFvk+U6KO7A9x/TNeYWNyG0y3tiV8tARs9SSuSfcnmi7vUitpbe0YpNKrIcZUBf4ifapkrsE7I9U16Lw3pCC5v4bOOTbuh2oCzH2A6/yry+Kztry2a6XyD8+PKdMM3qRxg4z0zms+1sLvUdjO+RjALcZA7D2qzBJJBHLAjh4wy847k9vyrSneL0JlqtTd011tfGug4I2+XEOOnKEf1ruPEdoRKt0o4f5W+o6V5pLOYdf06bgeSsDZ9hjrXpmq3gC6owdGRYwVjZwSHxwAPQ8VGIWqZrS2MOHg1fjcqDgA/WuWfxNbRbRs3Sk4IU5AP1rqmgEOnWl28oIuoxIFxjaMA/1rmkmmaRlGWzOW8XztLarAmST82D25rhWW4U/wCqJ+ldjrUolu27gcCsgrkkVtDRGU9WZUEwFxFEytvdtqqASWPsK7/w9EXuFTcqyK2GV22kdOxrjLeY2usJKCA6oQrH+EnjP1xmtZJrfPnS7Tk4DYz2z1+lEtSVoeyjRrU2hF1b20h2A/OFPAAyea4XWpdFk32uktCIihjk8pcruJGfr0HSuBubu6v77dDK5iePy0UkklAT+Qzk1oJbzabpMjlxvLAjHbmkoW6hzXLUNnBbpqDRGBgLRyskQ4cZXBHT9a9A+HM2/wAIRLnmOeQH88/1rza3LRWuoKVUbYWXHb7y5/Wur8CXXleGNRgEmx1nV0bdjBIHXPbIrWum6eoqWjNXWNQ8vxMbKVCI5YVeOTjG4EgqfrxikVQOa5n4hBrrVoCLxYI1hAkIYn5s5wAOprR8K6jLrheyQNLNCmTK+AZACBkj15rllD3E0bqoublZlag5eWQ9gMCscxk9jW5cJuSRsdjVfYV/gPStokM57UWENoxc7R/Ol0TSNT1WE3enaddTwRHLSBNqAjqNx4qxeiJ7+BZ48qp3FM9SeBWq+pzLbtYWrFbZGwIY++AOcCrWiM2rsxYtKuBq/wDpwjy/zyBHBG3PC8ep/lXT2+kS6hqlpbwiKJhmaMDJ8xQpyvHQ89PauftIbyW7CR20xLtgHbjqemT9a9C07QLmA2c081vbSQNu3rLlsEEEcVMpAonFPoGoxtg2zFcD7pB7da0Z9FntLu1mALebDFE6j/cyfyIrq2htEZ1lvm2A8bACTVxtesoQGCmQqAOY1BIHvip9vOSs0UqcUzjdqmEq0YIIxUcltapAqxRKGx8zE5Jq5NJHNLJJEmxGYkJnOPauVtfP1PxdcaZJqtxaRkSeUI03ZZULBfYcHk+nvUxhzOwTsldmxCPIt7jaeX2jj8azrnPmD6VR8KXtzfxXX2iZ5cbCNx6ZzWvcRN5nCk8Ci1nYqLvEzitYk8iy6n9njSSWViFVI0LEt6DHeukk/dQuzR9ATk1V094LSzaaONRcbwDKeoJOSQe3GB+daRJkhL3QdXtrHyrm1a1hb96fOYByuOy5zV7R9P8AL05yIo2uWUsdx+6OwHrgdu5qrfPcz+XITLOc8naW3D61veGdLvr0+eYAsaHB89wgz/Ok3oJR1K//AAjF6uj2s8LLcJP5kqMPlIyRwQe4wc1LYaBdyxXiTQtHm3wN38R3qa7CLTlsbBIGvk+SRmWNG3BQxzVi2urCzLn7TJKXXDAxgip9vNaJaFKmupyWhaTcWtpqquoaFgqqQcHcr4z+tP8AE15Hol7ayASMGTayg8Ed+tdbL4pt7f5I7NZv98AD8gK4bx7q5v8ATVuY41tp4nCqYwMYJ+lTrKV2OV1GyNSKWOeJJomDI4yDWBqEhknlPYcCsy6k/s/RY9QsNf1OaOS5+zn7RGqLOQmWeIdQqnCnd6j3A0pkLLI2OozVKm4ManzIyCM1S1B0jtWLHArWMbBvuHFUrpYXvoFmiyq/Nsz1J4FaJktEeiaZfarbtcadY3U8cRDM4TagIxkFjxTrfSp21f8A03Yd3zyBWBG3PC8epH5CtOK6aMS2cBZIvM5iQkjgDnAqCxiupLoxR28zl5CAQuOCeBz9apsjlNqLRZtR1izhhMUW3M8ajJ8wBeRx0I9Ko/2DqMTAG2YrtHKkEdK7XT9BuIGs5ppILaSB9xdZctg5BHFTNDaxs6y3zbQeNoBJrNVpQ+EvkT3OP1bw7cFrZo8GWSKJOfXy+c/TFdPNZq0t68qsr+RHuAOcnbkn0rXOvWUIDBTIVAHMagkD3xVO58WJPE0Y06FVYEFjgt+eKUpSnuUkkeVGdGuClrbksX5dvmP/ANavQdSnP/CIaJyctbhf0H+FcNYxW954wl0q51O7s7WSXajwyRRCPuSxcYxjPA5JwK0rO6vHlu9KuZbp10+UxRpc7Q8YyRgheM8DOMiqnD3UzKl7raK9yMuPpVUrWlcRNv8Auk8VXkHlwuzR5wpOT2qUaNHOTSpJqfkorySMQqrGhYlvTitjUNE1WzsxFdWzWkUh839+QrsMdAuc9qLI29rZ+ckS+cJBulJ5yTnIP0wPzqS+knuTHMfNmO7JO0tuGOau9jOxe0XT/JsCwhie5I3sHbGBx8vvgdvWr6+H7qPRYjCyzi7eSeIjIwC2cHPcdKl8Mabe3zef5AWNDg+e4UZ/nXTLp4sUht2u02qzsoRsqgJ6Vm5tO63LUbnLafoF1LHeJNE0ebfA3fxHep/xq3oekz2tnqquu6FgqqQcHcr4B/Wustrqwsi5+0ySs4wwMYIp8viq2txsjs1mz/ewB+QFJ1ZzVmNQUdjhvG0dtayWwdGfK8Atxx696l+HMznxGxaLy0aCQKAMDqpqLx9q/wDaGnJcxxrbTROqqY1GME89qw7m117wlZaXq8+o3qXN4JVkjKY8gYQqpOOGIbOP65qowcoWM5aVLnUQRrPdrC3EZPIHet2LTLQnmPP1oooNy7DoGlyPvks4nZRkF1B/nUVzKtkjR2sEEKgf8s4wv8qKKkSOYidjcA55zmr5dmHJNFFBJXeq8p4IoopgiOLowrgr7UJ9J8V3N9bbPOilbbvGR8ylTx9GNFFVT+Iip8Jo+BgES/wASvlgZ7fer0HT7CC4hEkqlmbqSaKKmfxM0pfCjUTRbBhhoFI9DVh9K07TYla3sLUNjOWiUmiioLOf1m5kneNXI2rnAAwBUVmzLFgHANFFMl7krsSRk03OAaKKQFZzl+aw/FIA0NiVB/ep1ooq4/EKWxzGteI21qOCKTTNPtzAqxxvbo6lEXogBcgDnPA5PNd5bxLPcpC3EZPIHeiitapFHqbsOkWRPMWfrV+38PaVI++SyidlGQXUGiisDYbcSLZqY7WCCFQP+WcYWufh4mUjrnNFFUtiWX3kYjljVVuSaKKYiGb0qvjiiimhnFX+sHS9X1BDp9heRyzBil3DvAZRwQcgjqcjOD3BrS8L3s+oXeq310/mXM7pI7kdWO7PHSiitJ/wzKPxnb6dp9vcQCWUFnY8kmtSLRbBxhrdSPQ0UVzHQW20nTdOjVrfT7UNjOTEpNYGszvO8avjaoOABgCiil1JIrN2SEBTgE1KxJ5JoopkkZOAaquctRRQhmH4owNEY4B/ep/OuRvdd1K/sIdOuruWW3t5HlQPIzElsdcnnG3j0yfWiiumnsZVNz//2Q==", 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", 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ZlNGjdRVmC1jX5tvNQZ5FXYjxWcjZJBLclImZuMAnIry3VRPNfSzBMhjmvQtTnCWjqG5PGM1x0ozzW0DOepgDzUPzxsBW1ozCWPz1DCEOFMu0hd3pnpnmo7lcW7nHarlldK2lQWmV8tBjZnqSVyfrkmreqMtmek+G9N+0QZPlOijoWB7j+man1+Hw5pKC5v4bSOTbuh2qCzHsQB1ryy7u0jtpLe0YpNKrIcZUBf4ifaqdtYXeobGeTIxgE9wOmB6VCh1bHzdjTthFLbtcLLD94gQvlWPqR2OMinXUIkjDqAGA5A71kmN1YBZNywuCD2O6twEMwjAAKRRnA91FXOGnNYySWxlJwSKeasT2zIxcKcdTUWw1zGco2Z0PhNyn2vGP4Ov41H4vneW1WBBkn5sHtzTvDJCC73HH3efzqrrMolu2744FEdzsp/w0cYVuFPMZNTW8oE8cTK292AVQCSx9AK0ynzGoIJ/s+rpIMBlQhSf4SeM/XGfzre9yGrHY+H4i1wE3Ksithlc7SD9DXow0W1NoRdW9tIdgPzhTwAMnmvHIZbcIsk2D0XdjPbPJrMuru6vr7dDK5iePy0UkklAT+Qzk1moXZXNY6zxXP4fnu7Ww0oQFVY+YY49yBzgde/TtWRBZ20VtqDwGBh9lfEsQwH+Zee361mvp8thElw0oD53KF5PH/wCurdpuhstQXAwsTDn3Zc/rXTTulboZS1Z1vhOyFx4OiukUGSGaRH4zxnOf1qxOu4EEc9Qaq+A7jy/C+pW/mbHWZXQ7sYLDvntkVrXsSJcMqMpxgkKc7cjOK5KqtNnTHYwZ4zW7PcbImY8YGciqDwgtSatOqWbgMMtxjNRFajStqeeap5819LMEyGOapK0qn542A9a3ZeTkCqt0uLdz7V1JmLRZ0SRZU85dwiDhTJtIXPpn15r1bw1p32i3y3lOijoWB7j+ma8qsbkNp8FsSuxBgJnrk8n6knNSXl8kNpJb2jFJpVaM4yoC/wARPt2qJRuwTsj1fXbfw7poE15DZxTMuYCFG5m7EAdfrXnep2tveSCZmgZlRUEbr8xA7jjBxxxWFYWd3fSxSu5IXGGbjIHYe1XLuSQ3snQrG6hfbd/9YVdNOMtBSd1qbGluLbxroABG3y4Rx05Qj+temeIJZYdEvJIV3SpEzIPUjmvIJJzDr+mzcDyFgbPsMda9N1i6DQauBKNhhwq7xkORjge+RU4iOsWaUtjHs7qPULWO5jUqHGSh6oe4NSSt5YAAFef6RqEmiXbSSXZuDKQrwryvsdx7j2r0G5RktLW6k+WO4jEkZz2IB/rWUocs9Ni4VFJeZyXi6d5bVYEySfmx6c1wzJOpP7omuy1iUS3THqBwKx2Ukmt4aIzmrsybeUC4iiZWLu21VAJLH0ArvvD8Ra4VCyrIrYKudpH1BrkLKc2utxTAgMikKT/CT3+uM/nWmJrfAkmAJ4XdjP8ACDzTlqStD2IaLam0Iure2kOwH5wp4AGTzXm/iifw/cXtrp+leRtDHzDHHuQOcDr36dq5K5urq+vQ0UjmJ4/LRSSSUBP5DOTUpsZdPiS5aUB87lC8nj/9dEY8ruJu5rRWMNqmo7DA2LViJIhw/K8jp+tdv4FUXvgcWzEcSyLn0Ocg1wazSGHUWcLuEJU9geUrpfA915XhnUYPM2OsyujbsYJH8sitKycoajpaMsSxtFOyMMMpwRViE/LVfxHq8Nnqf7zy9hiUsytn5/QevGKZ4bvI/EWoSWkJMIRC5dhnOCB0/GuKSdrm6nG/LfUytQcvLIewGBWOYyexrcuE3JI2OxqvsK/wHpW0TNnPaiwhtGLnaP50uiaRqeqwm707TrqeCI5aQJtQEdRuPFWL0RPfwLPHlVO4pnqTwK1X1OZbdrC1YrbI2BDH3wBzgVa0Rm1dmLFpVwNX/wBOEeX+eQI4I254Xj1P8q6e30iXUNUtLeERRMMzRgZPmKFOV46Hnp7Vz9pDeS3YSO2mJdsA7cdT0yfrXoWnaBcwGzmnmt7aSBt29ZctgggjiplIFE4p9A1GNsG2YrgfdIPbrWjPos9pd2swBbzYYonUf7mT+RFdW0NojOst82wHjYASauNr1lCAwUyFQBzGoJA98VPt5yVmilTimcbtUwlWjBBGKjktrVIFWKJQ2PmYnJNXJpI5pZJIk2IzEhM5x7Vytr5+p+LrjTJNVuLSMiTyhGm7LKhYL7Dg8n096mMOZ2Cdkrs2IR5FvcbTy+0cfjWdc58wfSqPhS9ub+K6+0TPLjYRuPTOa17iJvM4UngUWs7FRd4mcVrEnkWXU/s8aSSysQqpGhYlvQY710kn7qF2aPoCcmqunvBaWbTRxqLjeAZT1BJySD24wPzrSJMkJe6Dq9tY+Vc2rWsLfvT5zAOVx2XOavaPp/l6c5EUbXLKWO4/dHYD1wO3c1VvnuZ/LkJlnOeTtLbh9a3vDOl316fPMAWNDg+e4QZ/nSb0Eo6lf/hGL1dHtZ4WW4SfzJUYfKRkjgg9xg5qWw0C7livEmhaPNvgbv4jvU12EWnLY2CQNfJ8kjMsaNuChjmrFtdWFmXP2mSUuuGBjBFT7ea0S0KVNdTktC0m4tbTVVdQ0LBVUg4O5Xxn9af4mvI9EvbWQCRgybWUHgjv1rrZfFNvb/JHZrN/vgAfkBXDePdXN/pq3Mca208ThVMYGME/Sp1lK7HK6jZGpFLHPEk0TBkcZBrE1CQyTynsOBWRdSf2foseoWGv6nNHJc/Zz9ojVFnITLPEOoVThTu9R7ga8yFldsdRmn7NwY1PmRjsuapag6xWjljgVsGNs/cNUbsQtfQLNECqfNsz1J4FWtyWivoem32qxvcadY3M6QkMzhNqDHXLHAp1vps0ur5vDGwJ3y7GyMA8Lx6n+VaS3RVprSAtHGH/ANVHnB49B+dVrGO5a68qO3mcu5wQmOp4HP1qmyOU6GHRpdR1ayhh8mExt9ojAyfMUKcrx0PPT2qrPo1885kS3Zo2AwV57YrrrDQriBbWaaS3t5IG3b1ly2CCCOKmgjtRCBPeMgx91ACay9rKPwl8ie5yeq+G7gtbNHjzXiiTB9fL5z9MV1E1oGkvZJVKv5Ee4A5ydoJPp0rXOu2UIDAGQqAOUUE498VSuvFqTRMg0+FVYEFjgt+eKUpynuUkkeT+chuClrbksX5dvmb/AOtXf6xP/wAUfoXJybfb+g/wrh7OO3vPGMul3OqXdnayS7UeGSKIR9yWLjGMZ4HJOBV63u7x5LrSrqW6ddPlMMaXOA8YyRgheM8DOMitZQdkzKl7raZVuvvj6VWK8ZrQuI28zhSTgVXf93C7NH0UnJ7UJmjRz7ypJqggRZJJHIVUjQsS2RwPetnUdB1e1tfLubV7WJ/3x84hXK47DOexpun+RbWyzJGBMsqky55BJzkfoPzqzfTT3eyZvNlYvk/KW3DFXczsWdH08xaeWEMb3RXeQ7dFGPl98Dt3NWT4YvV0m1nhIuI5/MlRhwRlhwc9xjBq94b0u+vG8/7OFjXg+e4QZ/nXTppgsbBIWvkGyR2SNGyqhjnHNZuo4u63KULnIafoN3LFeJNE0ebfjdxuO9TVnRNJntrPVQ6gwsFVSDg7lfGf1rrLa7sLIyH7TJKzgBgYwRUkniq3t/kSzWb/AHwAPyAodWclZoqMFHY4fxoltaSWwdHkyvALccfrUvw7mkPiNi0flo0EgUAY4+U1H481b7fpyXSRrbTROqqYlGME89qxrqz13wlZaZq0+o3qXN4JVkjKY8gYQqpOOGIbOP8A69OMG4WM37tTmOpgjWe7WFuIyeQO9bsWmWhPMefrRRUm5dh0DS5H3yWcTsoyC6g/zqK5lWyRo7WCCFQP+WcYX+VFFSJHMROxuAc85zV8uzDkmiigkrvVeU8EUUUwRHF0YVwV9qE+k+K7m+ttnnRStt3jI+ZSp4+jGiiqp/ERU+E0fAwCJf4AJXywM9vvV6Dp9hBcQiSVSzN1JNFFTP4maUvhRqJotgww0Ckehqw+ladpsStb2FqGxnLRKTRRUFnP6zcyTvGrkbVzgAYAqKzZliwDgGiimS9yV2JIyabnANFFICs5y/NYfikAaGxKg/vU60UVcfiFLY5jWvEba1HbxSaZp9uYFWON7dHUoi9EALkAc54HJ5r0KCJZ7lIW4jPUDvRRWlbdEUepuxaRZHGYs/Wr0Hh7SnbfJZROyjILqD/OiisDZkdxItmjJawQQKAf9XGFrl4v+PlW75zRRQiWaXmOwGSajaiigRDKT0qsRRRTQziNQ1j+y9Y1BDp9heRyzBil3DvAZRwQcgjqcjOD3Bq94bvZ9Qu9Tv7p/MuZ5FkdyOrHOeOlFFdD+Ayj8Z2mn6fb3EAllUu7Hkk1qxaLYMMNbqR6GiisGblw6TpunRK9vp9qGxnJiBNYuqzvO8YfGFzgAYAoooiJjbV2WHAJAzRKxPU0UVRJA3Qmqr8uKKKEMxfE+BojHAP71P51yV7rupX9hDp11dzS29vI8iCSRmJLY65PONvHpk+tFFbU9jKpuf/Z", "info": {"video_id": "181689", "label": "pouring something out of something", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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ZlNGjdRVmC1jX5tvNQZ5FXYjxWcjZJBLclImZuMAnIry3VRPNfSzBMhjmvQtTnCWjqG5PGM1x0ozzW0DOepgDzUPzxsBW1ozCWPz1DCEOFMu0hd3pnpnmo7lcW7nHarlldK2lQWmV8tBjZnqSVyfrkmreqMtmek+G9N+0QZPlOijoWB7j+man1+Hw5pKC5v4bSOTbuh2qCzHsQB1ryy7u0jtpLe0YpNKrIcZUBf4ifaqdtYXeobGeTIxgE9wOmB6VCh1bHzdjTthFLbtcLLD94gQvlWPqR2OMinXUIkjDqAGA5A71kmN1YBZNywuCD2O6twEMwjAAKRRnA91FXOGnNYySWxlJwSKeasT2zIxcKcdTUWw1zGco2Z0PhNyn2vGP4Ov41H4vneW1WBBkn5sHtzTvDJCC73HH3efzqrrMolu2744FEdzsp/w0cYVuFPMZNTW8oE8cTK292AVQCSx9AK0ynzGoIJ/s+rpIMBlQhSf4SeM/XGfzre9yGrHY+H4i1wE3Ksithlc7SD9DXow0W1NoRdW9tIdgPzhTwAMnmvHIZbcIsk2D0XdjPbPJrMuru6vr7dDK5iePy0UkklAT+Qzk1moXZXNY6zxXP4fnu7Ww0oQFVY+YY49yBzgde/TtWRBZ20VtqDwGBh9lfEsQwH+Zee361mvp8thElw0oD53KF5PH/wCurdpuhstQXAwsTDn3Zc/rXTTulboZS1Z1vhOyFx4OiukUGSGaRH4zxnOf1qxOu4EEc9Qaq+A7jy/C+pW/mbHWZXQ7sYLDvntkVrXsSJcMqMpxgkKc7cjOK5KqtNnTHYwZ4zW7PcbImY8YGciqDwgtSatOqWbgMMtxjNRFajStqeeap5819LMEyGOapK0qn542A9a3ZeTkCqt0uLdz7V1JmLRZ0SRZU85dwiDhTJtIXPpn15r1bw1p32i3y3lOijoWB7j+ma8qsbkNp8FsSuxBgJnrk8n6knNSXl8kNpJb2jFJpVaM4yoC/wARPt2qJRuwTsj1fXbfw7poE15DZxTMuYCFG5m7EAdfrXnep2tveSCZmgZlRUEbr8xA7jjBxxxWFYWd3fSxSu5IXGGbjIHYe1XLuSQ3snQrG6hfbd/9YVdNOMtBSd1qbGluLbxroABG3y4Rx05Qj+temeIJZYdEvJIV3SpEzIPUjmvIJJzDr+mzcDyFgbPsMda9N1i6DQauBKNhhwq7xkORjge+RU4iOsWaUtjHs7qPULWO5jUqHGSh6oe4NSSt5YAAFef6RqEmiXbSSXZuDKQrwryvsdx7j2r0G5RktLW6k+WO4jEkZz2IB/rWUocs9Ni4VFJeZyXi6d5bVYEySfmx6c1wzJOpP7omuy1iUS3THqBwKx2Ukmt4aIzmrsybeUC4iiZWLu21VAJLH0ArvvD8Ra4VCyrIrYKudpH1BrkLKc2utxTAgMikKT/CT3+uM/nWmJrfAkmAJ4XdjP8ACDzTlqStD2IaLam0Iure2kOwH5wp4AGTzXm/iifw/cXtrp+leRtDHzDHHuQOcDr36dq5K5urq+vQ0UjmJ4/LRSSSUBP5DOTUpsZdPiS5aUB87lC8nj/9dEY8ruJu5rRWMNqmo7DA2LViJIhw/K8jp+tdv4FUXvgcWzEcSyLn0Ocg1wazSGHUWcLuEJU9geUrpfA915XhnUYPM2OsyujbsYJH8sitKycoajpaMsSxtFOyMMMpwRViE/LVfxHq8Nnqf7zy9hiUsytn5/QevGKZ4bvI/EWoSWkJMIRC5dhnOCB0/GuKSdrm6nG/LfUytQcvLIewGBWOYyexrcuE3JI2OxqvsK/wHpW0TNnPaiwhtGLnaP50uiaRqeqwm707TrqeCI5aQJtQEdRuPFWL0RPfwLPHlVO4pnqTwK1X1OZbdrC1YrbI2BDH3wBzgVa0Rm1dmLFpVwNX/wBOEeX+eQI4I254Xj1P8q6e30iXUNUtLeERRMMzRgZPmKFOV46Hnp7Vz9pDeS3YSO2mJdsA7cdT0yfrXoWnaBcwGzmnmt7aSBt29ZctgggjiplIFE4p9A1GNsG2YrgfdIPbrWjPos9pd2swBbzYYonUf7mT+RFdW0NojOst82wHjYASauNr1lCAwUyFQBzGoJA98VPt5yVmilTimcbtUwlWjBBGKjktrVIFWKJQ2PmYnJNXJpI5pZJIk2IzEhM5x7Vytr5+p+LrjTJNVuLSMiTyhGm7LKhYL7Dg8n096mMOZ2Cdkrs2IR5FvcbTy+0cfjWdc58wfSqPhS9ub+K6+0TPLjYRuPTOa17iJvM4UngUWs7FRd4mcVrEnkWXU/s8aSSysQqpGhYlvQY710kn7qF2aPoCcmqunvBaWbTRxqLjeAZT1BJySD24wPzrSJMkJe6Dq9tY+Vc2rWsLfvT5zAOVx2XOavaPp/l6c5EUbXLKWO4/dHYD1wO3c1VvnuZ/LkJlnOeTtLbh9a3vDOl316fPMAWNDg+e4QZ/nSb0Eo6lf/hGL1dHtZ4WW4SfzJUYfKRkjgg9xg5qWw0C7livEmhaPNvgbv4jvU12EWnLY2CQNfJ8kjMsaNuChjmrFtdWFmXP2mSUuuGBjBFT7ea0S0KVNdTktC0m4tbTVVdQ0LBVUg4O5Xxn9af4mvI9EvbWQCRgybWUHgjv1rrZfFNvb/JHZrN/vgAfkBXDePdXN/pq3Mca208ThVMYGME/Sp1lK7HK6jZGpFLHPEk0TBkcZBrE1CQyTynsOBWRdSf2foseoWGv6nNHJc/Zz9ojVFnITLPEOoVThTu9R7ga8yFldsdRmn7NwY1PmRjsuapag6xWjljgVsGNs/cNUbsQtfQLNECqfNsz1J4FWtyWivoem32qxvcadY3M6QkMzhNqDHXLHAp1vps0ur5vDGwJ3y7GyMA8Lx6n+VaS3RVprSAtHGH/ANVHnB49B+dVrGO5a68qO3mcu5wQmOp4HP1qmyOU6GHRpdR1ayhh8mExt9ojAyfMUKcrx0PPT2qrPo1885kS3Zo2AwV57YrrrDQriBbWaaS3t5IG3b1ly2CCCOKmgjtRCBPeMgx91ACay9rKPwl8ie5yeq+G7gtbNHjzXiiTB9fL5z9MV1E1oGkvZJVKv5Ee4A5ydoJPp0rXOu2UIDAGQqAOUUE498VSuvFqTRMg0+FVYEFjgt+eKUpynuUkkeT+chuClrbksX5dvmb/AOtXf6xP/wAUfoXJybfb+g/wrh7OO3vPGMul3OqXdnayS7UeGSKIR9yWLjGMZ4HJOBV63u7x5LrSrqW6ddPlMMaXOA8YyRgheM8DOMitZQdkzKl7raZVuvvj6VWK8ZrQuI28zhSTgVXf93C7NH0UnJ7UJmjRz7ypJqggRZJJHIVUjQsS2RwPetnUdB1e1tfLubV7WJ/3x84hXK47DOexpun+RbWyzJGBMsqky55BJzkfoPzqzfTT3eyZvNlYvk/KW3DFXczsWdH08xaeWEMb3RXeQ7dFGPl98Dt3NWT4YvV0m1nhIuI5/MlRhwRlhwc9xjBq94b0u+vG8/7OFjXg+e4QZ/nXTppgsbBIWvkGyR2SNGyqhjnHNZuo4u63KULnIafoN3LFeJNE0ebfjdxuO9TVnRNJntrPVQ6gwsFVSDg7lfGf1rrLa7sLIyH7TJKzgBgYwRUkniq3t/kSzWb/AHwAPyAodWclZoqMFHY4fxoltaSWwdHkyvALccfrUvw7mkPiNi0flo0EgUAY4+U1H481b7fpyXSRrbTROqqYlGME89qxrqz13wlZaZq0+o3qXN4JVkjKY8gYQqpOOGIbOP8A69OMG4WM37tTmOpgjWe7WFuIyeQO9bsWmWhPMefrRRUm5dh0DS5H3yWcTsoyC6g/zqK5lWyRo7WCCFQP+WcYX+VFFSJHMROxuAc85zV8uzDkmiigkrvVeU8EUUUwRHF0YVwV9qE+k+K7m+ttnnRStt3jI+ZSp4+jGiiqp/ERU+E0fAwCJf4AJXywM9vvV6Dp9hBcQiSVSzN1JNFFTP4maUvhRqJotgww0Ckehqw+ladpsStb2FqGxnLRKTRRUFnP6zcyTvGrkbVzgAYAqKzZliwDgGiimS9yV2JIyabnANFFICs5y/NYfikAaGxKg/vU60UVcfiFLY5jWvEba1HbxSaZp9uYFWON7dHUoi9EALkAc54HJ5r0KCJZ7lIW4jPUDvRRWlbdEUepuxaRZHGYs/Wr0Hh7SnbfJZROyjILqD/OiisDZkdxItmjJawQQKAf9XGFrl4v+PlW75zRRQiWaXmOwGSajaiigRDKT0qsRRRTQziNQ1j+y9Y1BDp9heRyzBil3DvAZRwQcgjqcjOD3Bq94bvZ9Qu9Tv7p/MuZ5FkdyOrHOeOlFFdD+Ayj8Z2mn6fb3EAllUu7Hkk1qxaLYMMNbqR6GiisGblw6TpunRK9vp9qGxnJiBNYuqzvO8YfGFzgAYAoooiJjbV2WHAJAzRKxPU0UVRJA3Qmqr8uKKKEMxfE+BojHAP71P51yV7rupX9hDp11dzS29vI8iCSRmJLY65PONvHpk+tFFbU9jKpuf/Z", 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", 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", "info": {"video_id": "181689", "label": "pouring something out of something", "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": "1bc6f727022bf5365a4c23d43a7100e36f3215f8883cde4bfe8c49fcbc2842fa"} +{"episode": 17076, "episode_seed": 3185411289, "split": "train", "timestamp": "2025-10-13T03:01:51.438030", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3185411289, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting bottle roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "176259", "label": "letting bottle roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "176259", "label": "letting bottle roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "176259", "label": "letting bottle roll up a slanted surface, so it rolls back 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": "128fc5963ac1dd918d135c70aeca34cf2721e514a8cfbfb41197ff7da279493d"} +{"episode": 17077, "episode_seed": 897465057, "split": "train", "timestamp": "2025-10-13T03:01:53.405733", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 897465057, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pc memory'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "44329", "label": "uncovering pc memory", "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": "44329", "label": "uncovering pc memory", "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": "04aff59fb0ef995a24947fc0f6e4ec931b70cdf56d9cd4f919a5c2158cea2dd9"} +{"episode": 17078, "episode_seed": 2945418825, "split": "train", "timestamp": "2025-10-13T03:01:55.096257", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2945418825, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking debit card from atm mechine'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "210238", "label": "taking debit card from atm mechine", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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DwcDvxXNGo1KzOirTVro9rF8nhzXvBKy4VbtZoJCe3mbD/wChba7Dxnb+ZpEc4HMMgz9Dx/PFeS/FrVLfUYfDF9odwt1H++aKSD5sEeXjjqDkdDXskU48QeD45yhVru0EhUjlXK5x+Brq6Hlxf7ySPNkvfs1wrZ6/zqaLULgCWK2ZhCZC4H15rJvkLXtpGP4plBrK8VX1/Z+JxZ2d0IIkhViucZPfHvWbV9DeJ2CfbpG4jPPf/JrShN/DAqkR4XOPmrzePU9RZWLasqDHysTkZx3qzLJLOAsmo3IJX7sYJB46k1NOEaexW56JDczyyLHIFG8fKQetcz40tL0NaTwo7Rwk7toyV75x6VqafmXTdFCuSHtgpfoehXNcYng/WPCFteavNrCXrxwMoTa5ILYGcsx6dfrW9yUrux5vfXF1qly6X0Xl+Znyo1j2EAE9R1Brp/Dl1cXlzFpV2Iy742TOoDsByRn1wMD1rm3ku7nUZbl0JZwVUs2WOTySfWpJRPatHcxSMksbB1b0I5BrndRqR2SorlPR526eua2tYtf7P1a5t8YUNlf908iuWtb9dTtIrpWXMgDMF7N3H516P45stslreqOHTy2PuOR+laPVHFJWZygvw1o8J5YEFf8AeByP0qytxeXL5LbifWszQoxNql8GGQiAj2rjba/1G4mkMuouE3kbQTkc1nKKmrMa0PUYrafIMtzHEPUtVuS7t45Y4TqCGWRgigdyelecW8i7oDJeTSFnABX7jn0rTitFheC9SxPyTI4kaQbjhuSB17VUFGmrIdrndz6tY6NZy3GqXQhijdU3sCck5wMAE9jXFXOg2PitLu70u/LWs7FWWSJgQ2M8Zwccg12d9o9lrFxe2GoQ+dbSMr7A5XlTkcgg1T2+HfCaR2UbW+nrO+5IgWJduFz3PdRk+1bxdibHzqY/s080Dxgy7DEQRjYxOP8AP1r6B0JVl8J6fcmLy7grtuFznEgGD+HAx7GvOvHmjRW2sXdsY0BuG8+NxwVB6/XnNd54J1CDUPDLWrXqyX8cY8yEjDZUY3DnkEY5FFSrGTsio0pRXMzp/CsHn6/GxGRErSH+Q/nWR451H7R4umtEOUs7eNCPRmyx/TbXV+B7cAXt03qsYPt1P9K8yimfWtT8Q6uMkNdqforbwv6KKiS91kTepHa3Ms8k1pGcnGCPY09NQ0qOQpPeKXXhgvOD+tHhuLdrl4T0EYNcbBbg6pcn7OzMZ2w56de9YWT3Kiegxa9oUG3ajSEnALdCakuPFbqQtrpjFFYBmwMAZ5rlreKWNCFW2h+b7rH7wz1HvXQ2+jSahZyZmfkEBfMACj1xjJql7uxSS6nX6ldX1hp98+lQCe8SHfDEVLBzkcYBGTjPeqPhaTX9Rinl8TacsMqspg3RIvGDnABJHbrW1atiS1c8l4V59flrkfFnj+60i5ltrGzCSRSsjSzDzA2AcbUBB5OOvY1tFkHaTyvCyqq8HuaW4XzrLf3A3UxZxf6Rb3cQz50SSrjnqAasWqHyGjcEdufes22pWKQ7wzDvvpZccImPxNeR/Eq//tDxpfkHKQEQL/wEc/rmvaND26fpF7eS8LGWZvog/wD118730r3dxNcScvK5kb6k5/rWsCJnt3wz1I3GgSWTsWe0k4z/AHW5H65rmNY0/wCz+NYbbGFFwXX6EZH86Ph/ffYvEKQscJdKYzn+91X+WPxrp/Elgf8AhKLC/VcgQuDgZ+YYA/n+lY83MrmFCDhBRbvY8w8YRSv4vuNkcDqFAbzMZ/DNMhhuWchZIFwo2sFGenQj0rpNR8KXuoa1NfOFCMAAzvjtySMVJDoVhYSma61SxhbAB3ygDj2JoSZ1FbSpIbRFN2iSkqCcJnJweRnpz7Vu2t5Dc2du0B/1TsjLtxt+bI/Q1nnU/CVpxLr9oxAxiP5/5A1VHjPwnYiVYL2ebzDlttu3X2yBWkYy7BoVvHtn4ivb64t7CK/uLNo43WKL/VEjkg+pyAeveua1rQ7q28H6PPqUBhuone1lUjqm9mQ+3p9K624+K+iRriOyv5cdyqrn8zXNa78UNP1OwmspNBlkhkH8dyFIPYjC8EVUqUpK1ioTUZXOY0+BZpHYKMgmrkmkrcW813c5W0hIDEdXbso9z/Ks/QtSjmnmRU2MD8qlskg+/Het7VLjzraOzjP+j2+cAdGc/eb+n4V5lVShLlPQUlNXRh6FPcHU5kUBIThRGvAUc/rX0J8N9QNx4fezcndaSlRn+63I/XNeF6BAPt0746KP616h8Pr02mv/AGZjhLqMpj/aHI/r+dddOr7qieLXw6jinVj8/uIdXsjB4wit8fKtwzD6YyP51yXi+IyeMrs/ZfOC7RuyQVPtXp3iSzC+LrS6xhWt2Y+7Agf1FcXf+H9R1HXbq7ELkSYCuCAM469at7m8TGhtZyswWxgJKAfP92QY6f05rptJWCGArdKI9ygkByOcdMDqM1YsfCd1FI0jrlWA+UtwK0RoUMKL9ouLddqhfncDp+IppFDbVohZWBhKmNHdVwc4AkP+Ncf8SfEeoW1zeaQjQraPFGWxH+8KnBPOcYyCOnSupjk0fTEmjk1bTxvfev8ApCDafzqS78YeFk5l1mxZsYOMv/IGrSbBaM8c0238+4kkP3f5Vrz6dbWFgt1eoJp5hm3tT02/339B6Dv9KnvL3w2uun+xrlZLaRGmkhVWUKV6gbgODxxUU7veE3Ep3SSHLe3oB7AcV5laMoz5T0YSU1dHKtqF7ZarFeu5dI3BMI+VCvcYHTivprxHbrqPhqVosNtQTR49hn+Rr5y1G2xnivoHwdqC6h4YiiflrceQ49Vxx+h/SumhK6scOLVpq39bHA+GUze6o3pGQP8AvmuK0u3c3TssCLhziQ84GfSu/sbaTTrzVoRw4naMZ7rgf0rK0jwnqBJZ4Nu5t2XYdPwqzOOxUs4LoxrueCHDjdGoBBGf59K6NL5Lawlg8kvJggFVAI698ZPX9Kkg0jTNHicX+qWcAY5YSSjP4ZOaZP4r8HWSsv8AaEtyxJJFtExyfrwP1rSMZPYbsdBYXS3d7BdoreXMgPI74Gf1Fef3vww1W5u3kjvLW2UyNyrsS67sqTgdfu5HtVx/iZptoqxadpNw8cZygmkCAflk1i6l8VNbnjkS2trK2DAgHazsPxJ/pWypzJujI8fagmoeJ2W2lXPmiEnuXXgkex54qG2t7mweO9tn8qeFtyEHvWRIJJJbefAKxhSMdc9fxrYtS08TsSyn0rz6knc9KMVy2PXdG8ZaaPhdeXCXMMWosJY2ti4DiU8fKOpGCCDWF8NrIXum+IrbHLxxbfqN+K8hu5Ht70SEYIOc+uK9p+EciM2rbWGXWF1+nzf412xadO55dVcs7FDwxEV1m/3cYUA57cGuPhgVtUuS0khHmsCgHHXpXpdzpn2DWtVbAWKaRXDEgKFK56n3z+VcwG8K6XNK97rkTyMxZooPnOSc/wAOaws76FR2K1lY284mjW3aTDciQ9D149q6K3gvdhWB2jUgE7c56e1YsnxD8OWXFhpNxdsOjTEIP1yf0qhc/FPWpxssbWysl7bY/Mb/AMe4/StY0pMbaPSNEiu1soUut5lhfau4clc8fzp+pWXhi3upbvU49NSZ2DO9yy7iR0OCfbsK8bu/EHiDUSTeatdMD/AJNo/JcCsxrdnJbeGY9z1/Ot40X1ZDkj2m4+IvhbT4hHFdNMEG1UtYCQAOwJwKwL34wQqSNP0h29HuZsfov+NeWSRuvUfjUQDMcKCx9hmr9lEOY9AvvixrN9pkmmm3s7e3nyspjRtxDHnBJ4rDkXKmsOPS76bpAVB7ucVvRxSR2saTEGRVAYjpUyilsQ3c6GSeXTraS9ifZLboZUb0Ycj9a5HUfiD4n1hVW61ecAHIEOI+f+AgV02uq/8Awj96I1Z3aPaFUZJyQK87j0rUCAfssgH+0MVz4dKzELPe3dycz3c8v+/KzfzNMQD0H5U9rKeM/vAF/Gp4oAih2wQTgexrqWhVx0MDMAScCpCqocbQfrUikdzR5YlbCsPTuf5VXMhCrbRzIcrj3HFZV3aFCSp3Adu4rbiubaC3cSTRq/YFhVNV81lIIIY8EdxTUrjuY9jMbTU7a4IbEcgLBRyVzzXSWV6txbAZJ5PJGDT2XBxjGBVfRtPXWPFL2E2oy2iskhjMce8u6oWC+gHB5Pp71y4igp+8tzahW5XbodB4fXdPckei/wBa6B7t9JifUoCBLagzJnpleRn2rj/AFxLdG9aRy2BGRntnNdH4mJj8N3pAOWQLx7kCuOMbNIms7zbMnU/il4m1UITdQ2xXODbwhTz1GTnisOXxZ4inJ8zWr4g9hKV/lWKsU2OIpCP901IsUg+8hH1FekorsZpl19T1C4/119dSf78zH+tNSNpuW5925psUO3aX6H7o9auIeK0VkFyAwon19uKhltzIPkYg+hqzLySBzUsUREe9wQMce9PmFcwHNzZyF4mKOVKZHcHqK63R9RW8s0fvjkehrDkQTPsIyCelNuEbSo2a1ZkDsCee9cmKoqcbrc6aFbldmb+oLvU811dr4yfwXay3BtPtKXGIxH5mwBhkhs4PbNcdrdvbQeHoNT0/V76dWuvsubmFY1uCE3O8QHO1ThTu9R7gTeOG26VaD1m/9lrkpU3CSTDEzU7WE1b4l61qF5LNarb2IkwWESB2JxjO5voKxLjxDrN9xdapdyj+6ZSB+Q4rDQljwM/SrcaMexrvjFHOmTLy27qfXvWhBbA/NJn6VFDD5W3ePmIyPpV5OI2fB2qMsccD61rewbjGATgDA9qUxCRPmUEe9Rvd2RGWuUDdgDkn8BzUguJXjVLbT76fccZWH+lHOhWIbRsCGFRhUJBzXSxW6xW644yMmqkHhnV47d9Qm0y6jt0AZ3aPAUeprTZl+xqv8QFeRiY8sz1aFTnicfrcJ3/KMnPFatj4ivtA0iW70iVrScbIWBAYqDnjn6dansLO1uPFy6Zq17Paee+1HSWKMQDrljJx0zx1JwO9czd2VxbSa7ZeXdGSK+SMpOo80bTIPmC5GfXHHpW1Dm5fI5MTyt3Q3VNd1LXJhNqV7NdSAYBkbIA9h0qpHxTk067xloig/wBo1KlrtPzN+VdiOVMfEpZsDvWrbRLGOOW9aijgEUCSLnBba39KmjntEZkmu0jlA+WIIzu59AFH8yKpysrsaV9ESyZyKmhTMZb0pdKs/EWqHbY6W5BP3nJxj3x/jXUWXws16/TF9qotQTkrEBx+Az/Oj2iQWOUto/MuVGMjOa2BGFY7VA+gxXpOh/CfSrFVNzeXd246lmAzVPxDb6dFdG106yhggg4LIvMjdySeSKXtUKxxCofTFMmXANSeI3ltNMaWF2Rw6jcvpWfr2j61oWiaXfXd1crNemTzISmBABtKBjj7xDZx2+uaTlzAkdYFEkLqwyCDXMyn5aKKww+zFMwL8/OaYnOmTE9VdSKKK6kJENncXX2qWKK8mhRvlYR7RkY9cZrW0Twtpt/IFm88gnnEh5/Oiis2a30R6HYfDPwy0ID2jOD1DEf4Vu2XgDwzbgLHpcYA5xub/Giis22IoeLdH0vTLa2hs9NtYvN3FnCZY4x3P1ryG6v5dG8SzXtoEEsLuFDLkfMpU8fRjRRVpi6lr4bcNqS9h5YH/j1d/OgeymDdNpNFFckvjKnucddsdp5rBuSdxNFFd6MkDn/QIG7iUj9KzJdWuIr6SxRYtkigbygLrxngnpRRRU2NKe5fsbNpeGvLoD/ZcD+lblr4WsbkbXmvAePmE5zRRSYG/F4M06GAyrNdlkXjc4P9KwPFWj29poS3CPKzmTGGIxx9BRRQvhJ6mDrXiqTxBbW0U2k6bamBEjiktUkUpGucIAXKhecnA5PNdlr1tDPp0TSxq5Rxt3DOMiiiub7aNamyOTmRUBCqqj2GKoEneB70UV0xMUaU3/HtZt3yy/hWroGhQavL5F3c3bQO+TCJcJn/AHcY/OiilMqJ6fpXgjw/pyKYrBHOeshz/wDWrq9PtLe3wIYIo/8AcQCiisWUXtTRJdFvY5FDo0DqVPcEYr58spnDsSd3lKWXPqPWiiuTF7I7MLuznpPEc1hqF401hp+oLcyCR0voPMAdRwQQQR1ORnB7g1o+GbufWZtfvr6Qy3NwVmkfGMsdx6dvpRRW0P4aMa3UZc8A1mN96iius5Edj4Q0a11qN4LsyeXuBwjAf0r0Ox8M6NYNmCwh3dS7ruJP40UVlUepcTpLGNduMcDoO1aUSgP0ooqCiLULyWPS7goQpEgjyPQ/1rhdQ/1v1UUUULcfQ4/xZ/yBnP8A00T+dcpea9qd/psGnXV3NNb28jyp5kjMSzYzkk8428emT60UVshI/9k=", "info": {"video_id": "210238", "label": "taking debit card from atm mechine", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "210238", "label": "taking debit card from atm mechine", "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": "3dc3f53c60b5b85d208b019ef2703dddef74c5efff27d1d3ca07c2fcfd483e1b"} +{"episode": 17079, "episode_seed": 1683334869, "split": "train", "timestamp": "2025-10-13T03:01:56.578398", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1683334869, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting lego brick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "54536", "label": "putting lego brick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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oc9rl8/JsfYzOAua4rxRr8PnCxjbcx5YLUOu+Lh9idbZwOxf1PoK5K2UoDLIxeeTl2PWu3D05V5c89keZiaioxst2VPEem/2qkRjJGxSrKXKhs4IJxycHtXH3NlLpd6ElZGd03khcbjk5P1zXeyT8ZA/CuK8Tvvv7cDO5EO456gscV6OLvKjZvY48DK1ZWFtrGXVJfJVowXBHJ9KxkteJYyQCh6Hua6/QNNvINPj1o27GySYxPKMcHHP0HPXpTNPi0q8ub61lQLLLKxjfODt6jB/E140IOx7U52ZzVpD9nM8xXeq25O1hwc4GOPrXUaddafF4Onm1yaOEXVy0dmTAZI0KKDtKjnaeckcg4qhqGmf2ZDPEzq+7YFI4ypbv+Vc7r0pfR47We4fyYmdoY93CuepA9eBSpTtUakb4iCdCFvN/jb9BupG2ndGt7VrdiuXQtlc+2ecYrFmR1fa2fTNdp4ouba+uLKe3ZXA0+1RmGR8yxAMD9CK5t18wfd5FJu02ZR1giOzUEPGpIbGRmpLZ2d5Y2znpUMWYb+35+ViwwanwItXUZwsnH49q9bDv92jycSv3jKbXBAwe4z+Pen2N40d3G6sQyncCKpXh8tDnqHYfrVeCbE647dauRET7BF6tzpkFxniSJJM/UA1w+p+I7Gw1ZbiVj5Ib7yjO4gdKxrbxlLf6Npuh6ZE8l9NHHbg9MHaBWJrCLY2UdjqcZSe2usSQk/MUzz9Qc9e9eLCleTb6Hse05IpRLH/CSXgkmyUkjYMwA7Z7frVPSxcPrWm6fb7UkkMKPKF+faTllB7DGferFxpFvfQ/2hpkiKm0lkB+UjHOPQ+1UxJNbaoZoJWimiYbZEbBBC0STpVEdaryxGHlzO9rL79f0LniXUdAu9TufskQuF+YSbIzHJBIpxgno6E9D1xXDXELhN6DA9K6DwzcWUFx4ni87LXOnhVByd0glQ/nxWdONjsoHy1dd6po4aCsmmYsAIbc2cqR2r13UPiHaxIFsbV5Wxy03ygfgOTXmD27bshcH1p6v5sYRj8+PlP9K78FUaTscGPoqTjfzO0vPiFqMlo6wwQQsRjzVySPoDXG3WpXF9KRc3EzyN0Z3JzUaSlgc+u1waoOSbLzB96Jytd3tJHFGlGOyL8HiS+sLe4t7eXynlwJJU4c4znntknn1r1L4S+KZ9Tju9KvJ3lkiUSwvIcnb0YZ74yD+NeH6hJmZpF4DBW/MV1/wnvTb+N4AOkkMiH/AL5z/QVwYunGUZNrXc9DDTkpJX0PWPFNvC7MZ2It5TskAPbsfqK87VrSOORoIt+2Iks5JDg4GDj1z2rV8V+MFPiyO0jKvaWuRKR/fPp9P6mjVILJAz2ZTy5VjJVTwMtnj+deS4SVPmTPoMJiIRm4OKem/ayb0Ltjd2UPg+a41uaKIXVyYrMNAXiTYoO0oOdpOckcg4rjdU+zXDo1taNbsVy6Fty5P90nnGKd4icPoqW1xcP5MbO0Me7hXPJIHrxWt4kuIL2WzngYOBYWys2CPmWMAj8DXTUmpUlI8qEHGo0cVMkqSbWzgcZp33QF5x71oOpkzlefpWdeZiKZ7k4zTw8tbMMSvcY8SBWFegeBPFK6I9yHDMJVG0L3NeYmYmQVtaTOReQgd2Fdzpqr7j6nne0dP3l0O78VXGt+IA0twyW9pbgyLAvzFyBnLHt9K5mGUtGsYK88ZPrXX6hchLGV3GUETbh6/Ka4rRLO4vL+CzhQySyyBEXPUnpWONw8KcYqCOjAYidVycx+q6ZJBDa3jMpWXONp6Y9apPZ/OTuzhd3FdZrQjsbSHT9RhKzWtz+8iPXZ3/Q9aS90yxvoRf2Doke0lkH3SMc49D7VyuLUdDs51zamZpYuH1rTNPtwqPIYUeUA79pO5lB7DGas+Jr/AMP3epXBs4hcKdwl8uMxyQSA4wT0dCeh64qm00lrq3nW8zRTQsNkiNhlIUCqfhi5soJfE8RlBa50/YoOTvkEqHH14NKjNSg0zXHQ5cQ2umn3aHPTwuFLKOPSqkSnJZs5FbUy7XYAcH+VU5ICSCBg+tRTlZkzR2+n3Ml5NG0rDy4xhEHQe9b5c4AJrz3R7q6+0BIlDfU4rtElm8kGUIvHrXsLEUaUbN2PDnhq1aXMlcstJk/SuQ8TMVvo8HrHz+BNdD9ojBIaVM/7Jz/KuS8RXCvfwAE4Kkcj3rmq4+nUXJFbnVh8DUpS55M73wF4qXR4Bp94BNp1wT5kbDO0kckDv7jvUnjbwULDbrej5n02U72ZGyYs9P8AgPv27153aXbfu8Dbxjmu/wDBHjltLnksbtXuNNkbbICuQmeMj1HqO/1rmg7+7I76is7xOchtLy7D3EsgkZiAS55G3pVG50hNSm+yskjvuwixHJz9O9eheM/DD6PZnV9DYy6XJ87IjZ8rPceq/wAq4zw14kl8P62NQNsZmw4IZtudw9frXNKNSE7s65SoSoR5E79ex0mj/DPVL2NPtypZQKAA0vMhHso/riuF1/TF0jWbuyDiVIJjGsqjAcDv7VveI/Hmt6srLJdm2t2yPKgO0H2J6n864yS6fed53DrTjFt3OZNrcp3Sut9bZ5G44qS4O65lPIaJUcfWi4dZL20KE4JbIPbpVWWbOoXA7MmP0r1sNpTR5mI1qszbycSR5Hd2P61Da5aTgZJ6Uzy5JmWNF3H0ArsNF8KPaR/bL10OUJRFGecd81NWvCmryY6VGU9EJomozW2r21zFK0c0JV0YdQR0Ne2RnS/ihogjmMdvrkCZVxwJAP5r6jqM14FbkrOCBncuOO1dVo2o3GnyQXUMrpMJBsMf3s+1cntPet0Z3OHuX6l9NF1TSr250u4WS2YnbJGT8rc5H1B9R1FXri1eNSz7QxbPB74r062ez8c6Wi3Ki31a3XKuBjP/ANb1HavNNfhvNP1B7K6hZZIXzjqDx19wRWGIhK6ktjrws6PspRnfmGaH4Muru5kuNLtJpBKNrlz8g5z1Na3ifwK2i6Et9JdRPceYEaGNTjB9Ce4+lT2/xAv7XQbfT7KCOFoU2+a3zHueB0/PNcLqms31/O01zdyzSfxGRs4+np9KjWT1OdXW2iKMifKwTIIOGGKpOCgmxwySEj+dXEuVY7HJDHo3TNVJSPMus9nBP5V6ODTVzjxbTsNLqZ1k/gmTn61nxvi0vAem8YqxvP2Itxuik4+lZ7y4spscb5a7b2OKxQu3wGTP3MLXW/C/UbLTfGVpc6jD5tth1cemVxnHfHpXE3TZlb3Nb3h+F1dZBxu4GfSuavU5Y3OuhT5nY9a8YfDiKyuV1zRf9J0q4PmMVbcYs/zX0PbvVCz06SO3woXbkDB7Yrofh/4rksRLZXIeewZ9rArkL2yP6jv9a2PFnhz+zbQ6lpQMli3zMqnPl57j/Z/lXBXhzx5oHpYScIVLVtvI8+utHi1ST7M6SMdx2CI5Ofp3rrtK+HeoXcaC8VbWFQFDScyEAdlH9cVheHtefQdX+2fZjK2GGGO3r7/Wn+I/G2sakpSS6NvbtkeVB8oPsT1P51zq9lFhUXvvkMLXtNXStWubTeJEhlMayqMbveuU1oFGj3HrnH6VqyXcm8+Ydw64rJ12RJVt2QnHzcH8K6aEWpo567vTZlLJhq6Dw7GbjUIsAkKQaq6N4dudTCS7QsPXLd6761tYNNhWOMQx4HJOATXYsVSpy957HE8NVqR91bl3UcPp869vLYfpXFaTey2eow3MUpSWNg6MvYjoa6jULmI2j4ctlSOBx0rgrWUsVIHUYyKxxGMjiPgWxvhMJLD6Te57kh0z4n6IIZmjttcgXKuOBIB/NfUdRmvL59I1bS76fSJlktnZtkkZPyt6c+h9R1FR6fqc+nSQ3cMzxzK42GP72a9gtZbD4i6SiXKi11q1GUkAxn3Hqp7jtWd/aR/vHQrQmub4TymfTriIGSXYGZuCG74/+tVnQPBV7e3Lz6ZaTSLINrlzhBz/AHjin69b3+nX7WN7E4lhfJHUHjg+4Irdt/iHqFp4ft9OsYI4WhTZ5rfMe5GB0/PNca543TO3FOlKSlR28yDxT4CbQ9AW/lu4nuDKqNBGpxg+jHuPpXn0ifKwTIIOCCKu6prN9qFw89zeSzyfxF2zj6en0qglwp+VyQx6H1rSMWc19LM09Ls5baPd5hTPJAAzWjnfkszMffmlxtP+FIWwc4wR61yznKbuzaMVFWQoDAHaOfpXLeI2ePWrdnJOYwfYc9q6D7dFE3zSb2PZeawNfuPtPkuqYAYrmt8PTnzXtoZ1akbWuFtIUdHZwpPCitfTZyF3buh3MAMfWsZP38Ky7MKgwDnmtexnLXJV4+qZVvf0rWeiEtXc6seI9Ri0O60eMqbS5AwHGdnOTj0z3rj7+UIMsxDDjp3raR0li3EEMDVO/s4pU3txuHOf51mql7cxXJbY5+S4N0mcAlR19feqRdWdWyCSOQvQVcurYoxHAPfFQaFpEOteJm0y4v5rZDHKYike4s6oWC+gHB5PYeprqppPYwqOxDOUjvInibdGNwznrwKzFm3Xkr84wxqKGdjA5Y5OAR7Zrb8O6HNeSi4mQiHqOOtdftFSp3ZxODqVNDU8IaUY0N1LH8xHGRXT6isp0y7Cnavkt065xS7o7eMJvWNAMDJxUUupxvHsjUuTxzx/OvFkqlapzpHqRdOlDlbOAs3ZxGqcEjJJ6Cur0mRVELBwQpODjOD6e3eudti8d4Y/LyzMUA6AV09ij2cUkaIN2zO05x+ddU1Z2ZEHeKsdnp9/NaHzIHYTRnerDtVLxFqtxq1/Le3IUGRQuEXHQYFNjul8mE7CA6jj0PcVHLHHNvTnaeevArBVGlyvY05Fe63OVl1DypiincG/hPSs+dgjFWKhWXdk9Sa2NQsEDMVCnHX6+tc3qcbxWryozB1YAbenNdNPllsYTuizD5JhbLYfcAoJ6+tLOMXF2PUA0zWdJ0+y8O2+q6Zqd7MDdfZc3MKxrcFU3M8Q67VOFO71HuAs7f6Vck+gr0KCtc4K7vYoCT/Q7jGPvdKy5WIQR+rZNXGbbZEd2kzTtIs477Ul85/lXnb1JHr9KucuVXM4Quyl9laJ4pJIyBIpcZ9M1uaSSjRSMwUtwq1e8TESQWvkQ7Y1YoD3xx/hVfTka5jjk8vCx8A55+tebUcpWc1Y9Olyq6g7ncaHNst1O7G07mULjHrXTT67ex6RPpiY+z3AGAwzt5ycfWuZ0ydhcFHjGDECrD19KvtKk0eSCGBrmc3GTsbciktTA1GfYNzOQw9u9ZM1012m7AJQHB9T610moWcUqb243Dn6+tczeWpjcjhT3xV05RZM00Uy6O6sSCT1CdBVfU4UmnijtyWBYgH24yasaHY2OpeLF0vU725treR/LjmSWKMR9yWMnGMA8DknA71JpemyRa/qdpMs6iymMYS4wHUZI+YLxu4GccV0zfs4OZzr35crN6zjkhs40eV8Y6ZwAKslFHIzj6UDgYwenpUcs6xgBpAi+5rx7Skz0LqKG6gJDp10FO0eU3Tr0ritMkZoVRep5JPauvm1ON49kalyePT+dclZO0Vy6bMliUAzwK7qFOcYPmRzzqRclZmzbTD9yAwKqSAcdD6fzrr9JvJ7NxPbuyzxHejDtXH2aPB5iIgJ25xniupiuEEMJCEB1GR6HuKU3Z6FRjdakniPVrnWNQkvroKrSKEwi4AwMCuPlv8AyZWRW3Bux9a6qWOOXegztPPXgVzt/YqGZlCnHX6+tEZqTvIHGysjJmIU7WKhWXOT1JqOIRGJssQ+QFBPX1qDUUaK2aRXYMCANvSrXiDwpqXhvw9pGoXbzpcXpk82FkIFvjYUDH+8VbOO31BrrhC6ujmlKz1N9LyaW4Me7aoGflFRSAukgcluD945oop0YrlvYipJ8wsUStKqHocDiqmtKPJQY/5a/wBKKK6OhitxNMUEImPlKnI/GrdgS9yqk8cfzoorzqm7PSjsjeubeJDJtXjGayh81u4YkgsOtFFYx2KZh3krLIyg8KOnrzXNw65eaVrp1K28sTxM+0MuV+ZSp4+jGiivQonHVKVjyr5GcEV6Po0kkuiwSF2BfJIXgcUUVu0na5yttN2LLIvmu2ADtHb3q3HGohD4+8+CO1FFaRRD3OagiR9UYkZO9z/OumlO2CGQfeYEGiivNxH8RHp4f4DUs4VlsZC/JBGPaqd8ojlUp8pIBOPpRRXMupszP1M7N8igBgxH6Vxuv3ckdltAU7mUkkc0UV1YdaGFYp+IPF0viKC3hn0jTLU26pHFJapIpSNQcIAXKhecnA5PNXpGLfaievH8qKK9Kn1PPqmZcn93GPT+tdZ4Ss4vszPg7pJNpPcAelFFOREdi74gRTbxgj/lt+fFR+HYk37MfKQcj8TRRXDjPhO3Cbm7ZMzSqM8Aj+dat3bxq0oC8YzRRXA/iO7oZC/NA6sSRuA57VgX0rLKy8bQDxjrzRRWtJe8Z1PhOVTxNNp17eq+m6ZexTShzFeW+9VZc4K4II6nIzg9wa0vDus3t9e6vqN1IJbq5kWWV2HVju7DgD2oorsqr92ckPjOjklle3jZpG+bqAcVCUUys2ADsHb3ooqoRStZGU223ctJEohD4+8+CO1c1EinUHJHO9/60UU6vwMdH40dH9yCCQD5mU59617OJZbGQvyQRj2oorypbHqMpXqhJkKZUkZOKoamdnmSLgNuI/SiiqW6JexyGtXUiWYUbcsyndjms/UfE+sappVtpd7fTT21tK8qeZIzEswXqSecbePTJ9aKK9OnscE9z//Z", 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", "info": {"video_id": "54536", "label": "putting lego brick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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mnPyXsfX7OAua4rxRr8PnCxjbcx5YLUOu+Lh9idbZwOxf1PoK5K2UoDLIxeeTl2PWu3D05V5c89keZiaioxst2VPEem/2qkRjJGxSrKXKhs4IJxycHtXH3NlLpd6ElZGd03khcbjk5P1zXeyT8ZA/CuK8Tvvv7cDO5EO456gscV6OLvKjZvY48DK1ZWFtrGXVJfJVowXBHJ9KxkteJYyQCh6Hua6/QNNvINPj1o27GySYxPKMcHHP0HPXpTNPi0q8ub61lQLLLKxjfODt6jB/E140IOx7U52ZzVpD9nM8xXeq25O1hwc4GOPrXUaddafF4Onm1yaOEXVy0dmTAZI0KKDtKjnaeckcg4qhqGmf2ZDPEzq+7YFI4ypbv+Vc7r0pfR47We4fyYmdoY93CuepA9eBSpTtUakb4iCdCFvN/jb9BupG2ndGt7VrdiuXQtlc+2ecYrFmR1fa2fTNdp4ouba+uLKe3ZXA0+1RmGR8yxAMD9CK5t18wfd5FJu02ZR1giC2AUEfzq0JArCqjAw464J4zTDMTIK76T91HnVvjZ6d4E8Uroj3IcMwlUbQvc1P4quNb8QBpbhkt7S3BkWBfmLkDOWPb6VwmkzkXkIHdhXomoXISxldxlBE24evymt6eEpybqPc5qmLqQahHY5CGUtGsYK88ZPrTNV0ySCG1vGZSsucbT0x60zRLO4vL+CzhQySyyBEXPUnpXRa0I7G0h0/UYSs1rc/vIj12d/0PWvKjC0me1KeiOTez+cndnC7uK2NLFw+taZp9uFR5DCjygHftJ3MoPYYzWne6ZY30Iv7B0SPaSyD7pGOceh9qyWmktdW863maKaFhskRsMpCgVEnKE1c2pcs6E2vJfr+hc8TX/h+71K4NnELhTuEvlxmOSCQHGCejoT0PXFcNPC4Uso49K6Hwxc2UEvieIygtc6fsUHJ3yCVDj68Gs2ZdrsAOD/KrrNXTRz0VZNMxYFIbc2eCP517JqHxDtYkC2Nq8rY5ab5QPwHJrymSA5BAwfWrSv5sYRj8+PlP9K78DUaTsefj6Km438/0O0vPiFqMlo6wwQQsRjzVySPoDXG3WpXF9KRc3EzyN0Z3JzUaSlgc+u1waoOSbLzB96Jytd/tJHDGlGOyL8HiS+sLe4t7eXynlwJJU4c4znntknn1r1L4S+KZ9Tju9KvJ3lkiUSwvIcnb0YZ74yD+NeH6hJmZpF4DBW/MV1/wnvTb+N4AOkkMiH/AL5z/QVwYunGUZNrXc9DDTkpJX0PWPFNvC7MZ2It5TskAPbsfqK87VrSOORoIt+2Iks5JDg4GDj1z2rV8V+MFPiyO0jKvaWuRKR/fPp9P6mjVILJAz2ZTy5VjJVTwMtnj+deS4SVPmTPoMJiIRm4OKem/ayb0Ltjd2UPg+a41uaKIXVyYrMNAXiTYoO0oOdpOckcg4rjdU+zXDo1taNbsVy6Fty5P90nnGKd4icPoqW1xcP5MbO0Me7hXPJIHrxWt4kuIL2WzngYOBYWys2CPmWMAj8DXTUmpUlI8qEHGo0cVMkqSbWzgcZqRFyPLBIOMjNXnUyZyvP0qhLmHULXPAYsMGrwkvfSZOKj+7dhts7O8sbZz0qo1wQMHuM/j3q5gRauozhZOPx7Vk3h8tDnqHYfrXrPY8pLUu2N40d3G6sQyncCK+rBerc6ZBcZ4kiSTP1ANfH0E2J1x2617hbeMpb/AEbTdD0yJ5L6aOO3B6YO0CvNxsXK1j0MI0m7mzqfiOxsNWW4lY+SG+8ozuIHSuT/AOEkvBJNkpJGwZgB2z2/Wq+sItjZR2OpxlJ7a6xJCT8xTPP1Bz171JcaRb30P9oaZIiptJZAflIxzj0PtXP7C0dDup4ydOWjsV9LFw+tabp9vtSSQwo8oX59pOWUHsMZ96seJdR0C71O5+yRC4X5hJsjMckEinGCejoT0PXFUxJNbaoZoJWimiYbZEbBBC1S8M3FlBceJ4vOy1zp4VQcndIJUP58U6E1Km4sMdC2IbXp92hz9xC4TegwPSqcSnJZs5HtW3ONjsoHy1Tkt2LZC4PrWdOVmTNXR2Gn3Ml5NG0rDy4xhEHQe9b5c4AJrz3R7q6+0BIlDfU4rtElm8kGUIvHrXrrEUaUbN2PEnhq1aXMlcstJk/SuQ8TMVvo8HrHz+BNdD9ojBIaVM/7Jz/KuS8RXCvfwAE4Kkcj3rmq4+nUXJFbnVh8DUpS55M73wF4qXR4Bp94BNp1wT5kbDO0kckDv7jvUnjbwULDbrej5n02U72ZGyYs9P8AgPv27153aXbfu8Dbxjmu/wDBHjltLnksbtXuNNkbbICuQmeMj1HqO/1rmg7+7I76is7xOchtLy7D3EsgkZiAS55G3pVG50hNSm+yskjvuwixHJz9O9eheM/DD6PZnV9DYy6XJ87IjZ8rPceq/wAq4zw14kl8P62NQNsZmw4IZtudw9frXNKNSE7s65SoSoR5E79ex0mj/DPVL2NPtypZQKAA0vMhHso/riuF1/TF0jWbuyDiVIJjGsqjAcDv7VveI/Hmt6srLJdm2t2yPKgO0H2J6n864yS6fed53DrTjFt3OZNrcpX+5GXcevSqSyYarmpukixMhPfg9ulWtG8O3OphJdoWHrlu9d8JxhTTlocNWDnUaiWvDsZuNQiwCQpBr0HUcPp869vLYfpVK1tYNNhWOMQx4HJOATRqFzEbR8OWypHA46Vp/aVGnHlWpi8urVJ8z0OX0m9ls9RhuYpSksbB0ZexHQ166h0z4n6IIZmjttcgXKuOBIB/NfUdRmvDbWUsVIHUYyK3tP1OfTpIbuGZ45lcbDH97NcanaVnsz0nC8U+qJJ9I1bS76fSJlktnZtkkZPyt6c+h9R1FTT6dcRAyS7AzNwQ3fH/ANavVrWWw+IukolyotdatRlJAMZ9x6qe47V5rr1vf6dftY3sTiWF8kdQeOD7gisa8JXTjsdWGnR9lKM78wzQPBV7e3Lz6ZaTSLINrlzhBz/eOK2fFPgJtD0Bb+W7ie4Mqo0EanGD6Me4+lT2/wAQ9QtPD9vp1jBHC0KbPNb5j3IwOn55rhNU1m+1C4ee5vJZ5P4i7Zx9PT6VnrJ6mCunpoik6fKwTIIOCCKhcFBNjhkkJH86kS4Una5IY9D60yUjzLrPZwT+Velg01c4sY07DS6mdZP4Jk5+tZ8b4tLwHpvGKsbz9iLcbopOPpWe8uLKbHG+Wu69jhsULt8Bkz9zC11vwv1Gy03xlaXOow+bbYdXHplcZx3x6VxN02ZW9zW94fhdXWQcbuBn0rmr1OWNzroU+Z2PWvGHw4isrldc0X/SdKuD5jFW3GLP819D271Qs9Okjt8KF25Awe2K6H4f+K5LES2VyHnsGfawK5C9sj+o7/WtjxZ4c/s20OpaUDJYt8zKpz5ee4/2f5VwV4c8eaB6WEnCFS1bbyPPrrR4tUk+zOkjHcdgiOTn6d667Svh3qF3GgvFW1hUBQ0nMhAHZR/XFYXh7Xn0HV/tn2Yythhhjt6+/wBaf4j8baxqSlJLo29u2R5UHyg+xPU/nXOr2UWFRe++Qwte01dK1a5tN4kSGUxrKoxu965XVVZb6zzzlm/pWpJdybz5h3Dris7UpFlvbEoTjL5B7dK68NFqojmxLvSZXuDuuZTyGiVHH1rDvJxJHkd3Y/rWlLNnULgdmTH6VieXJMyxou4+gFenKVtzzYrUfa5aTgZJ6V1miajNbavbXMUrRzQlXRh1BHQ0ui+FHtI/tl66HKEoijPOO+azbclZwQM7lxx2rgq4iM7qL2PQo0ZRd5dT32M6X8UNEEcxjt9cgTKuOBIB/NfUdRmvO00XVNKvbnS7hZLZidskZPytzkfUH1HUVQ0bUbjT5ILqGV0mEg2GP72fava7Z7PxzpaLcqLfVrdcq4GM/wD1vUdqi/tI6bmitTqLm1ieY3Fq8aln2hi2eD3xRofgy6u7mS40u0mkEo2uXPyDnPU0/X4bzT9QeyuoWWSF846g8dfcEVtW/wAQL+10G30+ygjhaFNvmt8x7ngdPzzXHFTjdM7MU6UpKVHbzIPE/gVtF0Jb6S6ie48wI0ManGD6E9x9K8+kT5WCZBBwwxV7VNZvr+dprm7lmk/iMjZx9PT6VQS5VjsckMejdM1pGL3Oe+lmW9Ls5baPd5hTPJAAzWjnfkszMffmlxtP+FIWwc4wR61yTnKbuzeMVFWQoDAHaOfpXLeI2ePWrdnJOYwfYc9q6D7dFE3zSb2PZeawNfuPtPkuqYAYrmt8PTnzXtoZ1akbWuFtIUdHZwpPCitfTZyF3buh3MAMfWsZP38Ky7MKgwDnmtexnLXJV4+qZVvf0rWeiEtXc6seI9Ri0O60eMqbS5AwHGdnOTj0z3rj7+UIMsxDDjp3raR0li3EEMDVO/s4pU3txuHOf51mql7cxXJbY5+S4N0mcAlR19feqRdWdWyCSOQvQVcurYoxHAPfFQaFpEOteJm0y4v5rZDHKYike4s6oWC+gHB5PYeprqppPYwqOxFcwrNOkcDbgWwD7cZNdlZxyQ2caPK+MdM4AFcl4QhN5NNJIciNVIyemf8A9VdsOBjB6elcmMm3LkXQ1w8VZzfUCijkZx9Kh1ASHTroKdo8punXpTpZ1jADSBF9zVebU43j2RqXJ49P51z06U5O6RtOpBLVnIaZIzQqi9TySe1bdtMP3IDAqpIBx0Pp/Osaydorl02ZLEoBngVsWaPB5iIgJ25xniu+as9TCDutDsNJvJ7NxPbuyzxHejDtTPEerXOsahJfXQVWkUJhFwBgYFRxXCCGEhCA6jI9D3FNljjl3oM7Tz14Fc3O0uXoa8ivfqcrLf8AkysituDdj61RmIU7WKhWXOT1JrWv7FQzMoU46/X1rntRR4rZ5EZg4IA29K6KfLLYxqXRYiERjbLEPkBQT19asTjFxdj1ANRazo+nWXh231XS9TvZgbr7Lm5hES3BVNzPFznapwp3eo9wHzt/pVyT6CvRoR5b3PPru9igJP8AQ7jGPvdKy5WIQR+rZNXGbbZEd2kzTtIs477Ul85/lXnb1JHr9K0nLlVzKELspfZWieKSSMgSKXGfTNbmkko0UjMFLcKtXvExEkFr5EO2NWKA98cf4VX05GuY45PLwsfAOefrXm1HKVnNWPTpcquoO53GhzbLdTuxtO5lC4x6100+u3sekT6YmPs9wBgMM7ecnH1rmdMnYXBR4xgxAqw9fSr7SpNHkghga5nNxk7G3IpLUwNRn2DczkMPbvWTNdNdpuwCUBwfU+tdJqFnFKm9uNw5+vrXM3lqY3I4U98VdOUWTNNFMujurEgk9QnQVX1ExpeQPE26MFhknrwKsaHY2OpeLF0vU725treR/LjmSWKMR9yWMnGMA8DknA71japHLp+pX9lKJ1NtO0apcY8xMEj5gvGeBnHFd9KNpJnFWleLRUWbdeSvzjDGuq8IaUY0N1LH8xHGRWX4d0Oa8lFxMhEPUcda7zdHbxhN6xoBgZOK58bX5l7OBphKPL+8kJqKynTLsKdq+S3TrnFeeWbs4jVOCRkk9BXfy6nG8eyNS5PHPH864m2Lx3hj8vLMxQDoBXPRpzjB8yOmVSDmrM6LSZFUQsHBCk4OM4Pp7d67jT7+a0PmQOwmjO9WHauMsUezikjRBu2Z2nOPzrpI7pfJhOwgOo49D3FKcmmmilG6sx3iLVbjVr+W9uQoMihcIuOgwK4+XUPKmKKdwb+E9K6qWOObenO089eBXO6hYIGYqFOOv19acJqT94Uo2VkY87BGKsVCsu7J6k0yHyTC2Ww+4BQT19aranG8Vs8qOwdWAG0cc1P4g8Lal4b8P6RqF286T3hk82EoQLcDYUDH+8Q2cdvqDXZCN1dHLOVnY3EvJpbgx7tqgZ+UVFIC6SByW4P3jmiilRiuW9hVJPmFiiVpVQ9DgcVU1pR5KDH/AC1/pRRXR0MVuJpighEx8pU5H41bsCXuVUnjj+dFFedU3Z6Udkb1zbxIZNq8YzWUPmt3DEkFh1oorGOxTMO8lZZGUHhR09ea5uHXLzStdOpW3lieJn2hlyvzKVPH0Y0UV6FE46pp+C7mS3jvymM/u+o+tdbJLK9vGzSN83UA4oopKKdRtoiUmoKxCUUys2ADsHb3q0kSiEPj7z4I7UUV0RMHuc1EinUHJHO9/wCtdH9yCCQD5mU596KK4MR8R6OG+A17OJZbGQvyQRj2qleqEmQplSRk4oornjuzZlDUzs8yRcBtxH6VyGtXUiWe3CncykkjmiiunD7GFYh8QeLpfEUFtDPpGmWpt1SOKS1SRSka5wgBcqBzk4HJ59avyMW+1E9eP5UUV6dPqebUMy5P7uMen9a6zwlZxfZmfB3SSbSe4A9KKKciY7F3xAim3jBH/Lb8+Kj8OxJv2Y+Ug5H4miiuHGfCduE3N2yZmlUZ4BH861bu3jVpQF4xmiiuB/Ed3QyF+aB1YkjcBz2rAvpWWVl42gHjHXmiitaS94zqfCcqniabTr29V9N0y9imlDmK8t96qy5wVwQR1ORnB7g1RfULnVr+81C+k825uJfNlYjG5jkngdB7CiivSgefPqd7o0kkuiwSF2BfJIXgcVZZF812wAdo7e9FFOEUuhnJt7luONRCHx958Edq5qCJH1RiRk73P86KKmt8DLofGjppTtghkH3mBBrUs4VlsZC/JBGPaiivJex6pTvlEcqlPlJAJx9Kz9TOzfIoAYMR+lFFUviRL2ON1+7kjsto25ZlO4jmsnUvE+sappVtpd7fTT21tK8qeZIzEswHUk8428emT60UV6UNjhnuf//Z", 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", "info": {"video_id": "54536", "label": "putting lego brick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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SMyiUduoHenaZd/YNRgvEjV2idXAbPODWCp87XN0Nfacux9cs4C5rivFGvw+cLGNtzHlgtQ674uH2J1tnA7F/U+grkrZSgMsjF55OXY9a7sPTlXlzz2R5eJqKjGy3ZU8R6b/aqRGMkbFKspcqGzggnHJwe1cfc2Uul3oSVkZ3TeSFxuOTk/XNd7JPxkD8K4rxO++/twM7kQ7jnqCxxXo4u8qNm9jjwMrVlYW2sZdUl8lWjBcEcn0rGS14ljJAKHoe5rr9A028g0+PWjbsbJJjE8oxwcc/Qc9elM0+LSry5vrWVAsssrGN84O3qMH8TXjQg7HtTnZnNWkP2czzFd6rbk7WHBzgY4+tdRp11p8Xg6ebXJo4RdXLR2ZMBkjQooO0qOdp5yRyDiqGoaZ/ZkM8TOr7tgUjjKlu/wCVc7r0pfR47We4fyYmdoY93CuepA9eBSpTtUakb4iCdCFvN/jb9BupG2ndGt7VrdiuXQtlc+2ecYrFmR1fa2fTNdp4ouba+uLKe3ZXA0+1RmGR8yxAMD9CK5t18wfd5FJu02ZR1giC2AUEfzq0JArCqjAw464J4zTDMTIK76T91HnVvjZ6d4E8Uroj3IcMwlUbQvc1P4quNb8QBpbhkt7S3BkWBfmLkDOWPb6VwmkzkXkIHdhXomoXISxldxlBE24evymt6eEpybqPc5qmLqQahHY5CGUtGsYK88ZPrTNV0ySCG1vGZSsucbT0x60zRLO4vL+CzhQySyyBEXPUnpXRa0I7G0h0/UYSs1rc/vIj12d/0PWvKjC0me1KeiOTez+cndnC7uK2NLFw+taZp9uFR5DCjygHftJ3MoPYYzWne6ZY30Iv7B0SPaSyD7pGOceh9qyWmktdW863maKaFhskRsMpCgVEnKE1c2pcs6E2vJfr+hc8TX/h+71K4NnELhTuEvlxmOSCQHGCejoT0PXFcNPC4Uso49K6Hwxc2UEvieIygtc6fsUHJ3yCVDj68Gs2ZdrsAOD/ACq6zV00c9FWTTMWFTks2cir1wWRUkU5RsGiSA5BAwfWkgHnaMAcZXPPpXbg5XTOLGRtYW6cqI3GeVOM+o/+tVJ7n5gasO2+ytXzkhyrD8DWM8oV254Artkzjie5fBLUTu1S0LEqY0lA9wSP6iu88Q3sMNs6Ocu/Cr3NeGfDPxDFoWo3FxcE7GgKfKO+4GuznvtS1qRPETWzppcc5gD5Hycck+nUDPTtXkYinzVrdND1cPLlpX6hqXitJLOCGxkCzRO7ybh68AVi32py3376aNT5Nu3B6NuI4pLBNJvby+tHx50spaOQHkr22n2yaS60yXTYZYpHWQME2EcZUtxn0PBrOtTcI3R6GDxUpT9m3pq/uVzWsbuyh8HzT63NFELq5MdnugLxJsUHaUHO085I5BxXG6mbW5eNra0a3Yrl0Lblyem3POMUviKTfoqW1xcP5UbO0Me7hXPJIHrxWv4luIL2WyuLdg4Gn2qMwBHzLGAQfoa0nNSpX6nBCDjUaOInSRJNrZx0zXbeAtes9Aj1H7SspMgj2BFznG7Oc9Otc5Ihlzlcnp0qKPfA46gHPBrTBzamjPG01Kk1/W56DL8R5zMfKsIQnYO5J/MVzet+LtU1KQh5miiA/wBTCSo/Huaw5HCsrAny34/3TUM8hE0G4/xbGr1/ayZ48aEYvYWS8aLbOrF0Y8q5yM+v16/nWjb+OdXh1mK/F3INhGIQcR7R/Dt6YxWBOfLW6gOOPmX86y/M2ykE9DwKxrJT+LU6qLcPhPrK5mh1TRYZ4jmK4iV1+hGa8s12OxS8Ek+6S5G4Ou77wUjBP54rZ03xMul/CmwvJCDLHAYolJ+824hRXPaHqFrrOkTJflBeRIZN/qT3H17ivCVJuUknY96jiI0nGco83kO0zzptc0+xtFWIyvEjSAHeEJyVB7DH41Y8S6hoF3qVz9khFwvzCTZGY5IHU4wT0dc9D1xVUPLbakZ7eVoponG10bDKQoFUPDVxZQXHiaLzctc2G0A5O6QSKfz4NbUJqVNxZnj4/wC0uS01t+hz9xDIFLoMD0qrEpySc5HrW1cDa7ADgn9KqSwknIBBPes6crMmaudTp9zJeTRtKw8uMYRB0HvW+XOACa890e6uvtASJQ31OK7RJZvJBlCLx617CxFGlGzdjw54atWlzJXLLSZP0rkPEzFb6PB6x8/gTXQ/aIwSGlTP+yc/yrkvEVwr38ABOCpHI965quPp1FyRW51YfA1KUueTO98BeKl0eAafeATadcE+ZGwztJHJA7+471J428FCw263o+Z9NlO9mRsmLPT/AID79u9ed2l237vA28Y5rv8AwR45bS55LG7V7jTZG2yArkJnjI9R6jv9a5oO/uyO+orO8TnIbS8uw9xLIJGYgEueRt6VRudITUpvsrJI77sIsRyc/TvXoXjPww+j2Z1fQ2MulyfOyI2fKz3Hqv8AKuM8NeJJfD+tjUDbGZsOCGbbncPX61zSjUhO7OuUqEqEeRO/XsdJo/wz1S9jT7cqWUCgANLzIR7KP64rhdf0xdI1m7sg4lSCYxrKowHA7+1b3iPx5rerKyyXZtrdsjyoDtB9iep/OuMkun3nedw604xbdzmTa3KV/uRl3Hr0qksmGq5qbpIsTIT34PbpVrRvDtzqYSXaFh65bvXfCcYU05aHDVg51Golrw7GbjUIsAkKQa9B1HD6fOvby2H6VStbWDTYVjjEMeByTgE0ahcxG0fDlsqRwOOlaf2lRpx5VqYvLq1SfM9Dl9JvZbPUYbmKUpLGwdGXsR0NeuodM+J+iCGZo7bXIFyrjgSAfzX1HUZrw21lLFSB1GMit7T9Tn06SG7hmeOZXGwx/ezXGp2lZ7M9JwvFPqiSfSNW0u+n0iZZLZ2bZJGT8renPofUdRU0+nXEQMkuwMzcEN3x/wDWr1a1lsPiLpKJcqLXWrUZSQDGfceqnuO1ea69b3+nX7WN7E4lhfJHUHjg+4IrGvCV047HVhp0fZSjO/MM0DwVe3ty8+mWk0iyDa5c4Qc/3jitnxT4CbQ9AW/lu4nuDKqNBGpxg+jHuPpU9v8AEPULTw/b6dYwRwtCmzzW+Y9yMDp+ea4TVNZvtQuHnubyWeT+Iu2cfT0+lZ6yepgrp6aIpSJ8rhMgg4IIrLtXKaTMSMdf51opcKflckMeh9ayt5XQ29W/xr0sHdXOHGO/KF3IIXSMZ2s3mD8V5rCd90h9zWhfylhA47KaXR9Au9Xm2xbIwOSz5rqqVIxV5Oxz04OWiRLYytFE+OAy8n8a9Y+HfjFdGgGnXyifTLonzI2GdpI5IHceo71wGsabFp0NrbRnJ8tgzFeSc9fejTXdjGANvGMGvPnXUnzxPQp0bR5ZHpfjbwGLEpreiZuNMlPmbkbJhz05/u+h7d6yre1u7hDNPJ5jttBL9Rt6Cug8A+LZLB5bK5Dz6czbXBXIUngkevuO/wBa1/Fvhv8Asy0Op6SDJYP8zKpz5ee4/wBn+VRXi5wvA3wc6cKtq2x57daNFqkn2V0kZtx2CI5Of611+lfDnUbuOMXoW0gUABpeZCB6KP64rC8PeIH0HWPtv2YynDDDHb19/rT/ABJ431jUgUe6NvA2R5UHyg+xPU/nXOuZrlYVF77cDA1/TF0rWLm03+YkMpjWVRgMPX2rEuUZcMTnEi1NJdybzvO4DnHtUd3KkloXUnG9Tg9ua68NFqojnxDvTZXbBaaA9GG5fY1SvX3Q27Dhg4B/CrM7+XdoQR9/B+hqleHbciLHAlBFepc8uxFqkmLiV844C/mKyA2bkjtmreoy75Jj/tCqNmjTXIUDkn8qic0tWbU4N6I+gPCmi6H46+HdlpAIttXs1ZkYniTk8n1HQHuK5qHwxd6TeNZ3duYbhGKkHkc9MHuD61l+Hb2fTHt54ZXSRZAE8v73HpXudu1n430xVuEEGqQDKvjGf/rH07V5z/exdtGehH91NX1ieY3Fs6IWcKGLZGD3xS6H4Nubu5kuNMtZnEg2uXPyDnPU0/XoLzT9QazuoWWSFs46g8dfcYrZg8fX9roNvYWUEcLRJt81vmPc8Dp+PNcUVKN0zsxTpykpUtvMg8TeB20XQlvpLmJ7gyBDCinGD6E9x9K4B0yGVMgg4Iq7qms31/O01xdyzyfxGRs4+np9KoR3Ksdr5DHv0rWMXujnvpaRNpdnLbR7vMKZ5IAGa0c78lmZj780uNp/wpC2DnGCPWuSc5Td2bxioqyFAYA7Rz9K5bxGzx61bs5JzGD7DntXQfboom+aTex7LzWBr9x9p8l1TADFc1vh6c+a9tDOrUja1wtpCjo7OFJ4UVr6bOQu7d0O5gBj61jJ+/hWXZhUGAc81r2M5a5KvH1TKt7+laz0Qlq7nVjxHqMWh3WjxlTaXIGA4zs5yceme9cffyhBlmIYcdO9bSOksW4ghgap39nFKm9uNw5z/Os1UvbmK5LbHPyXBukzgEqOvr71SLqzq2QSRyF6Crl1bFGI4B74qDQtIh1rxM2mXF/NbIY5TEUj3FnVCwX0A4PJ7D1NdVNJ7GFR2IrmFZp0jgbcC2AfbjJrsrOOSGzjR5XxjpnAArkvCEJvJppJDkRqpGT0z/8AqrthwMYPT0rkxk25ci6GuHirOb6gUUcjOPpUOoCQ6ddBTtHlN069KdLOsYAaQIvuarzanG8eyNS5PHp/OuenSnJ3SNp1IJas5DTJGaFUXqeST2rbtph+5AYFVJAOOh9P51jWTtFcumzJYlAM8CtizR4PMREBO3OM8V3zVnqYQd1odhpN5PZuJ7d2WeI70YdqZ4j1a51jUJL66Cq0ihMIuAMDAqOK4QQwkIQHUZHoe4pssccu9BnaeevArm52ly9DXkV79TlZb/yZWRW3Bux9aozEKdrFQrLnJ6k1rX9ioZmUKcdfr61z2oo8Vs8iMwcEAbeldFPllsY1LoniERibLHfkBQT19ay7ibZp8cR67ucVsa1o+nWXhy31XS9TvZgbr7Lm5hES3BVNzPFznapwp3eo9wMIwy312IIEyfQdveu+l7ibZwVryskTWtq9/cW0KqSNu5vxNemWdt9mtVijUAqo7d6zdD0ldNttzr+9I5JFaJv4Ym+aTex7DmvLxVSVedoLRHfh4RoxvJ6s5bxYXTWrcyEnMOcdhzioNLY+bE7uFLcKKueJJzdeRIseAGK5PvUWnRm5hWcx4WIYBJ5+taKEowSkrDU1JvlOt0abZCuGwFO5lC4x610s2vX0ej3GmJg29wBgMM7ecnHpmua064b7UyvGMNGCre/pV1pkmjyQQwPFZc8oydi+RNanP6lPs+ZmIYD071lTXRu492ASgOD6+9dJqFnFKm9uNw788+tczd2hjYjhT3xWlOUWRNMpM6M6tlSSBkJ0FT3Cxm1uPKbcgZcHPWotC0+w1PxWul6neXNtbyN5ccySxRiM9yxk4xgHgck4HeoGglsLrWbGQTr9nn8sJcYEi4LD5gOM8DOOK76MbSTOKtK8WhL58TRk9ypqlqDn7aW7KQas3nNzAMdDWbdOZJpMHAZuua62zkUbkMcEl5I4VCerHHoBViwRt0aIMEjJY9hXWeHrW3sLEOF82aUcN0GPxrn7YyRXzIY/mZigHQCvOqzlO+mh6FCMYW11Om0aRQ0OHBVCQDjofT+degaffzWp8yB2E0fzqw7VwekxyWsMqog3bc4P+NdbHdL5MJCEB1GR6HuK45vlaaOtK6aYviHVLjVb+S8uQoMihcIuMYGBXIS3/lSlFbcG7H1rqpY45S6DO089eBXO6hYICxUKfX6+tEZqTvIThZWRjzMFOxioVlzk9SabF5JibLHfkbRnrVXVEeK0eRHYOrADaPWpfEHhjVPDfh/SNQupJ0uLwyeZCUIFuBsKAn+8VbOO3TqDXZCF0c05WdjZS8mluDHu2qBn5RUUgLpIHJbg/eOaKKKMVy3sTUk+YWKJWlVD0OBxVTWlHkoMf8tf6UUV0dDFbiaYoIRMfKVOR+NW7Al7lVJ44/nRRXnVN2elHZG9c28SGTavGM1lD5rdwxJBYdaKKxjsUzDvJWWRlB4UdPXmubh1y80rXTqVt5YniZ9oZcr8ylTx9GNFFehROOqafgu5kt478pjP7vqPrXWySyvbxs0jfN1AOKKKSinUbaIlJqCsQlFMrNgA7B296tJEohD4+8+CO1FFdETB7nNRIp1ByRzvf+tdH9yCCQD5mU596KK4MR8R6OG+A17OJZbGQvyQRj2qleqEmQplSRk4oornjuzZlDUzs8yRcBtxH6VyGtXUiWe3CncykkjmiiunD7GFYg8Q+LpfEVvbwz6RplqbdUjiktUkUpGoOEALlQOcnA5PPrV7w27DWY4lwA+dxA547UUV3tXWpwN2eh2Mw3RybyXyp+8c06GJXlVD0OBxRRTiktjOTbKWvKDBGMf8tf6VNoMSCJEx8rKcj8TRRXLjPhO3CbmhZMWnC54BA/Wta7tolaUBeNuaKK4X8R2dDIHzQOrcjcOvasG+lZJGUY2qCcY680UVrSXvGc9jl4/E02m3l6r6bpl9FNIrmK8t96qy5wQQQR1ORnB7g0ltqV3qtzqd/ey+bc3MqyyuRjLEnPA6D2oor06e6PPqbMsXRIusjsnFVdPgS41CKKTO0yAEDuOtFFbSMI7npcUKLArAYy2MduK5F4kOosSOfMfn86KK5q3wHRQ+NHVJ8lrA4HzMpz71tWkSy2UhfkgjHtRRXkvY9QpXyiOVSmQSATj6Vn6mdnmSKAG3EfpRRTjuJ7HGa/dyR2QUbcsyksRyMVj6l4n1jU9LttLvb6ae2tpXlTzJGYlm29STzjbx6ZPrRRXp09jgnuf/2Q==", 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", 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", "info": {"video_id": "54536", "label": "putting lego brick", "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": "687b10af591b39b9fe8910a3e9c631a5b5453293b9b3929262373ba48bbb3f24"} +{"episode": 17080, "episode_seed": 3350460979, "split": "train", "timestamp": "2025-10-13T03:01:59.038586", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3350460979, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56920", "label": "folding notebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56920", "label": "folding notebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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W4E8NrHCBbNO24FMKAQe/TrgdK7/RtZe/tnd71ZBtOQbpUH4gDNddGkpwaOWvVdOaaKPxTurSy0NV3mSJ7lEY9Rnng+3rXmWnaw1h4VMbXcbqGdTYywcK+4MJAw69cYP0rpPivNnwvZKpjwbpj+65U4Hr+NYPgaOOO1+2RQB3DMsSzYaMOF+ZvXuvGOCc1y1IqDaXRnVCUppOXVGPLezxQS2zyPKLhdzxj+Fs5XH4AfpTHsr7X0juorSBLeML5ohXaZGPGdo6t1zjGM1q+MUihmtLi2ieEyR7x1xuyQ21jycEfhuqSCZY7axkSZjL5cbRLuI3Oxy+MY3c5z14HNROT5VJFxjq0zk49321ondVlEoKxqCVds9OOnHfFereFxbDSrPTY38nWWupJFSZcpIu0rzzwOCOxz+FeZanFLZ+OSquszxXKvlFI77sEA9QD69q7XU7vThq8aKxuIrVuZII8EIOBnPflT9eOtUvfViPhdybxMy3+rwabEZJZLVZEnkTlPNZiTjHAXpk/X0rYtNWiutQTStatZJPslv5drJAoWSTHGGwehwB6cZNZmn6qLGXUpo72K3hM6SNaNDuju4yMbQwBI4z+JBz1rEh1meKSPUVaNY3AiWEDIKYGSCffHPqarl5ly9hc3K79zftrK81uWbW7/yJY3bmFSHddp2j5Oy5GPxqbTpp5NNv7eW786O3u4ZVZnDPuJCnPfGMD6isOxee+sPsWkWCyX2+SJbhGKSGMgMUbnB4JPP86UwvY6PrBKBGWzQ7weWInQsfwzj/APXVxtzWZLvy3Rf+JN7Bb3NwJSCHkICFclup69ugrmdJvoIbfT0Hm2s1tcBpZE2+YMggMueuPSuj8eW1jqOqrHNd+VLHKwjB+4WJ/iOOlcRFa+Rq8lpMjSMz7AWfYVYnAOenB9eKzhZto1qX3NzWdRkv7wwtdSTwQLmS7MWyWYAtgse5wce/XFZi6pfSXAYRCZ5oTbu0yCRZGwdowR9709fxr0RUVrNbBbUSQ/vfJVRmQz4b5gR8uSytx0GTXnukFhr7xJ5wOyUxIoIO8A7cjB6cihO8WuxLVpJlTUdDvtKtZJrny3EjBmkXJBHXbnHXnJHtVjQ0We5hYSTtCZk8yQRkmNs84Izk9x/KtLUVil8Pan9nuVSCAI/IJDvyCvJznBGcd/xpnw/jhFjqE1xMsbRkPEsrbVdeFc59Vyh/P8FCT3YTitj1OaVVnub9LmObSoroSteq+4pjaSuOhOccj1PBrhPDV82m6m+tRQrPHCJA0JGDhuMAjgHBP5Ed6gSe2/sXU7aGeUhiJEgywAxj5uuCRz+n4ausaybaxhgC2EsjKDbNYnYBGVyBIn94HB565PpTUOVW7g5Xd+xevb63m0G2GmGS4udRX7OIJAStruIJVSfU8D29MVQe21Dw7aybJDa3Z2m4iVsh1GCAecHOD09xWP8A2ksEEFncJCRZzhtqEqsvqCR0IzjP+TavftV9KqRWl7/Y8DMkMcr7tzBmOwN3PPTqAapRUdOgubm1O71qbGjmW5j2CWPdIsZ+6GAJx+teVT3ljD4pV1cyRQMwaS3B+50B/UH8a9LBX/hENMQOBK9lgZPVl44/KvKbnRjBBcXMV555Lgz4xlXPOwjrjPf1FZ6KRrK/ItNTp7XVUsrTUyl3DHbmdnaxMOUnRl+XDjkYxnsAa57+1Z0JuJHJF0pDwpwvl4wMenJOK1PCEEEsrXJgd/KKfKxBRpN2VJHUAANkc5xU/jVInsYbsW4jneRllMakx7xjgEjjKnOOny1pe07GVrxuc4trf67Zpb21rAht1Ilk27HYKeA2Op6YGMnFZ1xF9mvXtrhvswwF4UnGBgBh9RzXR6fMh0OCWa4cEmRnJYjMgICjIwSduMDJ61i+NIZl1iF5JFklngSQoq4KEgDB9en86zTfNYppctza1jRrzQoIoZ1UEPuZlyC7dAy8Z28HB9c+1aug6Pp11EZdQkkvrcMwSKMMJHJUE5A5G0jrnmrnjWOZ/D2m3nmxi2Z5IYo2Dbyu8srAkkkYHTsD71b8MLeTaBp/2WBJ5FMyCBnIOC6sH6fdzx+YzXQ5XhdmCSU7I5/xTpkWl3ts8DLMrojgkEAqRlQVPToR+FdFpAFjpcXkxwxpcRCSVVUtuSQlgnP3QNpOOefrWH4ymsy+l2lrF/pMMGye4YbfMOcY44OCDz26VoRoy6XaPbSpJ5ey0EmThxu5Iz16kA+npTk7QRdON6jOpv8AT9beYTxQz+W22TEbBh9307fSltL+7gfF1mMqcsJLcf4Cu1i3b2kLFYlYgnrjn0pZVE8Zn4I5wrYORmuxTqwVk7nkKNGs3K7XqeX/ABPmKQeFw7fuxJNJIwXGF2AE4/4F+tY8moS6dpDTtLb3M15ZPHbx9AkYxlmHQk8/98gVofGO2uLhdGuIVxDao8ko9iygcd+mfwrg9MmF7Hp1nBAgvZy0YbOB8+VGfXrk/T3ria5meu/dVhNIuY7OK52rvlkjIkVvumMDOPqT37e9QeIy927WtvayQQxSJ9mtwc5BG08DgnI7Vu6roFnHaSppqzGeKEpITzHLt5kZScYx1+gIrD0mdLnXbieZHkKWzvbgqWCMo+ViPYZP1NTKzfOhK691mx4L8OXmv2t1GzhZ7SZQ1swAeUFdoVeRjGDz0pbm1ZtYkt7iaTzGPyvEh+9/CNp7dBjrxXQeErhft7xPNHPd74DA8gUsMtknI6ADnr/EAM1R1i3kt/H0lvBP9teO6BVtnJO7eVOMcgkjis4ttsuUbRR0tpomktGbd7fbcneWvioC7tuTHychM5569RXJaLBHceIUssRNbyvv5G7AUFxgjkdMcV6Cg+y3EepSvDPpiXZMMkZw8zszYXnPALH/APUK870u8hPiV794UhYTmWG1VQVLs3CewGTk+3HaopXaZdRWaOsvppry2a1luDsmhVtgUAR7sEBcc4HPFdFonhJoNLaa3v1b93ja8dcisAMttJGojd7gjYvTvwPavVvDs++xdMgxRRkDPT6n3rajC8XJOzM8So80YyjfQ8Y+KIMHh/T4J5d0yu5Bj4DEnHT0xmszwKwGnpbvfCznlmLwykrtRSu07sjqSvGT2/OX4iyjUbyW3iRt4nVFBPHU8+wrD02zutCuo0nCNHJMP3gwyMArbvxGaz3vG5q4qDTS0saninUxe29jZ27qbC0MkcZUHLkNgsc+ox+dEOos9mYba3jkHkOlskrZaHkDI45JySegFW9DtbbUxc6lc2kclrbzELaqpJkdxxz2wFzz1JNY+v2Y04LJbBkhmRoEVnBaNgQXGR1HIIPvSaWkBJv4jElsb27uJbuyieQiNHm8s8guOR684J+lejar4XXT9FlvLbUPtUUhBklGCS+CxjODkDgnPciuZ0oxR6BpyuJLZWaXdIGCeawYc5HJwOg9u9egaxJa3PhTUrhrqS2VGia3TaFaaQbgcrjkckf8BzSUnzWBxVrnPeFtPtrkvcvbzSCMoJEwCjybspz/AAjGc5zkA1f8XwWH9mRXMMMdrPJI4aBSCqFdpwhHABDdKj8Fxt9imQyrC888f2QuoIeRCVOc87cPjPqeucVY8ZX7W2jSaN+5uJReh7u4U8CTaDtUdscj2AxWj/i6EL+GO8NMZdMjkN0I5p3dHdWVH2xAYG7rjDE9Oi+lP16VbxC990vNLAOD83B4ZuB12j8MVR8OXtitlDZT2r3loZN8wAAbzdhJ25I+UBQDzz2puTqpnuL4NHbz7oim45RecKD14wBUTbUrm9Fc2hi+I78z69qYilbDzgY3euST+AFYsjW1x4scWEvlxeYHMsjkKpA3M2TyB1P8qqakwESs85Uui7pD1ICsD+PSrGg6Dca0st1FNFGQiLH53y+c2ACFPTjmnBpNsVVOyiegHVrK08rUbe7c3JuDHBZzfN5Pmclz35BB/T1rhrC6ZNWeWUk3csmPPLcxkt8zfXrjsKtzapJDbSW0kaGQXXCyAZTbtyPrkYz9cV0l3olnbQJpxgVriM5a/BEbea+MZHOVBYD6H1p2UFr1M9ZPToclrV5Je2NuZkt0tzauB5f8Tj5tx9+Mfj71f8J+EdbvBdWjOltbuscnmSAMhP3goxzkgnp3rGsI3XxVpsElv532ecReSO5BOTz788+ldr4fmshPfNdSbpACDG5Z8ybiAMcAMccdODUy912Q0uZXZl6xp76ZqUVpdl4o0AQqg+eNep78nnPXHNdRo+iaYLaEXsMk9zIE/wBJSP8A49uSA2G7kAE9QOKy/iBBJFrNqZLtZ5Z7aN2jUDMR2hcZHUHHHeuqSKeSyad3gNrDDE18SSHgKKoMYyTydg/yeKm7wTJiveZwd7aR23iV7KLyHjll+znjevLbCccnqM+td7GzxobUqkltKJ4Eg2gLlVYbtx+YH5ASfcVw+v3lpqHjW7uXj+xWwkyyqgLNtHoOMsQPbn61v32pWotJJoLWaHUrqcwvs4hRSMtt7HOcH39sUVL2XoOn8T9TN1LVgmn6Qi3TqYiY29OWPP61zBngfTr+W6lmiXylMZDYaWQMSMeo5HX3q74ktJbe2spDKNxkKGEYwQuGB+vWuTurh3IiMxZNksccQHPJyOO5JwPw9qyjq7nTW0R2Hg+RI7ad5rj7Mkzp5MgIwjKeWYEfdAbBPTn8rXivUCumyaPbXKXEMN1vnnHWWRlzn0wDu6e1ZCaPqGhWa3LhJEkWNA6HcqsWBCt6dK09Phttc1m8LQxLZWoE8qqpJlC5ULx6lvwAFbu3Nz9DkV7cnUp6RqKQQW8UVvHJEj48mZuHk2Fi/TrkAADt15rnbqyvr68RoELXsau0mxhkbGxkfmBx6V0fiCyitFGoWdubZElO+BnB2O4O0rjtwQR2K1Q8PbI9DuC6Om68VXuSwUEFThd3UDPX69ah2S50Urv3WbHiKe51a4wLR45BdPHDbRgnCFVIwB+eff0qbRtUnjuIfNuJYJiZI/MQ7NiqgAU+ijnjHXnrzV3wdKJGvNQkm36qkyC2L7iEMgIZto6ngLg9qi8XQ7UjviVFz5htpNqKu9CgZWx1JwdpI9K6bq/Ic2tucp6foya1z9pkjsLNZC11JGdpJbKp16kc/j6muhtIBNLpenRqY8XEUmM5ygYHP5jbVLR7e4TwPDI6RfZpL5mXg7vu7cnt1HFP03U7e38SaUtxcLCn2rDO7AKq8nknp0FZTk3Ky6HXQilByfU9QOvWWqRhrOZTEAVJI27mXqcGrkcw/s8neOFOcfN+uK5o6LZ6ldGew1WzJPOEkDDP4GtCOy1WAeU1x5i9/m6g/WuxVoqyseXKhNPRHI/FLeNPgWPJaFY2IGRkFiMcfiPxrynRUhtvEkQkkkt7eK75eMHKKDnqM4wB+Ar2D4lyrFpd6+cSJAoT+deSaHHZjTJp31BXuSokmhkygQNxuB/iPzc/WuRSs2elVV1E6+7f7PbXF87pJpqNL5V1E25pGIdVTnPckZrh9PnutKtJdStQH3xeU6umRz15z2AB/Q1PHdQvos1rFJM6pMsqwsDhUyPmUZweODU/iTVJJxDafaLO6mf7s8ERjKxnaQhXpkc+vBpW5Vymd7u50mhakbfRtWXRrBIlltkfdK43xn5i5A6Dgdcjp0qndWN99qv9QtLeZbVHKSyxggLvUFl9e5z6Cub0fUZntbu18xmBKqJCcboxnCmvXbZ/sujwf2eWtkhs47mRGQL5rkElpN3XJBGenzdegrN/u1p1LXv/ACORuL+0ksC0hlV473Mao2VONuSB0HyjHHJ45q4fC8drbx3E9yINVDtO9pIQVC53KmR0YjP4jHvWPrFpHb+JZLG2k8q3E6iIyPxGGwcnIHc89uK7vWWkt7+4tZx5hmlDrMoUK3yrkEDo3APfg0py5UrdS6ceaWvQxNRDWwsjCAWRTNGM5DYByD7g8H/69db4P8SwPplw8uY2VCvTcf5/0rzXUNbitbrMu+RI3ZyqnoMH+fFdNpHjPRrXwek32FJWuZfKMKY81Oep4+n51NKpOK0NMTTU2rMwNehnn1VmgTJl3bSDgk4OPxrAk8k6Rd+SiFUEZJIxsbd0553Y4PfjrXR+L5pbey8+2LxSJkAjhlP9DXMTXf27+y0uYXgiZWaVLZCzvhQdwHf/AOuamLblzDq7WNjw29pFp9xb3MjW+oTzxLbGRcoxBBAx06tk57EYqPxWHFxbaXNG8l4JTNcLb5KqGVQAo9cDqeenPNUdUk0ww28NmWmVgHiXb+9UZ5D9sjaR+tWLfUkXUZbq21CawSW2ASdYg7MV5KuOuTjt/WtGnfnMb6cpBaXlxZXVtpl1ALyzSMsikj5G4OcgdB6e5rrfFF9e6jLJ9qltnR7WNYEiG0A+YuCATxkk9T69q811LUJLu7nvQwi2yFYliG0LliTx9Cfzr0HwfM0/iSa7Nq0zx2krIAoYRELhTz6dPXmnGKV59iZSvaBXfT9Q8PXJttRtfmcxoqMdysN6syg9DzjI96tWlja63ql2iJ5Wm28iTXcrSYO0Ar8vX5iTwPb1NbGuRpPod0RNJchLdLqN/MaTy33AbsjgZUkegx0rM8Fxg2WsOt8lvPsiEcLPgOQ2QT364HHPP0que8XLqLltJR6FXVbGLRbq3vLHz2svPYkMhDRPg7YznrkYIP1zVi/aSC1s4i7O9zcByT1KnPJ+v+NauuRmWNYbyE200k8ci2pO5giKw3E+5OOAPeuU1DU4Dr1rHcTCMQzeXGSeAOpGPTP86wnJysdlGKimzm9YiURiFkHycdOoycVv6en2Sx0r7ZEvkNblYyiFgMk8H0Yg9fXuKr+JbfGoW2YwyvhcY6nPH86qaRf3On69GlqVkthGVSKXogGCSFJ4Oefzqt46EVNJXLGvQSPruCgdxDD5qxsOpVQfQAnI+metdX9psLxbu+064WPTrVYzdW7Ltf5APlU9ewX0JHFcppUtmYpbu8juftLySmO8ZcwArkhSOuTj8OKrQXlt5t2yQsq3KNHFKwAXcB3B6ZyPoa0a5kl2ME+V37hHFcyXU2sRRy2zmZ5YHYkK2c4Aznd1GeTkE11XgjXbzeX/ALOtpbtoXy8pwZHDAKwGOSDxj07iuYvtXkj0KC3t7y7laRFRoJUDrBtyvyEdMj279c1U0S4axuLtUaTcIxGDu+6zD5m/mKXKpvUXNyI6SS01O/u4rm1t5JLuG3EszRAEoVZgG/8AHRjHoMVOl7bvpN3b3JlGLeMfI5+Z8scEdM7jnJBxg10nhWNF8PWaWwkt7i5ebzZ1QBpFUjChj1UA5wPQ+5rl/FgX7bFOhJa7hE04B4aXLKWHbnHGM9atNSlydiWrLmNCPwzDqFmb69u/sU92UNmHA2tHgAuwGSMkfqDUOkmea4uLGbfHIJzI6MPujjjJHpz+HvXVPDc2+nWUaj7esunJGrwbcKcHBOOduG6+q9KwtUnWyu9Q1CKZZZXdQJUzgttC5GSe4JzWEqjaaOmlT95MxNUzfJPdL8yw3f7tfUbQD/Oub0SAyeKbSSGNXkDFl3HGBtPP5V0ujPb3FreRW80bqJWYIGyRjHP064+lc8QdP1G4eOXyrqEk275wQc5BH0GfwohpoaVdV6M6C08qbS72IqplFtKbhXGChA4Ylu+7oeeGOMVT8NS2Fqb59TaWFJLYpDKqnaC3b3Jxxnjg1TGq3Vz4etbaaPy2kuFjklQEyTDJH4nrx34qbUJdITS0jtWlZXLL5VwmJ1kBHXHAHzZH5VpH4eV9Tmk9ebsa3izz7TTRaXe2S8uzG0QtshfLUnkgdyT7jk4xisKKe60drezETXFlPNultpMbueAvA4Pr7gdKsWl5GbzTniuZ7Lyla3edVDSQsRjp6dax9b1KTUr2SR5g6wIGMqR+W0r4ADEepIFDWnKxX15kd1od/baTpR0u/hRor65VvtMbMNgBA3epx1XHvmpNbtrnUtTXQ9JT7ctu4uZp3IHmsQBljxkD1zzn2qhrGoJLefZ7a0ZPKxLJDPgCAqqsU4xwCGH44qD+0bC9vria9WYxS2o2pbzlXideg9CM88+3vXRaz52c17+6WHQ2Eq28ckiwr8zQ8hRIOpIPftn2rnr57We6unuYLqVEkVFeH7sfXLMO/bitie8nufNu7l2aV2Jy/BAzXGyPezXTmHdGJ1I3IcbsNk5544+lYXu2zra5YJF/Sry2t79rtomkSNsPKg2jJ4Bx3rWg8VXejRvPFqt4s8MzMYFfdDKrZPrx0/zms2XQ30/w+LhJ/Nt2kLLIuMSEcHOOmOcevPpUGiiPcbwQO5jdQA3KGQZOSew254rXmXLdHOk+Y7/xjq632jPJ9o88TQiTntkcD8jXnum2mo63bQ2CukaQA5My8pgghScZ5HT6VqXmoLHoRWW3jaVWY72dm/DGcYqDRJYZtPtzczgBzJI6s+ACpA7c/d6D8qwTe511VHQin0e7bV4LAqUkZQqqflZFA7+/OfxrV0ZbBohZ3MMUsrFVmm3hWQA7QVyPcZx6UzxAbqOfR7mSUBrm2C7cEOmBtyeec5H5Vn6Bpf8Aavib+z7m/ksyFkMRij3EuiFlHoOmST6e9aNuSRjFJXYmj2aXGu31rE+DnCgJ1IJGMdu5r1CDWbbVri4i1S0b7VYwAWxgQgzbc9fQH5TjoMVwXgjV7x317ULw28sUqRicSMFmJ2OVMbcHIIBIHX8K0Y9Wmjla5dUSG5DR7ANzKnqCfQsfrzUyjz6dgjLk1NKzsb7U2k129kt5vtJEphQh5ByVB2fwrnC/Q1UsWNnFMonMsSMXQls8kAH8eAPwqokrXOipBp2mqbxY5Eku4iUZ4gVJDDocDqTz+dR6jKLPR9oIDEdTWdR6HRQjrcw9TuhHA001q8ZkfdDKpBEynPB9MYB/OnQ34ttHW0kjSFgyT/fOHGdwU46HmqFlpcV08Qv7gR5OyHD/ACswbrn+7zVnxFbDR9VeCZRLgkOpJwT7YwcYwR+FOFl7pjUu3zHRXMiaxoFxFZpM2eERjufOORnv161xo8+yvxHbs7G1kEoIPzQ4PP5f5712GmyXGm6TeQ20jwzeSEldXBY/KCRuHQYI6VxEboNfj83eiGVBJuJUgZAPv05z71FO92uhvWtyRfU6yDw7fXMU2oS3hkuWRi6Y+eJOfnPPOQRx/hWbaaeI7cahOwEaTmJk6lxg5GP69q6jR/Ln1eOGOTbcyPKk77fnRSGBJJ9cjHHb2rjrp5khujDPvaCcqJAMBgSRnHviqjJtNGdo31Og1ie21Dw9POIkDwqiAwBjiLJX5xjjBAOa2dAl1DQ7CTU7IOkzxeW6SoNpHJJx1OOCPx6iub1a1i0zwwdS0fWL50nmNnJ9ohWNLkBNzvEBztUnad3qPcDqda1S5nuIdON/b39wAVa/WMqxTcvB4HTBGRkYwPWrgmly9zObV7ou63dW9/Z6fbWYj023vxvvJpmG1nUBsnHOBgnPfOKzdbtILPTrcfbFmwVlgukPyy5GAQByOExz6D8KUOtut5YPI3nm3l8uIyqpV4zgbWB9Rgf/AKqkudO1AyLrE9pBBbyAi3RPuhsnPy84AJzz1/EVTXJZEp8+pq3N+Li5fUJro3JSIKZi2Q4HPAxx/jmvNmvXutWMqLG3kuZ3aTlWxyB+uPfNdPrTmLTorKJgHnYRDJx+tZunaJYz6feXNs5JgjTzQ24FyTgOM9s44/wrGLSd2dNRPlUS3qF02qaNbzW6FpY3Ax1Kkc9fb1rkLmO5heSa4En2gyA7zn5Ryc/jxiul03UUvNEvtMt4RAoXc7dXlI/vH06/KOKpX873Ph4vJEZJE2h5UTBClcDd68gChNxlYdSzguouk2t3qCyQSXLWtpMwlmdD8m05XJGcZyRwf6Vf1bQZLEWSJL5kUp2RPwQyk43HHQ+o+lUvDMkQ0+d5VbCTp5j4Zgq7WwSOn3se/WtvXmT/AIRuzu0uCrC6cQwAKAYyQ2SB0PAP41abU7I57JxuyOynh0O7ntI5IXbcyCWQEqEIyygjnkgfSm3kMI1x4Ejlghl8p48rkbCv8I7jJI69qqaFZ2mpeJxpepX1xbW0r4jkjkijWPPJLGTjGO3UnA710Hhe51Gx1zWrWS6hU2G2JItVQb/JV2DJuGQrHKg4/DNEbp8xVTla5UdFpuoRJ/Z3h3WbfNnEhKTRphw5GQOPQ5GRyc896zzZ3ev6rPdSSQRwWxa1itZHHmmNOdqr3IByT61mSazL9ra/tlWKGJykUcmXL5Jz19h+GBRZ3YuI7iGzsEub17ndbT4KTRM4PAIPOSBjPHX6Vbjy+8ZqV9C9YXs+m6xqItr0wi4hIkiOA2SeABjAI3Z46ZNYvii7jtdMhtcsqL87bByQOAPxqezsZLN/KuYgtzHzLk5KnGAv4f1rndVWDU9SklvJXjtIiYsg4JOMjH5c1lO3MdFO8YXGaJqRsIZpPJRGuTvjkzyNpxgj0OPzqbxHDJORewFlimTapHVzggqPX39KZrdgdBFk+I5i0SsOdyMpGR/X8RmrN/fyXWnWGoyBG8khdmMKEP8ADgdB14pT6SRVK3LKL3OZhabzXtLdWkzgquTncByw9+tdfY6NqGuypqM12ZZzgwwuBukXruBJGACD/k1y2ulItZcRI0YHKqwx8vUEe3JA+ldxZSwDUYRA4a4EsQg35ZtmEwwJx8oG7/JqpN2TRglq0c9BpLs95M0yj7GVbew5YkjnHf6VvC4tL7SZoY7ZCLeF2gWLJl3cMQRjkHJHtzWH4jElnrGpW0N0ZTHMCsm0Ak5zgjpxnH4Vb1XQtb8KaTpOrPcTxXl55vmRGPAgGEKqxx95g2SO31BqpJy1HHlSsdJc+H7S30eKdHm33dt50mWHBCqcDjgVneGbK3u7hGljBaNnO7J+dfLY7SOm35fr15oordP3GciXvoo6hIy6eSDyVJP5VzmlxLNNeB84BiTgkcFsEfpRRWMfhZ2Vt4/M3L+V18FymMiNUnjOxFADF0wSfzrntLu5LewuCgT93MrjIzklWUg+2KKKpfAYdS5qMjTaKkrn5pF3Nj1NaXhGGK5tbO0njWSFzJOQw6MpAGKKKzfwnRLdFTV5Xk1C3kYnPmyRgdgqycAenWo59SuNG1+TUbTZ58Ttt3rkfMhU8fRjRRWr+FGUftGt8NNMtdV1mS0vIzJA88cTJuIypjfjj6CtnxLa29sD5MSp5c5hXrwnOB+H9aKKhP8AeIH8DLMNwY/D6SxRRRPfXDLMY125CovAA4Gc8461zPiyRltCAeOBRRWD+NHVD+EyDRMMYsKqkWgbKjqdkh/mAaj+IMXka+MSSN5tukzb2z8xGDj8hRRVx+Mxn8JpyboS2JGbzYEds46lB6fSuUjJv/FMazE4Mqr8vHCjj+VFFTT6mlX4YnYm+kk0CG8ZY/tFxeLHJJt5K9cf0rmvu292g+6HUAewJooqqezM5fEifxH4nfXLWKGTS9OtjBGscUlsjqUjXogBcqBzk4HJ5r2DTNA06bwv9pNuguHSSYyBRu4TdsyR93Pb3NFFVPoStzgI5PJ1ma3RU8iVyskRHysMg4rotannka33zyGOZmcxZ+RSrEDA7ACiiqrdPQMP8XzOL1aZzqoQ4Ki3mOCAedprU062judNvbeTcY2tnbAYjBD8EY9Nooorn6G1T4jjdAldLiQg/eUZ9+tEt5Lb+HZIo8AXEm2Q45wCeP0oorWXxkr+F95peGXNra2jJg/aZmEobkMFZAB9PmJqxr9w9xdX+/aPJuvKTaMYUKRj9BRRTj/EMpfAVotabS5J1bT9Pvo5irtHeQeYAyjggggjqcjOD3Bq54bu59b8SXs9/IZZboCaV+hLbx0xwPTHpRRVPYcjuPGGjafpslxbWdqsMMQ3RqpPynK5/Pd39B75oeG7hltZ7lFjS5jEUCTKgDKpY8+hPHU80UUX/dkfbK1xcyzRT3Mj7pXYlmPeuV0c+fPahlUM0z5cD5j+8QfyJFFFYLc65/CibxtFttdGn8yQtNAVcFsj5T8uB26ms6Z3Xw+ibiVMMbY/Oiirfwoyp/G/Qqa5cSXus2yS4CiGJQFGMAgE/wA67JLp10XWJdqGW0/0eF2GSqZx19aKKT+FEr4mcxqBxfTYGMvnj3wT+pp2o+INUv8ATrfTbq8mmt7eR5UEkjMSz4zkk8428emT60UVvLoRDY//2Q==", 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W4E8NrHCBbNO24FMKAQe/TrgdK7/RtZe/tnd71ZBtOQbpUH4gDNddGkpwaOWvVdOaaKPxTurSy0NV3mSJ7lEY9Rnng+3rXmWnaw1h4VMbXcbqGdTYywcK+4MJAw69cYP0rpPivNnwvZKpjwbpj+65U4Hr+NYPgaOOO1+2RQB3DMsSzYaMOF+ZvXuvGOCc1y1IqDaXRnVCUppOXVGPLezxQS2zyPKLhdzxj+Fs5XH4AfpTHsr7X0juorSBLeML5ohXaZGPGdo6t1zjGM1q+MUihmtLi2ieEyR7x1xuyQ21jycEfhuqSCZY7axkSZjL5cbRLuI3Oxy+MY3c5z14HNROT5VJFxjq0zk49321ondVlEoKxqCVds9OOnHfFereFxbDSrPTY38nWWupJFSZcpIu0rzzwOCOxz+FeZanFLZ+OSquszxXKvlFI77sEA9QD69q7XU7vThq8aKxuIrVuZII8EIOBnPflT9eOtUvfViPhdybxMy3+rwabEZJZLVZEnkTlPNZiTjHAXpk/X0rYtNWiutQTStatZJPslv5drJAoWSTHGGwehwB6cZNZmn6qLGXUpo72K3hM6SNaNDuju4yMbQwBI4z+JBz1rEh1meKSPUVaNY3AiWEDIKYGSCffHPqarl5ly9hc3K79zftrK81uWbW7/yJY3bmFSHddp2j5Oy5GPxqbTpp5NNv7eW786O3u4ZVZnDPuJCnPfGMD6isOxee+sPsWkWCyX2+SJbhGKSGMgMUbnB4JPP86UwvY6PrBKBGWzQ7weWInQsfwzj/APXVxtzWZLvy3Rf+JN7Bb3NwJSCHkICFclup69ugrmdJvoIbfT0Hm2s1tcBpZE2+YMggMueuPSuj8eW1jqOqrHNd+VLHKwjB+4WJ/iOOlcRFa+Rq8lpMjSMz7AWfYVYnAOenB9eKzhZto1qX3NzWdRkv7wwtdSTwQLmS7MWyWYAtgse5wce/XFZi6pfSXAYRCZ5oTbu0yCRZGwdowR9709fxr0RUVrNbBbUSQ/vfJVRmQz4b5gR8uSytx0GTXnukFhr7xJ5wOyUxIoIO8A7cjB6cihO8WuxLVpJlTUdDvtKtZJrny3EjBmkXJBHXbnHXnJHtVjQ0We5hYSTtCZk8yQRkmNs84Izk9x/KtLUVil8Pan9nuVSCAI/IJDvyCvJznBGcd/xpnw/jhFjqE1xMsbRkPEsrbVdeFc59Vyh/P8FCT3YTitj1OaVVnub9LmObSoroSteq+4pjaSuOhOccj1PBrhPDV82m6m+tRQrPHCJA0JGDhuMAjgHBP5Ed6gSe2/sXU7aGeUhiJEgywAxj5uuCRz+n4ausaybaxhgC2EsjKDbNYnYBGVyBIn94HB565PpTUOVW7g5Xd+xevb63m0G2GmGS4udRX7OIJAStruIJVSfU8D29MVQe21Dw7aybJDa3Z2m4iVsh1GCAecHOD09xWP8A2ksEEFncJCRZzhtqEqsvqCR0IzjP+TavftV9KqRWl7/Y8DMkMcr7tzBmOwN3PPTqAapRUdOgubm1O71qbGjmW5j2CWPdIsZ+6GAJx+teVT3ljD4pV1cyRQMwaS3B+50B/UH8a9LBX/hENMQOBK9lgZPVl44/KvKbnRjBBcXMV555Lgz4xlXPOwjrjPf1FZ6KRrK/ItNTp7XVUsrTUyl3DHbmdnaxMOUnRl+XDjkYxnsAa57+1Z0JuJHJF0pDwpwvl4wMenJOK1PCEEEsrXJgd/KKfKxBRpN2VJHUAANkc5xU/jVInsYbsW4jneRllMakx7xjgEjjKnOOny1pe07GVrxuc4trf67Zpb21rAht1Ilk27HYKeA2Op6YGMnFZ1xF9mvXtrhvswwF4UnGBgBh9RzXR6fMh0OCWa4cEmRnJYjMgICjIwSduMDJ61i+NIZl1iF5JFklngSQoq4KEgDB9en86zTfNYppctza1jRrzQoIoZ1UEPuZlyC7dAy8Z28HB9c+1aug6Pp11EZdQkkvrcMwSKMMJHJUE5A5G0jrnmrnjWOZ/D2m3nmxi2Z5IYo2Dbyu8srAkkkYHTsD71b8MLeTaBp/2WBJ5FMyCBnIOC6sH6fdzx+YzXQ5XhdmCSU7I5/xTpkWl3ts8DLMrojgkEAqRlQVPToR+FdFpAFjpcXkxwxpcRCSVVUtuSQlgnP3QNpOOefrWH4ymsy+l2lrF/pMMGye4YbfMOcY44OCDz26VoRoy6XaPbSpJ5ey0EmThxu5Iz16kA+npTk7QRdON6jOpv8AT9beYTxQz+W22TEbBh9307fSltL+7gfF1mMqcsJLcf4Cu1i3b2kLFYlYgnrjn0pZVE8Zn4I5wrYORmuxTqwVk7nkKNGs3K7XqeX/ABPmKQeFw7fuxJNJIwXGF2AE4/4F+tY8moS6dpDTtLb3M15ZPHbx9AkYxlmHQk8/98gVofGO2uLhdGuIVxDao8ko9iygcd+mfwrg9MmF7Hp1nBAgvZy0YbOB8+VGfXrk/T3ria5meu/dVhNIuY7OK52rvlkjIkVvumMDOPqT37e9QeIy927WtvayQQxSJ9mtwc5BG08DgnI7Vu6roFnHaSppqzGeKEpITzHLt5kZScYx1+gIrD0mdLnXbieZHkKWzvbgqWCMo+ViPYZP1NTKzfOhK691mx4L8OXmv2t1GzhZ7SZQ1swAeUFdoVeRjGDz0pbm1ZtYkt7iaTzGPyvEh+9/CNp7dBjrxXQeErhft7xPNHPd74DA8gUsMtknI6ADnr/EAM1R1i3kt/H0lvBP9teO6BVtnJO7eVOMcgkjis4ttsuUbRR0tpomktGbd7fbcneWvioC7tuTHychM5569RXJaLBHceIUssRNbyvv5G7AUFxgjkdMcV6Cg+y3EepSvDPpiXZMMkZw8zszYXnPALH/APUK870u8hPiV794UhYTmWG1VQVLs3CewGTk+3HaopXaZdRWaOsvppry2a1luDsmhVtgUAR7sEBcc4HPFdFonhJoNLaa3v1b93ja8dcisAMttJGojd7gjYvTvwPavVvDs++xdMgxRRkDPT6n3rajC8XJOzM8So80YyjfQ8Y+KIMHh/T4J5d0yu5Bj4DEnHT0xmszwKwGnpbvfCznlmLwykrtRSu07sjqSvGT2/OX4iyjUbyW3iRt4nVFBPHU8+wrD02zutCuo0nCNHJMP3gwyMArbvxGaz3vG5q4qDTS0saninUxe29jZ27qbC0MkcZUHLkNgsc+ox+dEOos9mYba3jkHkOlskrZaHkDI45JySegFW9DtbbUxc6lc2kclrbzELaqpJkdxxz2wFzz1JNY+v2Y04LJbBkhmRoEVnBaNgQXGR1HIIPvSaWkBJv4jElsb27uJbuyieQiNHm8s8guOR684J+lejar4XXT9FlvLbUPtUUhBklGCS+CxjODkDgnPciuZ0oxR6BpyuJLZWaXdIGCeawYc5HJwOg9u9egaxJa3PhTUrhrqS2VGia3TaFaaQbgcrjkckf8BzSUnzWBxVrnPeFtPtrkvcvbzSCMoJEwCjybspz/AAjGc5zkA1f8XwWH9mRXMMMdrPJI4aBSCqFdpwhHABDdKj8Fxt9imQyrC888f2QuoIeRCVOc87cPjPqeucVY8ZX7W2jSaN+5uJReh7u4U8CTaDtUdscj2AxWj/i6EL+GO8NMZdMjkN0I5p3dHdWVH2xAYG7rjDE9Oi+lP16VbxC990vNLAOD83B4ZuB12j8MVR8OXtitlDZT2r3loZN8wAAbzdhJ25I+UBQDzz2puTqpnuL4NHbz7oim45RecKD14wBUTbUrm9Fc2hi+I78z69qYilbDzgY3euST+AFYsjW1x4scWEvlxeYHMsjkKpA3M2TyB1P8qqakwESs85Uui7pD1ICsD+PSrGg6Dca0st1FNFGQiLH53y+c2ACFPTjmnBpNsVVOyiegHVrK08rUbe7c3JuDHBZzfN5Pmclz35BB/T1rhrC6ZNWeWUk3csmPPLcxkt8zfXrjsKtzapJDbSW0kaGQXXCyAZTbtyPrkYz9cV0l3olnbQJpxgVriM5a/BEbea+MZHOVBYD6H1p2UFr1M9ZPToclrV5Je2NuZkt0tzauB5f8Tj5tx9+Mfj71f8J+EdbvBdWjOltbuscnmSAMhP3goxzkgnp3rGsI3XxVpsElv532ecReSO5BOTz788+ldr4fmshPfNdSbpACDG5Z8ybiAMcAMccdODUy912Q0uZXZl6xp76ZqUVpdl4o0AQqg+eNep78nnPXHNdRo+iaYLaEXsMk9zIE/wBJSP8A49uSA2G7kAE9QOKy/iBBJFrNqZLtZ5Z7aN2jUDMR2hcZHUHHHeuqSKeSyad3gNrDDE18SSHgKKoMYyTydg/yeKm7wTJiveZwd7aR23iV7KLyHjll+znjevLbCccnqM+td7GzxobUqkltKJ4Eg2gLlVYbtx+YH5ASfcVw+v3lpqHjW7uXj+xWwkyyqgLNtHoOMsQPbn61v32pWotJJoLWaHUrqcwvs4hRSMtt7HOcH39sUVL2XoOn8T9TN1LVgmn6Qi3TqYiY29OWPP61zBngfTr+W6lmiXylMZDYaWQMSMeo5HX3q74ktJbe2spDKNxkKGEYwQuGB+vWuTurh3IiMxZNksccQHPJyOO5JwPw9qyjq7nTW0R2Hg+RI7ad5rj7Mkzp5MgIwjKeWYEfdAbBPTn8rXivUCumyaPbXKXEMN1vnnHWWRlzn0wDu6e1ZCaPqGhWa3LhJEkWNA6HcqsWBCt6dK09Phttc1m8LQxLZWoE8qqpJlC5ULx6lvwAFbu3Nz9DkV7cnUp6RqKQQW8UVvHJEj48mZuHk2Fi/TrkAADt15rnbqyvr68RoELXsau0mxhkbGxkfmBx6V0fiCyitFGoWdubZElO+BnB2O4O0rjtwQR2K1Q8PbI9DuC6Om68VXuSwUEFThd3UDPX69ah2S50Urv3WbHiKe51a4wLR45BdPHDbRgnCFVIwB+eff0qbRtUnjuIfNuJYJiZI/MQ7NiqgAU+ijnjHXnrzV3wdKJGvNQkm36qkyC2L7iEMgIZto6ngLg9qi8XQ7UjviVFz5htpNqKu9CgZWx1JwdpI9K6bq/Ic2tucp6foya1z9pkjsLNZC11JGdpJbKp16kc/j6muhtIBNLpenRqY8XEUmM5ygYHP5jbVLR7e4TwPDI6RfZpL5mXg7vu7cnt1HFP03U7e38SaUtxcLCn2rDO7AKq8nknp0FZTk3Ky6HXQilByfU9QOvWWqRhrOZTEAVJI27mXqcGrkcw/s8neOFOcfN+uK5o6LZ6ldGew1WzJPOEkDDP4GtCOy1WAeU1x5i9/m6g/WuxVoqyseXKhNPRHI/FLeNPgWPJaFY2IGRkFiMcfiPxrynRUhtvEkQkkkt7eK75eMHKKDnqM4wB+Ar2D4lyrFpd6+cSJAoT+deSaHHZjTJp31BXuSokmhkygQNxuB/iPzc/WuRSs2elVV1E6+7f7PbXF87pJpqNL5V1E25pGIdVTnPckZrh9PnutKtJdStQH3xeU6umRz15z2AB/Q1PHdQvos1rFJM6pMsqwsDhUyPmUZweODU/iTVJJxDafaLO6mf7s8ERjKxnaQhXpkc+vBpW5Vymd7u50mhakbfRtWXRrBIlltkfdK43xn5i5A6Dgdcjp0qndWN99qv9QtLeZbVHKSyxggLvUFl9e5z6Cub0fUZntbu18xmBKqJCcboxnCmvXbZ/sujwf2eWtkhs47mRGQL5rkElpN3XJBGenzdegrN/u1p1LXv/ACORuL+0ksC0hlV473Mao2VONuSB0HyjHHJ45q4fC8drbx3E9yINVDtO9pIQVC53KmR0YjP4jHvWPrFpHb+JZLG2k8q3E6iIyPxGGwcnIHc89uK7vWWkt7+4tZx5hmlDrMoUK3yrkEDo3APfg0py5UrdS6ceaWvQxNRDWwsjCAWRTNGM5DYByD7g8H/69db4P8SwPplw8uY2VCvTcf5/0rzXUNbitbrMu+RI3ZyqnoMH+fFdNpHjPRrXwek32FJWuZfKMKY81Oep4+n51NKpOK0NMTTU2rMwNehnn1VmgTJl3bSDgk4OPxrAk8k6Rd+SiFUEZJIxsbd0553Y4PfjrXR+L5pbey8+2LxSJkAjhlP9DXMTXf27+y0uYXgiZWaVLZCzvhQdwHf/AOuamLblzDq7WNjw29pFp9xb3MjW+oTzxLbGRcoxBBAx06tk57EYqPxWHFxbaXNG8l4JTNcLb5KqGVQAo9cDqeenPNUdUk0ww28NmWmVgHiXb+9UZ5D9sjaR+tWLfUkXUZbq21CawSW2ASdYg7MV5KuOuTjt/WtGnfnMb6cpBaXlxZXVtpl1ALyzSMsikj5G4OcgdB6e5rrfFF9e6jLJ9qltnR7WNYEiG0A+YuCATxkk9T69q811LUJLu7nvQwi2yFYliG0LliTx9Cfzr0HwfM0/iSa7Nq0zx2krIAoYRELhTz6dPXmnGKV59iZSvaBXfT9Q8PXJttRtfmcxoqMdysN6syg9DzjI96tWlja63ql2iJ5Wm28iTXcrSYO0Ar8vX5iTwPb1NbGuRpPod0RNJchLdLqN/MaTy33AbsjgZUkegx0rM8Fxg2WsOt8lvPsiEcLPgOQ2QT364HHPP0que8XLqLltJR6FXVbGLRbq3vLHz2svPYkMhDRPg7YznrkYIP1zVi/aSC1s4i7O9zcByT1KnPJ+v+NauuRmWNYbyE200k8ci2pO5giKw3E+5OOAPeuU1DU4Dr1rHcTCMQzeXGSeAOpGPTP86wnJysdlGKimzm9YiURiFkHycdOoycVv6en2Sx0r7ZEvkNblYyiFgMk8H0Yg9fXuKr+JbfGoW2YwyvhcY6nPH86qaRf3On69GlqVkthGVSKXogGCSFJ4Oefzqt46EVNJXLGvQSPruCgdxDD5qxsOpVQfQAnI+metdX9psLxbu+064WPTrVYzdW7Ltf5APlU9ewX0JHFcppUtmYpbu8juftLySmO8ZcwArkhSOuTj8OKrQXlt5t2yQsq3KNHFKwAXcB3B6ZyPoa0a5kl2ME+V37hHFcyXU2sRRy2zmZ5YHYkK2c4Aznd1GeTkE11XgjXbzeX/ALOtpbtoXy8pwZHDAKwGOSDxj07iuYvtXkj0KC3t7y7laRFRoJUDrBtyvyEdMj279c1U0S4axuLtUaTcIxGDu+6zD5m/mKXKpvUXNyI6SS01O/u4rm1t5JLuG3EszRAEoVZgG/8AHRjHoMVOl7bvpN3b3JlGLeMfI5+Z8scEdM7jnJBxg10nhWNF8PWaWwkt7i5ebzZ1QBpFUjChj1UA5wPQ+5rl/FgX7bFOhJa7hE04B4aXLKWHbnHGM9atNSlydiWrLmNCPwzDqFmb69u/sU92UNmHA2tHgAuwGSMkfqDUOkmea4uLGbfHIJzI6MPujjjJHpz+HvXVPDc2+nWUaj7esunJGrwbcKcHBOOduG6+q9KwtUnWyu9Q1CKZZZXdQJUzgttC5GSe4JzWEqjaaOmlT95MxNUzfJPdL8yw3f7tfUbQD/Oub0SAyeKbSSGNXkDFl3HGBtPP5V0ujPb3FreRW80bqJWYIGyRjHP064+lc8QdP1G4eOXyrqEk275wQc5BH0GfwohpoaVdV6M6C08qbS72IqplFtKbhXGChA4Ylu+7oeeGOMVT8NS2Fqb59TaWFJLYpDKqnaC3b3Jxxnjg1TGq3Vz4etbaaPy2kuFjklQEyTDJH4nrx34qbUJdITS0jtWlZXLL5VwmJ1kBHXHAHzZH5VpH4eV9Tmk9ebsa3izz7TTRaXe2S8uzG0QtshfLUnkgdyT7jk4xisKKe60drezETXFlPNultpMbueAvA4Pr7gdKsWl5GbzTniuZ7Lyla3edVDSQsRjp6dax9b1KTUr2SR5g6wIGMqR+W0r4ADEepIFDWnKxX15kd1od/baTpR0u/hRor65VvtMbMNgBA3epx1XHvmpNbtrnUtTXQ9JT7ctu4uZp3IHmsQBljxkD1zzn2qhrGoJLefZ7a0ZPKxLJDPgCAqqsU4xwCGH44qD+0bC9vria9WYxS2o2pbzlXideg9CM88+3vXRaz52c17+6WHQ2Eq28ckiwr8zQ8hRIOpIPftn2rnr57We6unuYLqVEkVFeH7sfXLMO/bitie8nufNu7l2aV2Jy/BAzXGyPezXTmHdGJ1I3IcbsNk5544+lYXu2zra5YJF/Sry2t79rtomkSNsPKg2jJ4Bx3rWg8VXejRvPFqt4s8MzMYFfdDKrZPrx0/zms2XQ30/w+LhJ/Nt2kLLIuMSEcHOOmOcevPpUGiiPcbwQO5jdQA3KGQZOSew254rXmXLdHOk+Y7/xjq632jPJ9o88TQiTntkcD8jXnum2mo63bQ2CukaQA5My8pgghScZ5HT6VqXmoLHoRWW3jaVWY72dm/DGcYqDRJYZtPtzczgBzJI6s+ACpA7c/d6D8qwTe511VHQin0e7bV4LAqUkZQqqflZFA7+/OfxrV0ZbBohZ3MMUsrFVmm3hWQA7QVyPcZx6UzxAbqOfR7mSUBrm2C7cEOmBtyeec5H5Vn6Bpf8Aavib+z7m/ksyFkMRij3EuiFlHoOmST6e9aNuSRjFJXYmj2aXGu31rE+DnCgJ1IJGMdu5r1CDWbbVri4i1S0b7VYwAWxgQgzbc9fQH5TjoMVwXgjV7x317ULw28sUqRicSMFmJ2OVMbcHIIBIHX8K0Y9Wmjla5dUSG5DR7ANzKnqCfQsfrzUyjz6dgjLk1NKzsb7U2k129kt5vtJEphQh5ByVB2fwrnC/Q1UsWNnFMonMsSMXQls8kAH8eAPwqokrXOipBp2mqbxY5Eku4iUZ4gVJDDocDqTz+dR6jKLPR9oIDEdTWdR6HRQjrcw9TuhHA001q8ZkfdDKpBEynPB9MYB/OnQ34ttHW0kjSFgyT/fOHGdwU46HmqFlpcV08Qv7gR5OyHD/ACswbrn+7zVnxFbDR9VeCZRLgkOpJwT7YwcYwR+FOFl7pjUu3zHRXMiaxoFxFZpM2eERjufOORnv161xo8+yvxHbs7G1kEoIPzQ4PP5f5712GmyXGm6TeQ20jwzeSEldXBY/KCRuHQYI6VxEboNfj83eiGVBJuJUgZAPv05z71FO92uhvWtyRfU6yDw7fXMU2oS3hkuWRi6Y+eJOfnPPOQRx/hWbaaeI7cahOwEaTmJk6lxg5GP69q6jR/Ln1eOGOTbcyPKk77fnRSGBJJ9cjHHb2rjrp5khujDPvaCcqJAMBgSRnHviqjJtNGdo31Og1ie21Dw9POIkDwqiAwBjiLJX5xjjBAOa2dAl1DQ7CTU7IOkzxeW6SoNpHJJx1OOCPx6iub1a1i0zwwdS0fWL50nmNnJ9ohWNLkBNzvEBztUnad3qPcDqda1S5nuIdON/b39wAVa/WMqxTcvB4HTBGRkYwPWrgmly9zObV7ou63dW9/Z6fbWYj023vxvvJpmG1nUBsnHOBgnPfOKzdbtILPTrcfbFmwVlgukPyy5GAQByOExz6D8KUOtut5YPI3nm3l8uIyqpV4zgbWB9Rgf/AKqkudO1AyLrE9pBBbyAi3RPuhsnPy84AJzz1/EVTXJZEp8+pq3N+Li5fUJro3JSIKZi2Q4HPAxx/jmvNmvXutWMqLG3kuZ3aTlWxyB+uPfNdPrTmLTorKJgHnYRDJx+tZunaJYz6feXNs5JgjTzQ24FyTgOM9s44/wrGLSd2dNRPlUS3qF02qaNbzW6FpY3Ax1Kkc9fb1rkLmO5heSa4En2gyA7zn5Ryc/jxiul03UUvNEvtMt4RAoXc7dXlI/vH06/KOKpX873Ph4vJEZJE2h5UTBClcDd68gChNxlYdSzguouk2t3qCyQSXLWtpMwlmdD8m05XJGcZyRwf6Vf1bQZLEWSJL5kUp2RPwQyk43HHQ+o+lUvDMkQ0+d5VbCTp5j4Zgq7WwSOn3se/WtvXmT/AIRuzu0uCrC6cQwAKAYyQ2SB0PAP41abU7I57JxuyOynh0O7ntI5IXbcyCWQEqEIyygjnkgfSm3kMI1x4Ejlghl8p48rkbCv8I7jJI69qqaFZ2mpeJxpepX1xbW0r4jkjkijWPPJLGTjGO3UnA710Hhe51Gx1zWrWS6hU2G2JItVQb/JV2DJuGQrHKg4/DNEbp8xVTla5UdFpuoRJ/Z3h3WbfNnEhKTRphw5GQOPQ5GRyc896zzZ3ev6rPdSSQRwWxa1itZHHmmNOdqr3IByT61mSazL9ra/tlWKGJykUcmXL5Jz19h+GBRZ3YuI7iGzsEub17ndbT4KTRM4PAIPOSBjPHX6Vbjy+8ZqV9C9YXs+m6xqItr0wi4hIkiOA2SeABjAI3Z46ZNYvii7jtdMhtcsqL87bByQOAPxqezsZLN/KuYgtzHzLk5KnGAv4f1rndVWDU9SklvJXjtIiYsg4JOMjH5c1lO3MdFO8YXGaJqRsIZpPJRGuTvjkzyNpxgj0OPzqbxHDJORewFlimTapHVzggqPX39KZrdgdBFk+I5i0SsOdyMpGR/X8RmrN/fyXWnWGoyBG8khdmMKEP8ADgdB14pT6SRVK3LKL3OZhabzXtLdWkzgquTncByw9+tdfY6NqGuypqM12ZZzgwwuBukXruBJGACD/k1y2ulItZcRI0YHKqwx8vUEe3JA+ldxZSwDUYRA4a4EsQg35ZtmEwwJx8oG7/JqpN2TRglq0c9BpLs95M0yj7GVbew5YkjnHf6VvC4tL7SZoY7ZCLeF2gWLJl3cMQRjkHJHtzWH4jElnrGpW0N0ZTHMCsm0Ak5zgjpxnH4Vb1XQtb8KaTpOrPcTxXl55vmRGPAgGEKqxx95g2SO31BqpJy1HHlSsdJc+H7S30eKdHm33dt50mWHBCqcDjgVneGbK3u7hGljBaNnO7J+dfLY7SOm35fr15oordP3GciXvoo6hIy6eSDyVJP5VzmlxLNNeB84BiTgkcFsEfpRRWMfhZ2Vt4/M3L+V18FymMiNUnjOxFADF0wSfzrntLu5LewuCgT93MrjIzklWUg+2KKKpfAYdS5qMjTaKkrn5pF3Nj1NaXhGGK5tbO0njWSFzJOQw6MpAGKKKzfwnRLdFTV5Xk1C3kYnPmyRgdgqycAenWo59SuNG1+TUbTZ58Ttt3rkfMhU8fRjRRWr+FGUftGt8NNMtdV1mS0vIzJA88cTJuIypjfjj6CtnxLa29sD5MSp5c5hXrwnOB+H9aKKhP8AeIH8DLMNwY/D6SxRRRPfXDLMY125CovAA4Gc8461zPiyRltCAeOBRRWD+NHVD+EyDRMMYsKqkWgbKjqdkh/mAaj+IMXka+MSSN5tukzb2z8xGDj8hRRVx+Mxn8JpyboS2JGbzYEds46lB6fSuUjJv/FMazE4Mqr8vHCjj+VFFTT6mlX4YnYm+kk0CG8ZY/tFxeLHJJt5K9cf0rmvu292g+6HUAewJooqqezM5fEifxH4nfXLWKGTS9OtjBGscUlsjqUjXogBcqBzk4HJ5r2DTNA06bwv9pNuguHSSYyBRu4TdsyR93Pb3NFFVPoStzgI5PJ1ma3RU8iVyskRHysMg4rotannka33zyGOZmcxZ+RSrEDA7ACiiqrdPQMP8XzOL1aZzqoQ4Ki3mOCAedprU062judNvbeTcY2tnbAYjBD8EY9Nooorn6G1T4jjdAldLiQg/eUZ9+tEt5Lb+HZIo8AXEm2Q45wCeP0oorWXxkr+F95peGXNra2jJg/aZmEobkMFZAB9PmJqxr9w9xdX+/aPJuvKTaMYUKRj9BRRTj/EMpfAVotabS5J1bT9Pvo5irtHeQeYAyjggggjqcjOD3Bq54bu59b8SXs9/IZZboCaV+hLbx0xwPTHpRRVPYcjuPGGjafpslxbWdqsMMQ3RqpPynK5/Pd39B75oeG7hltZ7lFjS5jEUCTKgDKpY8+hPHU80UUX/dkfbK1xcyzRT3Mj7pXYlmPeuV0c+fPahlUM0z5cD5j+8QfyJFFFYLc65/CibxtFttdGn8yQtNAVcFsj5T8uB26ms6Z3Xw+ibiVMMbY/Oiirfwoyp/G/Qqa5cSXus2yS4CiGJQFGMAgE/wA67JLp10XWJdqGW0/0eF2GSqZx19aKKT+FEr4mcxqBxfTYGMvnj3wT+pp2o+INUv8ATrfTbq8mmt7eR5UEkjMSz4zkk8428emT60UVvLoRDY//2Q==", "info": {"video_id": "56920", "label": "folding notebook", "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": "703e02bb05d193590f403e8ee3091d251fc21e9c12a375b4325ec46d1aac0229"} +{"episode": 17081, "episode_seed": 2874746387, "split": "train", "timestamp": "2025-10-13T03:01:59.919814", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2874746387, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing color from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "143930", "label": "pushing color from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "143930", "label": "pushing color from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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Bqn78bIGfPbNaUMV5O8ZlRYERgeFyxx71ox2qR/cRQP8AZFaFvbSOAQvB710U8NFasbnP7TMXXOLsMFwGXPFYzv71t+JAYmgVuo3f0rmZZa5MSv3rMJvUV5uetM8xfWqzPk00FieM1momTkaNvcIjcjJ7HOKu/wBsRQJtkhZz2yxxisZYJ35VDW3o+ni4YR3UJwOd3pT5LjU7DZfFF5PCsCRgxp90EbsfnzVc3mqXR2qjY9AtdWtnY26/u4VZvU80zgHCgD6V0QoJ7nRSdWS1dkcyunarN98lB7nFadrohZVNzO0jD+HPFaylT9/86t29qzsOyHvXRCjCJbVt2RQWwhspIEwqkHG2vPyw55r1J7PZbsQ2WH8q8kJ5NZ4pJ8pz1ZrSxYDgHrVu3mjTkbs98HFZeacpfPANcfKY8yOhl1yAH5onZhxyx/piop/FF7PGsaqCi/dBGcVd0DS7bUCWubdyFHXoCa6RdA09P9VCoI9TmqjEbrSjpE4VrzVLrjDYqaPRdUuV3MWA9zxXatAlmOI1A9hVea6Mgx0HpWsKaZcHUqvV6GBZ+HwE/wBIlO7PA7Vp21ulmTsYnPbGKfnNPjIYhCMk9Mda64RUdjs5VFFqKQnHpWZ4g+b7MM/3v6Vt29lyfMP0xWN4tt5g1hHaKSzB9xH4Uq7vSaM3WjHUycRwuvzYbP8AEeT+FdRp9zIIADnFczZ+HrtpBJLjPXJNddawi3hCsQxHWuGEbHJXre0ZZUrIPmzn1BpTb8fI+fY1EQpPyNg+lLHOobBGDWhzjH3RnDLihWLfeNWhMHGCMiq88WELRflTCxIGRF3HAxWU8qF2ycAnj2qKa5kPDH8Kr7t3JrogrHoYelyK7LDSAHHWpopDVaM7iE27snitGCyGTvb6YrZM2lNLc4Z33MSTUEj4HWld6qSvnivGSONuwjSc0m8k8UCJj1FTxwgc45rSxDkJFC8h5JArp9Jt5IYn8snGOayLZR0xXT6MMROex4qoqzJU7O5C7knGaTdjFPu02S7h0NRxAySKo6k13Qeh6MZqUbo0rKEhi8i8Y4zWnEwUADjFUw2Kr6PE2r+KJNNl1Oe0RlkMXlpuLMqFgvoBweT6e9Nz5dTiqTbZl+NGAa0b1D/0rk7e2mv7pYIFLM3fsB6mrmrXdzei2EkjSMc7QffFdPo2mLptp8wBnk5c/wBK45rmm2ZuWhzV9psVnMsKkkhRuY9zVZY9rAYrY1gbr9/YCqCrzz0qGtSLk8CjIxXUaOqPauGHJbrXLxfKRXV6WALJD6800FyK7iaFiO2eKrZxWneAOuO+KyC1ddKV0ehh6vNGz6F21g8/JLYArXRgBWfZqI4Ae7cmotVuZYLBnicq+4YINaN2Mq07s3N4KEeoryeWBFkYBeMmvQtXSC08Pw6np+sX8ytcm2zcRLGtwQm5niA52qcKd3qPcDg2G45rlrTUrWOaTuQLCM9KtQxKCOOabGMNzV2GPewA9axJudTYK0FpFj7uK0Fk6etVISsMKIemOlOV9rHnIPStESy2xEqlH6GsW6jMUuO1aobpVG/YMrN6Grg7M3oVHGRR3VpWcKbFlPLdqyVO5wvqcVtIyogUcAV0XOytOysXEkANR3IWR4yQPlBwT+FUdD+zal4sGm6hqFzaQTPsSWOWKNY+5LGTjGM8DknAqBpZ7bWNQsZzcf6PM0YW4ADpgkfNjjPrjispzTVjhlLQ00+WpAA1QRSh19x1pxDHlDWRiOaH0o2hlwwww6GkjuRu2SfK3rTpUbG5TmgY1WKnYeop+7BzVVnYfMw5HenrKu3JIxQBT1CIA71H1qhu960LyUNE57EYFZSnc4X1OK2pt2O/Dybjqa1lGhjEhHzZ61oo4BrG1Gd7ewzC5RgVGVq1r2i6x4e0LSb+8uLlZ70yebCUIEAAQoGOPvENnHb6g03NJ2Mak7yPP5CfWn6fGst4ocZFFFcERSJ5AAzfU01KKKsyZch+/XSaWcWjY9aKKaJIr0nan1NMsebj/gJoorrh8J3Uf4RpMSAawP7VudH15tQtdnnxM23euR8ylTx9GNFFFTY5pFTRIUm1RPMG7ykJXNdVKTiiisFuQzmtRJa9cnqQKqkDNFFZy3EOXoPrXU2BIsov92iinETCaRjE7Z5xWTk5oorpp7HXhdmbKnCKB6VQ1piNPP8AvrRRVS2ZMzP8ReLJddt7aGXStNtTAixxSWqSKUjXOEALlQvOTgcnmsdelFFcrMGOYACrmksWvUU9M0UVAjs3jUxjI7VUk4XI7UUVoSNMz7QM1SvJG4TPHWiirhubUvjRBa83KZrU3HNFFbnTW6GM2vPo95eRnTtOvoppA5jvYPMAZB8pBBBHU5GcHuDRp9/c6veanqF7IZbmdxLI+MZY5J4HT6UUVzvc45bM0IZXSVcHr1qytxIk2FIxRRSMy44WaL51B4qKBmjbYCSvoTmiigY6UDBOO1Zd2xiCFDjPWiihbl0/iRTeV5PvNnFLa83Iz25ooroWx6NrR0JdVYixPP8AEtZmo+JdW1DS4NMu72aa3tpHlTzJGYlnxnJJ5xt49Mn1oorKe5wy3P/Z", "info": {"video_id": "143930", "label": "pushing color from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "143930", "label": "pushing color from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "931c81d998577006672c22078ca29a33ae5ac46b9620581f89b693165db3cc51"} +{"episode": 17082, "episode_seed": 3346015424, "split": "train", "timestamp": "2025-10-13T03:02:03.068887", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3346015424, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing srewdriver against bed'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "106526", "label": "throwing srewdriver against bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "106526", "label": "throwing srewdriver against bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "106526", "label": "throwing srewdriver against bed", "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": "bcbd2d720d708d9a863f348308f3e0dc1b82a3a3482be0731d7047c7ddfbc026"} +{"episode": 17083, "episode_seed": 331422369, "split": "train", "timestamp": "2025-10-13T03:02:03.862614", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 331422369, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving color pencils up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "168216", "label": "moving color pencils up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "168216", "label": "moving color pencils up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "168216", "label": "moving color pencils up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "168216", "label": "moving color pencils up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "44856e4beac4013f7b7d299feb5d154852f5abcdc79a57a7b3e449c1421f067b"} +{"episode": 17084, "episode_seed": 4193684796, "split": "train", "timestamp": "2025-10-13T03:02:05.654843", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4193684796, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening fridge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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bGaxYup5h4mHl60/1q7p2rSRwLHvOOlVvGalNW3eorKtJfumtqbsTONz6B+FzTXGi6gkJHmLPuGTjqo/wrsry9aC28u5jZJB1y2c/SuF+DMpaPUEH95G/Q12PipxGckkkrgCt76iijGsJPM1FnHQtxXKfE92S3UqSOT0NdtNZw2E0HkAgOATzXMeLRHcNtlRXX0YZqhvc4Hwv4IvPEdq+qJdwRQwyFCr5LNxzXR+H7byNT8okEocZqfwpex2q3On2xCDeWKjgcipbS3ez1nzHwUcnp61xTn77R0ez9252Rxsryn4tJvsLY/3Sx/lXprzDZkV5v8Rv9Ito0/6Zyf0okzKO549bsVYiu4+H135Hi/R5S3CXkYP0Jx/WuDU7Zfxro/D05t9RgmBwY5kf8mBqolNH1lrKn+xU81toST5j7ZI/wrkzM8zMYwQTxgV1N+sl9KYJCFtlbcFHVyecn25rOkNpaXgt1Rc4ztDdRWjkkh04N6Ix4dPnlbG1ic5wozXQWcnk253KzFSOFGaiWW4aNooTiNjzjgfTPer0Vr5doyE7iwPSoVa+xvKlbc5GcMb+dxC0UZkZQD04OD+tdFpOiwXx+0XLFmUKBtGM9eT71mNdeTplxbvCXKksj/7ZJPP610fhmVJ7BpI8hSQMHtx0qYt3VyaqXK7dAvLS3tY5RDGEwoGfqa8c+IEobVHXP3Y1H8zXtWrcQt7lf614P46mDaxdH0IH5KK2exyrcgm+ZJoz3Vl/SvLZPlmPsa9RuCFuX54zmvMdRXy9RmT0cj9a44G/Q2NHf96fda+p4rq1WCC5mb5ngjbJPQFBwK+VNGb/AEhfpX0VaXdjeWehwSJNPcNZQ5iUYQDb1Lf0rRzUY3bsVCF3sbg1H7XeBbVSY8ckHvVloURS80qDB+4Gyap6zK+l28QhhVQ2CAo4x3B96q+Gil/fTO8OAq5JPYnp/WuKriV7TkS1O2NF+xdVbI620iWKM7F2g9qknOImPtWPr811Y6WZbWQiQH5MeuDgGuc8FeI9V1yHUE1OQM1vgD92FI+uK9OknKLfY82UW/eMvxNKPInOfUVwvihPJ8LZLOFaPt0NdX4mlxFIuerEVyfjnaPCkEfRiFFZ1dyoHl+pKYbW0OMbtxHOfSuj8HXW3X9OfPWUqfxFYPijT5dNjsQ7KwkQlSPwp/h66MN5YzZ4E6fnUpe6TPdnsV4fnlT6ivErg7blh6Gvab1wLp+e+a8W1IbNUuE9JGH61UCHsaelyYvIj7103jx9/h9c/wDPZP5GuQ058XUR966XxpLv8PfR4zXQtjNF7RXx4esBnpCP60y7kcD5Bk5/SqmjzY0GxGf+WIp0k5GcYzQWizpt39l1FJDgpnafcV2NtpyRXXnxcoy5U+xrzNpv3uFY5UgmvQPDGpvPbGCbBZPun1Fcta61N6fYuy3hVXik4bHFVlm82xt5f7yCl1yDfCzp1ArM0i4E3hy0fPRcVnGXMiJxszlvG6/6XG3qtc5aNXS+NOY4G/CuVtW+at4iaPd/gzcmObUABu/dIwH4mvSr+xN+rzzjlV4Udq8l+EErDUboKfma1yB9GFeoouo3W4yP5UPv1NbOVtSoU7jNdhEX2SQHgqOn0rh/Ez/NXT6ncBfLt1kLLG3AJziuO8SS5mp0580biqU3CVmYmmyD/hLreKOIIrr8xzya9J1DT44rcOE5xnNeH/2r/Z3i+0uFGNr/ADc9Qa99t7231LTEbIJKivPxCakdNN3ic2LgGJgK4bxi2+W2HqHH8q63UopLS4doxujJyfauI8T3AmltmB/vf0pwqKSMXG0jymZfLuGX0OK1dMbEh9cVS1SPy9SmA6bsj8as6Yf36itk9CuU+oZZL+6s7Ge2cJHPbQuZpGAVcqOP/rU94LfS8XFzMbmTgMWBCjPp3NYPhO1GsSaH50sjLHYxsqMcoCoI6f8AAa7zXtB/tKyjWAqJYxgbuARXPUqVHGSprb8Tpp+zhOCqPRmLYahd61ctaRywxwgEgRpjj69a6RFKRFDGcqPSuX0kWfhqVopp45dRnIQRRHOxevNdjb3KzRg8Zx271hhZzkm5jxjip/u17pw+pgotxKM7E5ZB3Hr+H9a5E/EbU/DtwILO3glsn+dTMpyT0OCD7V31yqR37Ruo2yggZHUj/wCtWRZfD+K9e485wbZZSYoyOgIyfpXZgprntPVEYhR5eY27LW31/wALWOqPCIWuNzFAcgYyOteG+N7g/wBpXR4+Z2I+mcf0r2kwrpekR6fGqrDbsyxhT0Xr/Mmvn7xPcmfUJcnOWIH511VLX0OGNrm3dygsjg8OgNcBribdZm/2mz+YrrLe5+0aNYy55MeD+Fcxr4zqSuP4lFcUdGdEVck0k4uY/rivpHwGomh0pmwQLADB9mYV81aecTx/Wvpf4e3dpB4Ps55F3XCeZGuAem4n6DrROPNa5r8MXbd6HaXdrb6lA8M8bbVPBIx+VcvpuoD+0H03TbJ4IIiWmeXh3I4/nXTzX8CQecZF2YznNZ9tLBqjw3cLcgsMj+IdOfb/AArhxFSEqqcVqTRcowakny/hcvtCmoQiKYEoOSDVCawt9MjnNvGib1y20YJ+tatumx5Bn0xWfrzbLSRu+2vVoP3bnNJ62Wx5F4iuiVZeuX61zvjqXOm2MOerqKua5c7pFGesn9a5+e2/4SHxv/ZN3qc1tEvmPAETfl1TcFHoOCcn096Jq8ir2Mb4i4Eekr/dRx/6DXO6dhLWK4DY2TqCM9af4hvri9FqbiZpMKcbu2cVkRSMuQCcZBx9KaXumbd5Hul3cbmR8/eRW/SvJdcwuvXa/wDTRv516Gt2JbC0fPPkLn8q868QtjxDP7kH8wKUdwew+yfFxH9a3fFdyX0Mx4PVDk1zNo37+MZxlgM1s+I7g3FrOOAq7UUD0Het0QkXNIuFfSLZVPKxhTUskhJ4OKyNHnC20cZGDtq3LLz1ob0KEmbdg9D3IrofCdw5+0MpP7vGDXKSSsXIPQDArWsLiW10O7lgcpIZUXcp7c1jNX0KTsdxLqSXCNG3Bwetc74RuvN8M7D/AAORUOvwxW2gwatp2sX82bk22biJY1uCE3M8QHO1ThTu9R7gZvga5/4l17AT907sViqfLcc5cyRZ8Wtv09G/utXIWzfNXV+ID5mlvns2a5K25NaRY7HrnwuuHi1RjG5RjbvgjtyK940O1kTTQ9xKZpJhlmPoa+fvheGl12GJOWkR0A+or6PtI2is4o2+VlQA49aVrzu+hc3ywt3OS8R6Xb6faxzRj94Thm9a838QzfvRzXqfjh9ulRn/AG68d1+b5xzW9KyVkZylKb5pHA6u+daU16j4U1YmyjAc4wARnoa8m1J9+srXceHUxaSNuKkEHIrGvHmLhKx6dq8US2Jbcp+XJwe9eQ6/H5N2pBO1ieK09N1mTVPFz6TqGr3ltbSS7Y3jmjjWP1LF+MYzx1JwK57VmuU1G+trl7gtbTtGFuMB1wSPmxxnpnHFc0KTjqVzpuxy+tL/AKcG/vKDSWBxMh96k1nkRP8AUVXtGwwNbrY2SPpn4XWxn0Kw1DzVVLdJIXU9eGJH869D/dRBpEwN/wAzNnrXjHw7vyfCEseWIjum+XcdvKg8jv0rqb3UtbjtVgRN0bLuW4JwFB9fcVyYmr7KOnUpYeVaW5pDQ7KLWRqFgg3M7LIrNwAepHoc9vc1rMzW56YAyTiuJ0LXTazm3TdKqtveVurk9cV288i3UAkVhh14Irkw8nZs1rQlCSjLVFSxe21S3Ek67ZDITHyTyeR9PpW1pqbYJG9XOR6YAH9KwbWN7GGz3O0rTzEFiOmFJycVi6V4zmTV73S3SNoleZ4nOdxOc4/nXpYd2SctzCpTlUUvZ7It+I5RBHLjoFZv1r51v5PO1VMnIMgzXsXxP1Ce10CSWCZo5G8sFl9DkmvHvFHhrVfDuiaTql3LOtzfNKZImjI+z4CFAx/vMrZx26dQa65anGnYNFdm8MwZP3XYCszXD+9hPfH9aKK5X8R0U9hlkf3i/UV714MlceC4gG/5eZP5LRRSlszoj0L98rHWGsfMkFtjdsDe2cfSrOh3063W1WCokoRVA4A9KKK8Kn8aPRmr0tex1XiC+uNP0R7q2fZKHUZxnvWPc6jcX/h37TOV8xkOdowKKK9+g+h5HKvYXtrc8T1mZ1nQjHD55+tctfaxdaX40GoW/l+fG77dy5X5k2nj6MaKK2fxHPLY57VxtEKjoAR/Ks1eDRRVLYy6noulyu+j2xJ6JiuT8R/8hxj6qv8AKiiohuU9ivbn94n+9Wtdr57PG5O1mwcUUVvEmIW8axSlVzheBn6U+RjRRUyKZWkY5rVgYjw9N/12Siis2BY1/wASvrttBFLpWnWxgjWOKS2R1KIoOEALlQOcnA5PNZfgl2FzdqDwYs0UUS2EjT1ck6XNn0rlbToKKKlGyPS/hjK8fiWyZTghzj/vk19D2Oo3FxOySFSAOwoorGu2oOxq0mtexyPji+nbyod37sgkj1ryzW3JkHNFFXg/4ZNVJNehwd2SdYUmvQNAP+iP9aKK0luYnO6jrH9j6xfp/Z2n3sU0ocx3kG8BkHBBBBHU5GcHuDWe+oXOqXN7e3khkuLjMsj4xlifQdPpRRUy2CG5kalzbD/eqpbk8UUUlsdaPePgrbR31pqcU4LRo8bhc9TgivVNR06C601w+9QrcbG20UV4+Yay+Q02qiseeTW8djqIjhBAdjuJOSea6/SZnk04bj2NFFaUf4KOrEa1Ci93O19awGQmNJXIHvtNeZxzyL4g3hsMbg8/U4NFFdFLp6/5GmFXu1fQ1Piq7f8ACOrz/HF/KvGNT8SatqemW+l3l7NPbW0jyoJJGYlnxnJJ5xt49Mn1oor0jw2f/9k=", 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xmpTVt3qKyrSX7propuxjONz6B+FzTXGi6gkJHmLPuGTjqo/wrsry9aC28u5jZJB1y2c/SuF+DMpaPUEH95G/Q12PipxGckkkrgCt76iijGsJPM1FnHQtxXKfE92S3UqSOT0NdtNZw2E0HkAgOATzXMeLRHcNtlRXX0YZqhvc4Hwv4IvPEdq+qJdwRQwyFCr5LNxzXR+H7byNT8okEocZqfwpex2q3On2xCDeWKjgcipbS3ez1nzHwUcnp61xTn77R0ez9252Rxsryn4tJvsLY/3Sx/lXprzDZkV5v8Rv9Ito0/6Zyf0okzKO549bsVYiu4+H135Hi/R5S3CXkYP0Jx/WuDU7Zfxro/D05t9RgmBwY5kf8mBqolNH1lrKn+xU81toST5j7ZI/wrkzM8zMYwQTxgV1N+sl9KYJCFtlbcFHVyecn25rOkNpaXgt1Rc4ztDdRWjkkh04N6Ix4dPnlbG1ic5wozXQWcnk253KzFSOFGaiWW4aNooTiNjzjgfTPer0Vr5doyE7iwPSoVa+xvKlbc5GcMb+dxC0UZkZQD04OD+tdFpOiwXx+0XLFmUKBtGM9eT71mNdeTplxbvCXKksj/7ZJPP610fhmVJ7BpI8hSQMHtx0qYt3VyaqXK7dAvLS3tY5RDGEwoGfqa8c+IEobVHXP3Y1H8zXtWrcQt7lf614P46mDaxdH0IH5KK2exyrc8o0yfbcAHoSK9d8KzF/CMIJ5jlZa8TsZD9pAHVuB9a9Z8EXPmaBeRk/6u4zj61hJDMzx/zHaP8A74/lXF278mu18efNpsDf3ZCPzH/1q4OBquApHo3hKbFhMPpXP6YwHxAvz7y/0rS8LTbbOYVi2cgXx5fH2kP6CtuiJR108nBrKkkYltwA5wvuKnmnPrWddz4Xcx4Xpihlo67R1j1PTfs7Y86D7vuK2sNZWsYA+VRgiuB0LUJrK9Docjd8wPcV6O0iXNsGGCGXIriqNxZ0RXNExNSnExWRenSuH8ZLn7LJ/slf1/8Ar11s8Zia4BPGVI/WuW8WDdp0Tf3XI/MVKd3clK2hy1s3OK9x+EEqkarE7EK1tGxx7P8A/Xrwq1b569j+FF3DbXd99ocpC1g+9lGSMMvQVsnYOW569NqdlbxNFGR5mMBQelLbia5gR5MR56lmwAfxqpoUFtc2st1a2rA8kSTcs/uB2rGvtVeSZo5IiU35X1A9K5MRioRiup34fDyqScY7o6+0ggMzKrCRlx8w5ArYrPsLURWkO1QkmwFh71wXifxRrujazHFZzEWzSbG3IGGc9OenFdWFvUSXVnDUXO3Z7HV+JHxEozXmcy+drkgGcqh6V33iOVjbQOx+YgE/iK8/s2D6xcuegQitamxnA8111DN4ocfOzKoyW4ru0m82wt5f7yCuHu9Ok1HxHqckLgGPse9dPpE4m8OWb56LiudDqdDlvG6/6XG3qtc5aNXS+NOY4G/CuVtW+atoktHu/wAGbkxzagAN37pGA/E16Vf2Jv1eeccqvCjtXkvwglYajdBT8zWuQPowr1FF1G63GR/Kh9+prZytqVCncZrsIi+ySA8FR0+lcP4mf5q6fU7gL5dushZY24BOcVx3iSXM1OnPmjcVSm4SszE02Qf8JdbxRxBFdfmOeTXpOoafHFbhwnOM5rw/+1f7O8X2lwoxtf5ueoNe+297b6lpiNkElRXn4hNSOmm7xObFwDEwFcN4xbfLbD1Dj+VdbqUUlpcO0Y3Rk5PtXEeJ7gTS2zA/3v6U4VFJGLjaR5TMvl3DL6HFaumNiQ+uKpapH5epTAdN2R+NWdMP79RWyehXKfUMsl/dWdjPbOEjntoXM0jAKuVHH/1qe8FvpeLi5mNzJwGLAhRn07msHwnajWJND86WRljsY2VGOUBUEdP+A13mvaD/AGlZRrAVEsYwN3AIrnqVKjjJU1t+J00/ZwnBVHozFsNQu9auWtI5YY4QCQI0xx9etdIilIihjOVHpXL6SLPw1K0U08cuozkIIojnYvXmuxt7lZoweM47d6wws5yTcx4xxU/3a904fUwUW4lGdicsg7j1/D+tcifiNqfh24EFnbwS2T/OpmU5J6HBB9q765VI79o3UbZQQMjqR/8AWrIsvh/Fevcec4NsspMUZHQEZP0rswU1z2nqiMQo8vMbdlrb6/4WsdUeEQtcbmKA5Axkda8N8b3B/tK6PHzOxH0zj+le0mFdL0iPT41VYbdmWMKei9f5k18/eJ7kz6hLk5yxA/Ouqpa+hwxtc8/s8G7iU9CwHWvS/A8vlR6vbFtxVg2fWvLa7bwHdlL29V2J3w55PU5rKaEja8ZMH0Td/dlH8jXBQtwD7V23iiTfoc/fBU/rXBwN8opwCR2fh248u2l4J46Cse3uQPGN1K3G8MPzAqzpFwYdOuduN8hCfQdzWSz7fEMr4yMf0Fa9BJHWSy8ZqnI578g9qb5++EMDVWaVgp29elJsY+OZoZlIJyW4Fejx37WcKo2SuAR7cV5lAd9zGD3YCuuskfWfFM+mTanPaxFZPKEabtzKhYL7Dg8n096wnHmLjLlNa5uEmLhTndGW/IiuW1/97pMv+yVNUvD2pzy6skU8rOHhbaGPToauaid9jcp6oawUXF2NV7zucjaj5q9S+Gzn+0HQHl7Wdf8Ax3P9K8ut+D+NemfCyRB4psFkx5bOyMD6FSKuWqsbRVtT6I0rbBpFqQhJZR9xayPEMenaQ6ag1lLPKzfKq/cDdcmti0v7Qj7PB8iIo2Z4yPbNV7rVbUXcdozKzyZ+XrXFinBU1TerX4EU3UVVySeu/oJpV3dS2yT3ShXkG/avRQeg/KpbnRLO4DTSxI8h+bLjIzRb2ohtAqMSqk4z2Gen0rScDymHtXVg5Xin2Mqslf3ThPFs/liMZ6CuB0+fdeXsh4wMV1Xje42TouexrzC+vp7fSL+e3laOTzVXcp5xzxXVU1RK0ItAcPqerzHu5FM8I3Rl8M7D/A5FVpra10/w7/amkavqEizXZt2a4hWNblgm53iHXapIU7vUe4FHwPc/8S+9gJ+6d2KzcbCk7ljxa2/T0b+61chbN81dX4gPmaW+ezZrkrbk04sdj1z4XXDxaoxjcoxt3wR25Fe8aHayJpoe4lM0kwyzH0NfP3wvDS67DEnLSI6AfUV9H2kbRWcUbfKyoAcetK153fQub5YW7nJeI9Lt9PtY5ox+8Jwzeteb+IZv3o5r1Pxw+3Soz/t147r83zjmt6VkrIzlKU3zSOB1d860pr1HwpqxNlGA5xgAjPQ15NqT79ZWu48Opi0kbcVIIORWNePMXCVj07V4olsS25T8uTg968h1+PybtSCdrE8Vp6brMmqeLn0nUNXvLa2kl2xvHNHGsfqWL8YxnjqTgVz2rNcpqN9bXL3Ba2naMLcYDrgkfNjjPTOOK5oUnHUrnTdjl9aX/Tg395QaSwOJkPvUms8iJ/qKr2jYYGt1sbJH0z8LrYz6FYah5qqlukkLqevDEj+deh/uog0iYG/5mbPWvGPh3fk+EJY8sRHdN8u47eVB5HfpXU3upa3HarAibo2XctwTgKD6+4rkxNX2UdOpSw8q0tzSGh2UWsjULBBuZ2WRWbgA9SPQ57e5rWZmtz0wBknFcToWum1nNum6VVbe8rdXJ64rt55FuoBIrDDrwRXJh5OzZrWhKElGWqKli9tqluJJ12yGQmPknk8j6fStrTU2wSN6ucj0wAP6Vg2sb2MNnudpWnmILEdMKTk4rF0rxnMmr3ulukbRK8zxOc7ic5x/OvSw7sk5bmFSnKopez2Rb8RyiCOXHQKzfrXzrfyedqqZOQZBmvYvifqE9roEksEzRyN5YLL6HJNePeKPDWq+HdE0nVLuWdbm+aUyRNGR9nwEKBj/AHmVs47dOoNdctTjTscJW/4UkZNVwp+8hBooqZbEI6LXWJ0i6B/uf1rh4On40UUQHI2rByLSTB/jFIYELPPzvJ29e2aKK2WwLYuA4iAHSq8jHBoorNh1FsiTexf7wrXl1O40nxHLf22zz4nbbvXI+ZSp4+jGiio6gzI04mLxBYBeOSv4Yrcu/vTL2INFFY1NzakcpAfnP1rv/h2xXxRpuDj/AElKKKDqR7Hds/2S7nDsJYcFGB6ZODWUs0kMUF0rkzzOA0h5IGeg9KKK8TFfxWelQ+A7vQJ5J7YrIchXwPpWc2u3w8UXGnGRTb7iACvI47GiivTwzskedyxdSpddDifHkjfa157V5XqVw/8AYl4mAR5qmiiu6fQ4+hUv/FMniHT7dJtK021aBFjie1SRSka5wgBcqBzk4HJ5qh4JdhdXig8GLNFFEtjI09XJOlzZ9K5W06CiipRsj0v4YyvH4lsmU4Ic4/75NfQ9jqNxcTskhUgDsKKKxrtqDsatJrXscj44vp28qHd+7IJI9a8s1tyZBzRRV4P+GTVSTXocHdknWFJr0DQD/oj/AFoorSW5ic7qOsf2PrF+n9nafexTShzHeQbwGQcEEEEdTkZwe4NZ76hc6pc3t7eSGS4uMyyPjGWJ9B0+lFFTLYIbmRqXNsP96qluTxRRSWx1o94+CttHfWmpxTgtGjxuFz1OCK9U1HToLrTXD71CtxsbbRRXj5hrL5DTaqKx55Nbx2OoiOEEB2O4k5J5rr9JmeTThuPY0UVpR/go6sRrUKL3c7X1rAZCY0lcge+015nHPIviDeGwxuDz9Tg0UV0Uunr/AJGmFXu1fQ1Piq7f8I6vP8cX8q8Y1PxJq2p6Zb6XeXs09tbSPKgkkZiWfGcknnG3j0yfWiivSPDZ/9k=", "info": {"video_id": "141816", "label": "opening fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "141816", "label": "opening fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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3WVvyNXBg1qfVV7DDaQyXcJZHyd21jhue4+tYc1y8kmJmwMZOK3NVmjj0xivLyHdGvXJ61z8GnzygtKCMkkZ61umwgilIyM3y5xnqe9aIZEs4llQujyDco68CpotLhCsXlVADjB5JrT0q3hZX3IGCkYLVLmmnG5pKNlcq6FgzSbYmUDPJ6HntWX4ik/dT5967NgEjOAAAO1ee+JJ9sNxz6046RsY3uzxLxDoOpusuoiKP7MWJz5qg/l1qjrCRP4StVj+8nLH8hXZeIpktvDKucuzA8beBXDQhptEljY5+Q4/nXNKTbNuWyOYt2KsRXcfD678jxfo8pbhLyMH6E4/rXBqdsv410fh6c2+owTA4McyP+TA1rEho+stZU/2KnmttCSfMfbJH+FcmZnmZjGCCeMCupv1kvpTBIQtsrbgo6uTzk+3NZ0htLS8FuqLnGdobqK0ckkOnBvRGPDp88rY2sTnOFGa6Czk8m3O5WYqRwozUSy3DRtFCcRseccD6Z71eitfLtGQncWB6VCrX2N5UrbnIzhjfzuIWijMjKAenBwf1rotJ0WC+P2i5YsyhQNoxnryfesxrrydMuLd4S5Ulkf8A2ySef1ro/DMqT2DSR5CkgYPbjpUxburk1UuV26BeWlvaxyiGMJhQM/U1458QJQ2qOufuxqP5mvatW4hb3K/1rwfx1MG1i6PoQPyUVs9jlW55Rpk+24APQkV674VmL+EYQTzHKy14nYyH7SAOrcD616z4IufM0C8jJ/1dxnH1rCSGZnj/AJjtH/3x/KuLt35Ndr48+bTYG/uyEfmP/rVwcDVcBSPRvCU2LCYfSuf0xgPiBfn3l/pWl4Wm22cwrFs5Avjy+PtIf0FbdESjrp5ODWVJIxLbgBzhfcVPNOfWs67nwu5jwvTFDLR12jrHqem/Z2x50H3fcVtYaytYwB8qjBFcDoWoTWV6HQ5G75ge4r0dpEubYMMEMuRXFUbizoiuaJmm8EuoIqnh42/TFUdS+ewuF/2TVIt9l8U2sZPyyI4H6VbvD8sq+xpp31MWrSseUSHbct7GtzSHxOCPrWHdfLeSD/aNa2ktmYD1BreLsJo+soJ5bjS4IkGFeJcvn1AqK10xLea5RRgtFn3PNZthPePomm/ZRu326HPYfKKmmE1ov2i4n/fDgYOAKqVTlNqdFy0RiXB2W06+hNee6o6eVc7ohIccZOMV3F3Pm2nOepJrzbXpgtrMSM/jWj1iYpcsrHf+BoPt/h+OSUZbFWboLaXRUDAJzXNfCTxAh05rKYgbGOPoTXZ6/bRzpviPzdQa8qUnGdzsesTDvpcqfpXFzfMk0Z7qy/mK37m5eJTHMNp965+4IW5bnjOa1clJJo5krM8uk+WY+xrb0d/3p91rH1FfL1GZPRyP1rU0Zv8ASF+laxLsfVcV1arBBczN8zwRtknoCg4FRDUftd4FtVJjxyQe9Ydpd2N5Z6HBIk09w1lDmJRhANvUt/StnWZX0u3iEMKqGwQFHGO4PvWdWvGEW272N6NK8oxS1ZcaFEUvNKgwfuBsmte0iWKM7F2g9q5Lw0Uv76Z3hwFXJJ7E9P61s6/NdWOlmW1kIkB+THrg4BrLC1udc1gxVNxn7JvU2JziJj7V5h4mlHkTnPqK1PBXiPVdch1BNTkDNb4A/dhSPriuc8TS4ikXPViK9KcXDRnGlZ2OU8UJ5PhbJZwrR9uhritPiKWgBGN47nPFdp452jwpBH0YhRXKf2fJpqxCRlYOgKkVxs26HETL5dwy+hxWrpjYkPriqWqR+XqUwHTdkfjVnTD+/UVonoHKfUMsl/dWdjPbOEjntoXM0jAKuVHH/wBanvBb6Xi4uZjcycBiwIUZ9O5rB8J2o1iTQ/OlkZY7GNlRjlAVBHT/AIDXea9oP9pWUawFRLGMDdwCK56lSo4yVNbfidNP2cJwVR6MxbDULvWrlrSOWGOEAkCNMcfXrXSIpSIoYzlR6Vy+kiz8NStFNPHLqM5CCKI52L15rsbe5WaMHjOO3esMLOck3MeMcVP92vdOH1MFFuJRnYnLIO49fw/rXIn4jan4duBBZ28Etk/zqZlOSehwQfau+uVSO/aN1G2UEDI6kf8A1qyLL4fxXr3HnODbLKTFGR0BGT9K7MFNc9p6ojEKPLzG3Za2+v8Ahax1R4RC1xuYoDkDGR1rw3xvcH+0ro8fM7EfTOP6V7SYV0vSI9PjVVht2ZYwp6L1/mTXz94nuTPqEuTnLED866qlr6HDG1zz+zwbuJT0LAda9L8Dy+VHq9sW3FWDZ9a8trtvAd2Uvb1XYnfDnk9TmspoSNrxkwfRN392UfyNcFC3APtXbeKJN+hz98FT+tcHA3yinAJHZ+Hbjy7aXgnjoKx7e5A8Y3Urcbww/MCrOkXBh065243yEJ9B3NZLPt8QyvjIx/QVr0EkdZLLxmqcjnvyD2pvn74QwNVZpWCnb16Umxj45mhmUgnJbgV6PHftZwqjZK4BHtxXmUB33MYPdgK66yR9Z8Uz6ZNqc9rEVk8oRpu3MqFgvsODyfT3rCceYuMuUZrl6q+JNElQ8M0gP/jta93LiZvevLptRuGvbGWaVn8twVyemcV6HdzZaNgeqg1CjypIG7yueeal8mpTL/tGtDR2/wBJQVR1gAavL7nNWtKOLmP6itEyktT6X8Ji4v7DSYhcssCW6s0eOuBXYahpcF/sMy5VFIx61y3w5hkfQrK5wPLEBjz7hq7Y8Z561Cindy7lTqOMlyvY8o1bbAbmFeikgV5nr8ubOavQvEMuL69H+2a8w1yX/RZa6ov3TN7kXgu8+yXa/Nt3dD75r2vSp1vYW8xx8i8ZPU14H4eG5o+43D+ddtrmqXekaW0lncyROXXletcNanzPQ0jOysbfiqBWZgp+Zecg965m7lBZHB4eMGjXLj/in49Tstb1C4V7g2+bmJUWchNzPF32qcKd3qPcDMguftGjWMueTHgn6VCg4LUfMpM5PXE26zN/tNn8xVnSTi5j+uKj18Z1JXH8SijTzieP61rfQ0jE+lfAaiaHSmbBAsAMH2ZhXbXdrb6lA8M8bbVPBIx+VcX8Pbu0g8H2c8i7rhPMjXAPTcT9B1rs5r+BIPOMi7MZzmsZuFOEubW5NRzc04300OY03UB/aD6bptk8EERLTPLw7kcfzrpmhTUIRFMCUHJBqhbSwao8N3C3ILDI/iHTn2/wrVt02PIM+mKwwT+zbQeIlrfZmVNYW+mRzm3jRN65baME/WvJ/EV0SrL1y/WvXdebZaSN3214ZrlzukUZ6yf1r1pN2OeOpT8dS502xhz1dRVHxAQsdkPRCD+lRyC01rx1FpGrahc29s0u2GSOaKNYiMEljJxjGeOpOB3rP1NrmO/vrS4e4JtJzGqXGA6gEj5scZ6ZxxXO46XLUtbHM60v+nBv7yg0lgcTIfepNZ5ET/UVXtGwwNNbHQkfTPwutjPoVhqHmqqW6SQup68MSP516H+6iDSJgb/mZs9a8Y+Hd+T4QljyxEd03y7jt5UHkd+ldTe6lrcdqsCJujZdy3BOAoPr7iuTE1fZR06lLDyrS3NIaHZRayNQsEG5nZZFZuAD1I9Dnt7mtZma3PTAGScVxOha6bWc26bpVVt7yt1cnriu3nkW6gEisMOvBFcmHk7NmtaEoSUZaoqWL22qW4knXbIZCY+SeTyPp9K2tNTbBI3q5yPTAA/pWDaxvYw2e52laeYgsR0wpOTisXSvGcyave6W6RtErzPE5zuJznH869LDuyTluYVKcqil7PZFvxHKII5cdArN+tfOt/J52qpk5BkGa9i+J+oT2ugSSwTNHI3lgsvock1494o8Nar4d0TSdUu5Z1ub5pTJE0ZH2fAQoGP95lbOO3TqDXXLU407HCVv+FJGTVcKfvIQaKKmWxCOi11idIugf7n9a4eDp+NFFEByNqwci0kwf4xSGBCzz87ydvXtmiitlsC2LgOIgB0qvIxwaKKzYdRbIk3sX+8K15dTuNJ8Ry39ts8+J2271yPmUqePoxooqOoM5PUxseEL26fpXfGRmtLQk8mJaKKmXQcdzjtb/wCQufoKl08kTR49aKKDeO59JeAdQuLfwfbLGwA3N1HvXZXd5Kun+aCNxTPT2oorjxTaSRfKrr1PG9UuJZ3mkkbc7ck+tee60x+zSfWiivQh8CMp/Eyt4Z/g+orrPFCq+iNuAOHSiis+pDOa1nxO+twwQyaVp1sYI1jie2SRSkag4QAuVA5ycDk81Fors3hqDJ+67AUUVM9hw3MzXD+9hPfH9aZZH94v1FFFQtjrie9eDJXHguIBv+XmT+S1fvlY6w1j5kgtsbtgb2zj6UUV52P3id2G3LOh3063W1WCokoRVA4A9K6rxBfXGn6I91bPslDqM4z3ooowfwmOJinXgmjHudRuL/w79pnK+YyHO0YFeJ6zM6zoRjh88/WiivY+ycE0lNpHOX3iCTTfEF0j6dp19FPKHMd5B5gVkHylSCCOpyM4PcGmyX1zqV3fXl3IZJ7gmWRsYyxP6fSiipl8JlH4jH1Lm2H+9VS3J4ooqVsdaPePgrbR31pqcU4LRo8bhc9TgivVNR06C601w+9QrcbG20UV4+Yay+Q02qiseeTW8djqIjhBAdjuJOSea6/SZnk04bj2NFFaUf4KOrEa1Ci93O19awGQmNJXIHvtNeZxzyL4g3hsMbg8/U4NFFdFLp6/5GmFXu1fQ1Piq7f8I6vP8cX8q8Y1PxJq2p6Zb6XeXs09tbSPKgkkZiWfGcknnG3j0yfWiivSPDZ//9k=", "info": {"video_id": "141816", "label": "opening fridge", "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": "7b912eeabc48f3f6164e8ffef3e03b630a1dc9b6e44e7c7f484f45e6f8bf9c81"} +{"episode": 17085, "episode_seed": 1930936629, "split": "train", "timestamp": "2025-10-13T03:02:08.305954", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1930936629, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that lunchbox is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160685", "label": "showing that lunchbox is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160685", "label": "showing that lunchbox is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160685", "label": "showing that lunchbox is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "160685", "label": "showing that lunchbox is empty", "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": "bd4a3d44538bab71f2279801b4f78597d150c19b896ac47e75e5ae08459866e8"} +{"episode": 17086, "episode_seed": 1584003065, "split": "train", "timestamp": "2025-10-13T03:02:10.040601", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1584003065, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring sugar onto plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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cpMnHNea/EC8QXMNsD9372PzP8xXoWsanBptuzsymQg7Uz/P2rxDWtQbUtRlnyWXPBPf1P41vhqblLmZMn0NjwqhkW8nAwpKqK0rpeuKn0LT2sNFiVxh5P3je2elJcp1NctSSlNtGiVlYrW/FacA4GazrcdK1IOTSYzQgHTiuK8XaM1vdG/iUmKQ/PgfdNdvD04qzJbRXds8MqBkYYIPeqp1HTkpITV0eeeHtfutIVW3nyl4BHJX1GO49q7VPiHCYcl7fdjqSwP5YrltT8I31iXaxXz4GOdn8Q/DvXPPp94jbGtZlbpgoa9Fewre9cxtJG/4g8WXOqB0idiuDlsbQB7D+tZ/hnRn1bUkZlP2eIhpD/IVb0fwnqV8/7wNbW7feZxyR7CvQbLTLbS7Vbe2jCqB17k+prKviIQj7Olq+5UItu7I5gOnasy44rUmOc1zNjHJq3iyfTJdUntYyJDF5abtzKhYL7Dg8n0964ErmpDdAGVfxqa3GcCsPTLqa7LtNKznCkbu2a3rcUwNGBa0I1DLgjIIxj1qjAORWjCPmFIDznxPoT6ZemaNT9mlPB9DVnSfEV1oyJ+8kdMABl6gehz1Feh3NlBqFq0E6BkYYINcTqfgi+jb/AIl7+dF1EbEBh+fWu6hiYOKp1fvM5wd7o0ZPiJI0JHmtntthwf1OK4/WNWutTPmSZEW7gE5JPqT3qU+GNa37Dp04PuvH510OieB5Cyyam+Y1O4QKep9zWzq4ekuZO7I5ZMq+DdFYyHU51woBEWe59a6mfkGtBo0gjCIgVV4AAwBWB4juJbfS2khkKPvUAr1rzZ1HUk5PqbpWViC6UHI9qz4BwPWpNZiig0GHU9P1i/mDXJts3MSxrcEJuZ4gOdqnCnd6j3AS3BIFFrAaFuvQ1pwDgGs+AZxWlBipAdfafHqVhJbSKGDDj2NeYS6fcaXq3kSM0ciNlHXv6EV67DxzVTWNAtdYhAlBWRfuSL1FbUMQ6MtdnuTKPMjlNM8a3OnfuZGkUAdVUMp/Dt+FSaj49nuYTGju5PGAuwfjzms+98F6xFIxiT7Ug6MhG7H061Sh8KazNIFNm8XON0nygV3KWGfvcy/r8TLllsZV3JcXd5mTLStgAD9ABXoXh/RzpOlgSD9/Kd0nPT0FS6L4Ti04fabpvtF1jgkcJ9PetaYgDpXHicSqlow2RrCNtzLuFzWPcKBMpqxp7Rah4wfTL/Ubq1t5ZNiSRSxRrH3JYycYxngck4FZu24h1m/s52uM20zRhLgAOuCR82OM8DOOK57aXKNK3XJHpWnABkelZ8AxitKAYxSAvwiue8XeHWvYft1uuZkHzKB94V0cJBIq9GAy7SMinGbhJSjugaueQafcy2UZlgY7h99D0OPb+tb0fjq8WHaTOp/2ZAR+ozW/rPgy11B2mtm+zzk5JA+U/Uf4VzM3gTWUbEawyr/eSQfyPNelHE0KqvPRmLpyRmalq95q4kydsfVhkkt9TR4b0N9UvVlkGLaIguT/ABewre03wDO0ofUJdsfdI+p9s12MdpBZQLBBEqRqMAAVlXxcOXkpfeVGD3ZnTqAMAYA6VlXK4qz4juZbfTWkhcxuHUbl9KzPEOj6zoWh6XfXlzcia9MnmQlMCDAUoGOPvENnHb6g1wxjc0Eg6CtKDtRRVAzRg64rQi6g0UVLAsgA84qaM5XJz+JooqBjyoAOB3qrKc4ooqhGfPXB3WpT6R4nmvrXZ50Ujbd4yPmUqePoxooqo7gVdFG15AOg2j+ddLB1oopsDSh561fh4fHtRRSA0IjjFT4+TNFFSxkyqCuMcYqGXhaKKOgFKY8n6VzHij/kFP3/AHi/zoopoRz+ueJX1yC3il0vTrYwIscT2yOpRFzhAC5UDnJwOTzWla/dFFFXIDUhGBWjEBgcUUVIF63OVFXIzniiipYyXaN4GOKkZRtB70UUkBUmODj2rPm5WiimBw11rTaVqt/G2n2F7FLKHMd5BvAZRwQQQR1ORnB7g1DZ31xqWpXl9dyeZcXD+ZI5GMsc9u30ooq38Ijft+1acHWiioAvR8FT+FX04x9KKKTAtKMg1JGoIGc0UUupXQil4JArPmJoopiOZ8U/8glv+ui/zrlb/X9T1DTYNNu7yaa3t5HlQSSMxLPjOSTzjbx6ZPrRRVx2Ef/Z", 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", "info": {"video_id": "60010", "label": "pouring sugar onto plate", "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": "6022c67c1ec82c0d53158d5807bdc2701d3c8c14376feb2c5c2d7bbcd61b79c9"} +{"episode": 17087, "episode_seed": 2021853405, "split": "train", "timestamp": "2025-10-13T03:02:12.258991", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2021853405, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a person'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93662", "label": "pretending to poke a person", "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": "93662", "label": "pretending to poke a person", "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": "7d7a53e282eca8012298b288859cb8a0acc56ccbb7f280f48729f7daf36e9409"} +{"episode": 17088, "episode_seed": 805902898, "split": "train", "timestamp": "2025-10-13T03:02:16.058641", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 805902898, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting shades next to tablet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "159509", "label": "putting shades next to tablet", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "159509", "label": "putting shades next to tablet", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "159509", "label": "putting shades next to tablet", "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": "2ea933018324894961932a16488302f0c295732a17966da6e0f1e99f3b67ca8b"} +{"episode": 17089, "episode_seed": 2981185758, "split": "train", "timestamp": "2025-10-13T03:02:17.731211", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2981185758, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying but failing to attach knob to pipe 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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zqTq8n2y5VmwGYY+nFbHjW9MTaKythHiYH6/Ka871PUCuo2WzpMDn8K6rxjdrPo9g4I3QSxjr2ZT/AIVz8zcWmayilJNG3ozb1z711UJ/diuM8My+ahAPOc12aDbGPpXTTd4pnPUVpM57xPfizsLhwfnIEa/U/wD668lWIyZBHA4/Gu78TXiXOuRWchIihUzStjjHX/D865RIQuMdBSesgWx0Hh1crbk8koAfqpx/QV6Zpi7Yc+1ea+H+No/uSkfgwz/MGvSrBwIgBVollRfk8RXY/vxI36kVelmMKBxBNKM4IhTcRwTkj04x9SKz7k7PEcTdpLcj8iKuTXP2eAycdQOTgDJxkmgCxbzpPF5ke7GSpDKVIIODwee1X4GxbvVBZNw3E556+tW4X/0ZqEDONvn36zMf9s1uWP3c1zrN5mqzH1c/zrpLFRsz7UkMW+cLDyeCRn6df6V4t4uvHvdTFxn92WZV/DFeoeL75rLR5XjGXICKM92OP5ZrynxD8v2OzC7XiQmTnPzNgn9MVM3qkNGZYKTfE9njIH4c/wBK9C0JcqprhrFQtxA5GAsgB+h4/rXf+H12oAeq8flVREzZ1lMaHL6rhvyNc14vuN1qqA8HBrqdT/eaTcL6xmuA1+7EqwpnJKAn8qJ6IqGrOU1MyNol8igbAqkn8aj0iFbq0jJ7KKZqc5t9MuLcuztLjk9hSeHpSlqi45YVyS+E3XxDNGupI7prVcgxysuMdea9g8MSFrFEc5aMlD/SvIYytr4mlAGBIBIB7969R8L3G68eL++gcfUcH+lXTfv+opq8PQ7GVtsZPoM1xXimZjBBYxn95cMAfpXX3bbbcgnk8V5xq2oeZqN5eqwKwL5UR6jceOP1Nb1HZHPEy8cn2rV0eQCV1PVoyw+qkN/LNZTHEZPdqV7qSzuIZYgCyA8Hocgg/wA6OpXQ9U02UNEpz2rL8U3wt2tSDh1YkfiCKTw9epdWMUiNuG3n2PvXFeMtfhk1uO3ibzdrBWZTwp9Peqk7IUdyneT7w7sC2e2az9SgSfTWiI43r3z+tWGcsh2jJ9KbqUTW1tbo4wZTuUEYO3p0+p/SuTW9zqeiNPw9DsjUEdauXsa+cw980aYnlxp9BTrxC0ua52aLYiWKRwdrEAjketa0bPN4XXTQetz5ZPoh+c/oDVBZRBASeuKzdIkl1bW5tKk1W4s0uBM0QiTcWIQkL7A4PPoPetaPxGVX4QnuFubuaVBiIYSMeijgf4/jSp/rAOxHNZujySyW4WVy3Acg9sitBW+aRu+MCulKyMDtdDnDrC2fvxKfxHyn/wBBrq43+QfSvLPDerGG7S3nkAj+YRk8AEnJGa7251mz0+y82eZc4+VFILMfQCtlsZMwr6bytLniY8LLIP1rjLGVRrCkgA4K8nk5qe519tRjnBQR5nLEA57Cs+KTbdo56BgRXNVd9DqpqyuUbubGrwxnrAJPwya0NY1V7nSCefleP9Mj+tYF1J5vim92n5cjFa17Eo0i6Qn/AJZhh9QayejK3O08FXR82AE8OpH416PI+2An0FeP+Er1US2fP3HFd9401Cax8Mvc20zRP5ifOp5wetdFB6NdjGstUclrkpDXb4/fXs21fXykOP1IrOI4Y+lGqRQvp0GuWWsahOBcfZlN1CsazbU3M8QHO1WODu7ke4BJ/q1XueTSW7ZKNfRZQkkiE/MYxIP+AsM/oxr0XTpQYR9K8euLmS3ukeKQqcFRzjI7ivQdG8Q6ebNXmuo4iB8yucMD6Y71tEiW5tal8uq6dJ670P5f/Wqe5lZLclV3cjI27uM84Hc1yN94n+369p8VsuLRJ1BLr8zZyM+w9q6iQu8RCHDcY5xQwRoK4bdjOMnGeuKtRvi1PNZiyElicAEkgDsPSrRfGnu3oCf0poGclat5l9Ifcn9a6m0OIhXIaU++dm9a62I4hH0pIpnOeK3VngaTHkW5M8g9do+UfiWrzbUY5JVW8l+9O7nPqeM/zrdvbwa14/n0LUNTvLazefCPFLFGsZ65YuMYAzx1JwKwdQ+0w30+nTPcFbSVokS4ADoAT1xxngZxxWTV53DoQxD5dvfqK7rSJB5jYPDYcfRgD/WuGjIDO390V0HhvUVnEcfIeOMI2e+CcfpitIiZ1Gu362WjSynrjaB6k15pJO0x3MckgVueONTHlpAGwkQ3OfeuStbgT26OrZB71FV6mlNGXrrBDkEHdn862vD1opiiBHIArL1KAS3FuGBxknBrpNFTain171zzehrH4itq+kiXUYpQxRl4OOMj0rp/Dk8NnqtltcDcTGwJ65H+NZ+ojc4PfFNeSRY1kTBdMEE9QR3rOMmmmXJXPQvEF2LTSLiYn7iE/pgfqRXmhtcvZ2C8O/72bHYn/AfzrqvHF/u8MJOjlVdo2JHcZzj9K5nU9C1nQNK07WL65uVvdQMhliZMeQPkKBjj7xVs47dOua7KqvZHJHQY/VB2qpqJPlA991FFV1H0Ka3k8SsFkbBHIz1rJupCXD4AIORiiinImJ1XhyNbvUIVlGVPzYFL4xct4m8o42RxIFA7d6KKw+wzpe6NnT/9Uv0qS64YmiiuM2Mu9ZmMaE4DMAce5qhf3cmi+N57mzCB7ZmEYYZHKFen0Y0UV0UdmYVuhHpI2iUDsAB+tXVPB96KK6WYoxpGZbiTaSPm7VJ9slSNuQeO4ooq1sQ9zJt7qQXBTja5ya0ZpGWF2B5AyKKK5p7nXT+ExLB2k1aV2OWOM1ta1Iy2BAPVCDRRUS+JCjszQ8OHZaHb2UGu58cys3gVS3OWjzRRWlHeRFXZHGar4jbW7S2jk0vT7YwoiRvbI6lEHRAC5AHOeByeauuf3g+lFFWZoz9S6R/WqsUsiHKuw+hoorWOxMtzQs72cSo+4FkYFTjkEV6BoOs3d6/lzlD7hcGiimJHRgmuV8XzzRXVv5UskZFueUYj+I0UUMGO0M5APtXWKT5H4UUUkNnkGo6udN8T60GsLC9jkuclLuHeFKDgg5BHXkZwe4NZ5vJ9R1G5vLqQyXE7GWR8Yyx/lRRWa3GIp+R/c1Ts72e0uGlhba6ZwfUeh9aKKtCkYesandag5a4k3fNnAGBV3QQHSJG+7vIoorORpAt+ITt1tYlACrAMD61uaYB9mT6UUVhW3NYbk99yBTbdiYiD6UUViaMb4tlkPhfTE3HaeSPp0/nWPda9qV/pdtpt1eTTW9u7SJ5krMSzYzkk8428emT60UV3L9Ecj3P/2Q==", 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", "info": {"video_id": "173701", "label": "trying but failing to attach knob to pipe because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "173701", "label": "trying but failing to attach knob to pipe because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "173701", "label": "trying but failing to attach knob to pipe because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "173701", "label": "trying but failing to attach knob to pipe because it doesn't stick", "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": "72fc42d0007bffbd399db22879c173217ace5b0335cdf87b59d5e3f8c3961dc5"} +{"episode": 17090, "episode_seed": 2583375539, "split": "train", "timestamp": "2025-10-13T03:02:20.423299", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2583375539, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting earing on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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DgVDJF8wI7GsW7nSo2Q+M7cGrKdQy96gQZA9RUqPtcris2aCsTupykdO9NY7jkUDrmkAxjzzQAOop7jJ+tNC4q0Q1qJjNZOu2S3NsjMOQwQf8CI/wrZQYNQXUfnz2kHYzbz9FGa0hKzuROClHUYtosaFEGAAAKrqzwvsflTWuy4Y4GaqT2+8ZxU819w5bbELRrLtI61MtsjKSB9ajtwcbT1BqypKEGk2NJPURItox2qTYPxqfYCpINRcjI71F2UMeFQMsvXvUJttx3Lgiriq0indSBNrZXjNXFsiQxIVGDtGfpUuMU78KeqZFaJmfLc52y0/7O0e4fN5eT9Sa1DGMAVa1OJbe92L/AHRUccUhj3BSarEO9RmeCjahH0KTqVej5XGDwasS5KFiMbetV4/nzjqKxOq/QIyVO09PSphF8pHpyPpTXgYjeM5FT27bgCevQ0gFT5RzzUuRjNRn9397AHqaVZfNJWGNpOapRb2JlJRV5Ow/cBTS4HcD61bg0y5lIMpEansKxba3+1eMbnS21Oe2QGTytiByWVCwX2HB5PpXVDCTe+h59XNKENI6mnBJuDgZI+lStzGPSsTwzqNzqC3BuJmkCBNobHGc1uP9ziuatDkqOJ3YWt7ekqlrX/zKVxDuUlRzRH6Hg1LvB4JqORMDcOQfSoNXuOZjHtJGOalZ92QetQqRImxvwNLt+RTkkjg0WC4uD0p4GRimqSBTtwxmiwrjdhxRtGacXA7dayvENzPaaU0sMhik3qAQeauMbtIibUYuXY1sjGM1jWNuLe324qDU1MOhw6lpusahMGufs265iWNZyE3M8Q67VOFO71HuBciy7ewrSrTlTWvUyw2JhXb5ehK33Kj3j+IVKSfu461XZh5gWsDrbHNhcEHin5DYbuOtJsJG2mx5U7TQIlxtapAaRlJVSB04NN82OMZdsN6CkUPyKMjtzTV86d8QwEZ7tV6DTCyF7iXGOw4reGHnLoclXHUKXxS18ig0gXuM+g5NSW6mS5EjIQEQgE984qjp7W8/jKTS7nULi0t3l2RyRyxIsfQksZOMYzx1JwKsaXNdf2nqdpdyXB+yTGNUudodQC3BxxngZxxWtTDezpuTZyUczVasqcY2TL8iEYNRbQciraDzmJA+UcfWop4tjenpXGem3YpPDsO9eD3qRQsyEdHpyu3IIyKj4jkxnjPWmTcfGSqdDkHBqZcPzjBoQbm/3xg/WhQfxFFguSgY5pNgyaBnBA5IGcUxnKD5nVfrVJAPIAoWRRwOazNdN5Do7XFuJU/eKPNPHU1V1nSNc0TRdMvL6/ulluy/mQ7cCEDaVBOPvENnH/166aeGnNXOCvmFGjLlevobFyxn1Bt/Nav/AB72eYwMkd6KKzl8TOij/CiYk7F5Dmm28aiZuKKKy6Gr3LIGGIFVZ5DBnZgUUUjQks7dLlg8xZj1wTxXQwRRxRfIgXPpRRXs0IpQ0R8nmE5Oq02Pu5mihJXHAryW91m707xlc30DJ50Vw+0MuR8ylTx9GNFFbnBE1/BpKJeqOn7sfzrsdoKEe1FFeNif40v66H12W/7pH5/mzPcDn60i9SOxHSiisDrI0YiXHarQUN5gPTbmiigQ1RkU+JVkSRWAIByKKKaGyvLM6zCNcKD3A5p/iiwt7fw15qpukaVMsxyepoor0MFFNNtHj5xOSSSehy+teJJNYhgik02wtzAqpG9ujqVQdEALEAc54HXmuo0yJGfJGcCiijHfZ+f6EZL/AMvPl+ol62ZegGD2rOdRvB75oorz+p7bLWAKJFHytjmiio6mnQqTXEhfyw2F9q0NPs4SA7LuY9yaKK78HFb2PIzWckkkzYjwpOABgVla5dywWjmMgEFf60UV3o+dOETXpdP1C/8AMsbC/SeVXZLyHeAyjggggjqcjOD3Bra8O39zqN5qd7dSGS4uHWSR8YyTnt2+lFFY4v8AhM7ct/3qPz/I6xfkhG3jiopnLQ5J5xRRXlH1EiCL5lJNLIitFkjmiikxLYIT8h9ulSsoZySTz6UUUDKzTySXKw7tq9Pl61u2Om2yxiXZuf1Y5oor0sDFNXaPDzeckkk9Cn43cp4b2rwPMQ8fWvP77X9Tv9Ot9PuruWWCB2lXfIzEs2M5yecY49Mn1oor0JHgQ2P/2Q==", 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", "info": {"video_id": "195871", "label": "putting earing on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "195871", "label": "putting earing on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195871", "label": "putting earing 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": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "195871", "label": "putting earing 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": "0f05d6a3bbab26bfcae4264460bc46a63e516489b0ac0035d081646a37c032d9"} +{"episode": 17091, "episode_seed": 2628505643, "split": "train", "timestamp": "2025-10-13T03:02:21.388391", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2628505643, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering color pencils'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "24513", "label": "uncovering color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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x30HmBWXOCCCCOpyM4PcGs3U9QutW1K41C9lMtzcyGWV8Yyx5PA6D2oorojsaIrLUq9KKKJCkSA4AqYH+dFFZMgcO9PXoaKKhkjHAYbT0piAEfieKKKa2Ghk33M89at6h4n1fVNIttLvb6ae2tpXlQSSMxLMFHJJ5xt49Mn1ooraGxpE//9k=", "info": {"video_id": "24513", "label": "uncovering color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "24513", "label": "uncovering color pencils", "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": "c697eb824188cfde19618ec6d28516aee2b38807fb9e54a1a76bfefb0c389e89"} +{"episode": 17092, "episode_seed": 1899418827, "split": "train", "timestamp": "2025-10-13T03:02:22.448098", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1899418827, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping plastic clip behind ball'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "119831", "label": "dropping plastic clip behind ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "119831", "label": "dropping plastic clip behind ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "119831", "label": "dropping plastic clip behind ball", "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": "bc7a81f2d1733f47bdead9f19bd8cebda29a9eca112841ff1319847dc25425a6"} +{"episode": 17093, "episode_seed": 989026111, "split": "train", "timestamp": "2025-10-13T03:02:25.565571", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 989026111, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic chair with safety pin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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mKqS0RzFtoE/l7/KOMBvwNadvpzwE7gFC8EnoK6YXnhqyT95qcJwOinNZ+q+MfDEOnzwrLIxZCAQtcv1yUnZRdjo+qTteTX3/AORzni7RoHsUf7Xa+YrDgSjO0+3tXnSXCy390ynCjaq/QcVmXeoStqNy6zM0ZkJTnsabaSHErg1w5hVcqEoN7f5nq5bQVOrF9/8AI1J7k9ASahj1c2UoK/e9BVaC7XzDuoe4gaXcqKXHtXz8YuUkj6CUlFXZS8QwX91c27mdWSYgbVJ+X616DoOlvBpMcEyIpUkAKQRj1ripSkq7k+Vhz1qa31jUICAs549RX0ODhToVHM8TGyqV6Kpo9Jj09WOSg456e1WodIicD90OMdvSuGtfFmpRLgsD2rVh8eajCuAgPvgV6csUmvdPE+oVUdrBoIb7kCnOR371t2/h5imDapng9PSvOP8AhZ2txrhNqgeirVK5+KGvyZH2p1B/u4Fcs6tWWzX4m8MDFayv+B6re6E9nYTXEY/eINwHb6V5RrHxEmv2ls3tLZFikI3CPnK8ZrH1Hxxq9zE4a7m5GD85rlvMactOx+Zzkn1NS6jjH3ndmsMLFSuloRXOpO4wKqXX237MHRDg9/SmfKjAv3P4VrQ3mE2MMgfwmvFw9FS1Z71es4aI5lNQvIRtYhx6Ouf161Yj1cZ+eJl90b+hroJbTT71c/KjH1rMm8PsCTGcr7c13xSTsjl51LcdDrEAwTOV/wB9D/TNWTrUG3m9j/AN/hWQ+jXI6ITUbaXcjrEa0TJaia39sWYOTc5PsjVImq2Ux2iZST6gr/OsM6Xcn/lkab/ZNwT90D8aGHLE6Xy1IDLnH1qNx84PeqGkvNAz20uTgZXPYVff7/4U0tDKWjsNlwCOapT3tvE4RnIYnkgZxVqbaGTecAnFLLpFveoShCSfzrgnh+erJvb/AIB2Qr8lNJE9vLCIg8L71/vLz+dT/albqVP1Fc1Ppd3ZvuQNx/EhqMahexnDvvx2dc11xSSsjFpt3uddHJH3H61bj8s88YrjotYK/fg/FHx/OrI1uIDmOf8AMVaJtI6h5oEODiq8twpI2rkVzja5GOkErfVwKF8QID81u4Hs+abYuSRtGZOT0qpOMyxt70Wt3b3wJQjI6gjmpJR0+tF7oh6MXIPOKRoZ5DhUYD1I4/PIoyMAVYlnC27goCx4UmvOxq+H5nbgn8Rnw2vml95BXjOD0qwljbeeJCOnI5zzWPe2V/aXb3CFlJOdyHoKZHrE6nE0SSH+8PlP6cfpWkMPHls9xuvPmvHY6fdzw5H41bhlkX7srfg1cvHrERPzGWP6jcP0q9Fq0H8NzEP94kfzFdcXZWRyyTbu0dKtzcbf9e4/Gmvcy4ybhz+NYL6tGRg3cAHs9Q/2taKebtCfYN/hWnM+5ny9ka0l1I44nY/jVS5mkZCpcnj1qulzb3IxFKrY/umn7CucknPrRzMTViKA5h56mplcxKVU8GooxjI7U2V9oHqa5MUv3T/rqb4Z/vUI8hVuKzf7ckiuHBgDRdBzhh75rTgcQurSAFjzg+lTz2Fnf87RG57/AP1658JS052dOIra8hRi1i2kx++2n0lXH6jirkV1uGVyR6qdwrKu/D08BynzCs02s0LZ2spHccV3o5bI7OK9jAw55qZtQjC4U1xa3t9HwLiX6E5/nSnUr8/8vLfgo/wq0S4X6nWvd+YpGQD2qvI0n+8K5g6lqAP/AB9SH8qntdamSQC4AdO7AYIpcwezdtDbbMitkEUyLIiVewqYsrJuXoRUQOBTauY3MKKdnkmJ9QR7CnrdSRHsV/umqsoMN0yj3FL80hA4rymuSd0ej8S1NFLqN/uuFP8Adfj9elWUnmjGRuA9QeKxxCyy4xxnkmrsSbE+QkfStli7aSVzJ4dPVM14dSkwAW3fWp/7RJ6qn5VgiaQHJIb03KDViJy0gXYmD/s1p9bpGfsKnc1jqA/uLj2FMM8LnJwD7iqwdUPzbAv0rTXTGkhaSAh2ClvKYcsB1wfX2oWKpydg9lNIykRTqJI6eWP51YfBc0yIhrueQfdCqB+Wf61LoFimt+JG0641CW1V0kaLy49xZ1QsF9AODyfT3rplJRV2ZKLk7GdqVxCqxoGJlD4ZccAHGDn86W3uChwW59Cf61iNI0oaQsWYgMxPrVpm3Ddng81xTrSTUlszpjSVrHQx6hs+VwGU+tMljsLnkrsb3FYCXjR/K3zp6HqPoatR3COcBmQ/7Qz+oraNWEt9DOVOcdtS62iRSH93Iv50w+HJMcNSRyMp4IP0NWRdSgAfP+ANbpX1TM3JroVP+Ecl/vfpTX8P7B8zk/StAXE7cAPj3pRPMMA4J96TBTZlrYGwu4nRj8x2mtOQZC+/NR3BZ2h3rg+YMD8DUepSPFBmNiGGBxT2VxO8maWl2Jv9Rt7cfxt83+6OT+grOuZ/mUngBuBWpqKJo2iW+taDrN+zvcm0LXECxrcYQM7xDqFU4U7ueRz1A524ud9y8S9EAOffvXm15uVRPojtoxUKbT3ZsRXmUCv8w9GpJrDT7xcrhHNYS3MkRGDlf7pqwl1G4yrhT/dfj9a6qdWM99DnlCUdtR82gMuSjZFVW0e5XohNaCTyoMjdj1ByKtxak44LA/Wt1F9DP2ltzAOmXIOPKNJ/ZN0f+WZrpf7SPUhPyoOoE/wDaf7optMFUOZGlXKHevysvcHmtuymee1Uv94cN9RVg3Eb5AHLe1QWihYJCB/E38zQkE5XQqc8VbuLRbbTLa7l4815ME/3VwP55qPw5b2Wp+J003U724tYJm2JNHLFGsZ6ksZOMYzwOScCq2tXdy9xd6ROtyi6e7xRx3O3eoVv4gvAPHOCR6Vy4iXPaC7m9CPI+dmUZvNb7SrMrN2zkY9MVahvVb5d2xu2ehrKjcAFD2Y4pGJJOBnFYQnKm7I0lFTV2dEmozR/KxP0IqQXMEv34h+BrAgmmICq+VB6EZFWzLtwTH+KnFdSxFN6S0MHRmtjaFtp8nJUD6imHTNPJ4K1mpcLj7zD2K1Oku8ZEhx7LWqqUl9oz5anYsNpdlj5QpNVZ9NhELYRc89BU4jd+Y97H/ZFEiukMpdmyqnKsuCDinGcZbO4PmW4y0U/YUz/AHBUqRF3CgEsxwAKr3TNBpibGKt8oyK0df0DWvC+h6Nqcs1zHeXjyFovLI+zbdjICcfeKtnHb6g4J1VAUabnqcrqIAu1I74qQxIoDAc9aKK82r0O2JKqgqCeuKnAAbA6YoormkaIaVHlIe9XrVFwDiiikyiVAGkRWAI3DqK6VlCRKF42rkEdQaKKGZnL2/8Aqpz33n+QqtY6jPpGv/b7bZ50JbbvXI+ZSpyPoxoor2K3wHJS+MrXkaLajaoHA6fiKzoiSoye1FFccvgR0r4mSbAI81PbKAgoorGWxaJZAM9KVSSjcn86KKi7sNouxf6gHvmtPT0SYMkiKy+hFFFRdk2RXu4xHfpECSqSNjP+7/8AXqlqR/cOTzhhRRXt/YOH7YniHxXJrsFvDJpOm2phRYo5LVJFKxrnCAFyoXJycDk81lT/ACXj7ff+dFFcP2ZHW90RsxJXPelQASBexNFFZdDQvKoVRtyPoaBNIoJ3bu3zAGiilTk09GTJJonhlZpSuFwP9kVdhYu4DYx9KKKqdSd9zNRj2LMsSwXIjUkqVzz2qrBxZj3J/maKK9Kk7xRyz+JlSPXW0e4uYzp2nX0M0is0d7B5gDL0IIII6nIzg9waj+33Oq6reX15J5lxcv5krYxlm68dvpRRXFV+M64/AZOMSP8AhVmABlYEdqKKiruXHYljUDoMcnpUzgFV+uKKK53uWhsY+cirsQCwcdziiikwLmluxvWTPygf4Vp+IVD6PBcMP3vmNAW7lMZANFFbYb+MjKr8LMHVeLYY4wRVTVPEerahpFtpt3ezzW9vI8qeZIzEs2AcknnG3j0yfWiiu3EmOH2P/9k=", 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", 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", "info": {"video_id": "143436", "label": "hitting plastic chair with safety pin", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "143436", "label": "hitting plastic chair with safety pin", "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": "e9df3caa4c2b0638ad371c85360c60e783a50c12baffe940a17e48fafa96af8b"} +{"episode": 17094, "episode_seed": 3956562248, "split": "train", "timestamp": "2025-10-13T03:02:26.995227", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3956562248, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing color pencils from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "102793", "label": "pushing color pencils from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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EqwQhREv8BP8AM1qpPMlrbhG2EoxOwBf4j6VohN6vUd9mc2luGmdgS5OST3FaCQSLZQrFbyHDP/AfaoDeXn2OEGeTG5xncfao5Z3NtAXcvlnByc+lMHL8ia/jnjtI2aJ1bex547D1qjOk9xHCheBVALY80Z5P/wBanahg6bAFXc7u4UAfSmSWdzGsQ8mQgRqOlDD5E08LfZ4F3RcKf+Wi+p960PC942n+IdOcyRbGkeJ8ODw+F/nisW6jnSOMvBIoWIE/IfU1f1nQdQ0CKzlnVclN6vGchWzuwffpXPWcbWfUqG+w74/QgjQ2LKCBOck9vk/xrx6Nk+z55dQwyDwM4r1v46TG9s/DFwgJWWGd+PcRmvHYmCwMC3Vh0+hrPDRUaaSNJas2rdmkS3QYRQmSFGO5rfZzHBbfvCP3efvH+8aybSb7OECRxZ8teWjDHp71qPczy+RhgB5Q+6oHc+1dSM29ydvtN3FAqNM0YDE7cnPNXf7Nf7NbfupTwxPyE96Y0kptLfMj5Kt/Ef71K0kn2WAeaSMuOWz3FMd/yL5t5ktoFEW3G77zBe/ua0NEvG0rXtKnlKBTMUbEgPDYHY1iNHL9nt2EbsPmBOwnv/8AXp2o2l5DptncfZpURyxSQrhcg561nVs4tPqVHe57TrNgLi80y7H3re4Bz7Hiua+KFt5mj2su5VCS4JPuK7LT5xd6RaTnDeZCjfjiuY+ISvN4blRV3A4YYHcV8umqdaPqdKXMrEOnq4+HseCMfZzn8q+WIY1EEm5xw4OF5r6xtR5Xgi3hA4+zYP5V8nRxuFkDYXj+I4716OWO9Sr6r9Sa20S0HQQKQpYbiPn+g7VoQyNK0QZsKsY4HA9ayFdRDt+98xPH0rehuJIGKxsFAAHCj0HtXsI5pbGjIxjMO1jxEnQ+1TmG6uDHu8/Z5SheuO9QtPcPKpaVwNifxewrYi0y91K2eeCNpEtoEaU7uRnPT16GnJpK7GrttI9Y1S3Pif4bLdBN0pt1mCgch1+8P0YVN4hgOr/DaN1x5otop1z/ALIBP6ZqL4XXQm8ImzY7jbzOuD/db5h+HJ/KrptvtWh3NhF8hgD22D2AG0D8sV8xVn7Kpyro7nfFc+jMX4cRhdFvVcjiZcc56oK8i1a1b+273zJYgVmZdpbBGDgV6z8Pk26fqdqRtaOZQR/2zX/CvN/FVvIfFl6Y0GDMDgEDsMmu3C1L4uXmZV42ppGBex7ppSJIsZP8fpWRqsbNfRDchBUrw3TCj/CtSa2uHndRE7MzHAUZJ59qytaSRNRTKOCJG4KkdxXr3uckVbUq24TY435Ow5Cj+tXLWTFsUjRVzIBnGT0Pc1nRfu5JAxxhWGO9a2nuscCP5aNl25cZ9O1Uh7I3LZ5YtPysrj96B94/3anW7upbdkjmlJLqCQxJxg1WS7ke0AVY1/en7sajt9K0LeWUWL/Ow/eL047H0qrCT8x0NpM9m7M8zHzFHOT2NaFnDLbW++KCQMsyOpIxyATVGO4nW1kAnfG9eN59DVyCxvrrSprqOCWaCGUeY4GQuQf/AK1KTSWpSbbVj13xTar4g8CyyxDJMAnjA7EDNReKLU6j8NHVMFvssbgn2AJqbwBci88FW8UgyYi8LKR2BOP0Iq3qyk6FPbWynYkbRhB6YwK+Uqy9nU5fM64pyVjl/h3A3/CJ3KBhxM+Npz2ryXW4iL66XfGM3LHl8f561678P45IvCMseNsgmkJH415Z4vg8vWrkRqxQzM2cHqQK7sJUvi5iqL92ji7NWmITIAznLHFdcFhSdg8+c9kQnt74rjbFieT1rqdkslxmON2yAcgcdBXuI4HsdEHtVdQElciNAMsFH3R6A1sCWMWtttt4/uN95if4j71gRxsZkEjxR/u0++4/uj0roCtvHaWm64H+rP3EJz8x9cVaE73kSfaG+yR4jhXDuP8AVg+nrVe91eWOziiSRi/mNwvHGB6Ut5dWcOmKy+c/7xhyQvOB9ayoLiRHEykxkqCoB6A89aYNta3J55LmUQG5lZwF3quScZ/yKWdm3xkqQPLTBKkdqLq5aSZfMmdj5adW/wBkUl3K6LAySOpCJ0Y+lJibWoXkn7mIK3zeSMc98mvbrdbTxN4ZikIzFdwA5HVSR/MH+VeI3V5N5afvTnyhnIHqa9E+FOsNc6Zd6dK2Wt3EqcYwj54H/AgfzrlrQhJrnNYPXQ85+MCSRaJ4Qt5c+bClzA+fVdin+VeT2o3uFZtq5yeM17T+0O5hm8PeWdoLXBOO5/d14tYRySEFUZs+gpYVWppdr/mVPc6gtbpJGMSv8i9wo6D61srcRqsIW2j/ANUuCxLf1rAeNgYizxpmNfvOPp2rWhMO63D3GR5S/cQn19cV1RM5X1N37Q4tLfYsS8N0jHrTjdXH2WM+cwG9hxx6elNeW1jsrX5Zn4fqQvf8arXuoQR6arJbqD5jAbnZuw+lMV3e1+gl3fXEsEcEHmyyAsepPHFey6Po9vrPgGytZtxDwAgt1Vv/ANdeGRymM72YByoPHGOM/wBa9j+F2riezvNLdyWt3EkYbqUYDP5HNcuKpqdr7GtOT1NnweJI/D62cx/e2kjwMD/snj9Kn1y2+26Lcw7QSVIxV6GzFtqd5MgAS42uR/tAYP6YqGYsYZkHqcV8vjPdl56nXT1dzEso3/4RNYmBV1hK4PsK+R4lZi/ykjDc4r65ju2WCaJ27HGe1fIAkZmbLE9epr0Mld3Ufp+osSrWLNsELYcttHOFroJJYkuGxADwPvMT2HpisG0gYqCSigjPzMBWxKIzNuaYcqpwqk9h9K99HG9jdFy3m4WOJflXpGM9B61618LIba8TURcIrzqkOAQPuFSOPxDV49FJb/aBnznyi+i/wj613fg7X4dE8VabJIPKtriAW0zFs4DH5CfowH/fVY4uHPSaKpyak9Tr/Ckb6B4/1LRpmfy7iHdBuOchGJH/AI6x/wC+a6eC2aDWdUZnzHMUdV9DtAP8qg1zSZJ/Fmg6rAqgQSOk7d9pU4/Un861Zox9uZ+5TmvmcTNSaaO6m9bnO6HpdtpWp6nJC8h+2SiZgwGBxjAryzxzatF42uPkJSQxuDjtXsv2YxSNIp4PUV578T9Pd7G31aIEPAWikK9dpGQT9D/OqwVblrJv0NK8FKBrfDHw9aabpT69dxp9su9zQu4/1UfbHoT1J+leEeNbtbrxJe3ER+SW5lYAHjG6vpQkxeELVRhcWaZX/gAr5b1m5laYEucln7e9ergqsqlaTZy1oKMUURn7SwzjJPWt+AQR2MXzSMdzfdAHp61z0YkmuWIDMc9ua344ZBZR7wqEOfvsB2FeqczNi0mhFomLcH94333J7D0xWvb3H+gyFYYR+8X+DPY+tYNt5a2iBrhP9Yc7QW7Ct63a1TTZOZW/eJ2C9j9asjW/yJI7mbyJsMFwVPCKPX2r0/4YwW+oaDfrPmR/tBVwT22jFeV/bbVLS4ItzkbfvSE559sV03wq177H4pFvMyxwalGUUDgeYpJX8SNwrlxceanZmlNvudz4KtX0XXtd0SV2YK63EO7uh4z+gro1QtLextjGcj8RTL3Tj/wllhqcIwfIkgmPqvBX9asSKVvJSDwwFfMYtrmudlNnO+G9Ok05NQgcDY07PHg54NeO+PUa38QXEYLDLE9fpXsu97a9fOcHvmvMPiXavFfQX8eCkuUfKg4btVZdUtiE31Nay9xnl9vcPbxxeW235AcgDNbJneV1DszEIoOTnnFc2ksZe3UBmyAPTvXTQTxmaQi3iJLH72T/AFr6tHlzWm5uQJsmQMekaj9BWzI0kttaiNHbCMPlGf4jWULySOb5UhQhV5WMZ+6PWl1G/llt7cPK7/I3Vv8AaNUjJpXkP1GT/RoYXPzeYxKg89APwq3NMkZjUQQ48pPvAn+Ee9Y9tEuFlmmVMj5VwSeT6Cr109uHhBWWZ2jXA3BM8fjVXH0sie7vXUqAYwPLTjYvp9KcbsySCN44nAjQjKAdh6YrOu5kWQq0CnaoQbZD296sK0BuGyZVK4XOAw4GPalcG3rqXbl4jGmbdRmIdHb1Ndv8L9OmhS51MrsgnUQoC2S21mJP0ycfhXAalLBEIlFxHnyl4IIPr6Vp+D9Y1K7MGmxa3dWkASTyliUN8wBbb04HBOTXn4+E6lPkg7XZvSdpO5D+0PcEyaBgfda4GT9I68ijk220PJ5X+prf+Ies6jqp006hdyziPzDHvIO3O3P8hXMLP+5gCoo6j171WBg4UIxfn+ZU9WzcVmPlJ3WMDH6/1roLeFx5G2N2/dL0U1jR3UyzuqysvOPl46cVrvPJ+73TSMPKXq59K7UzCdtTVuEkW0txIUiA3/fcDv8AnWVdzJJHDCjrIQ7McdOw/pUN1MWggVBkgMTj6023WGNVeTzGd1BAXAH51RO2pr3F28cpUOFG1fuqB/CPaul8E39xH41t3jZ3Qx7ZBngKQP61yE0ym5jjjgjLOi8yZbsPwrtPhdcRv4ruVlKc2+EwoHQ4rix0uWhJrsb0viPat+T+FV3x83TmpHJwMdK5Px5qF1p3ht57Kd4JhKg3oecE8ivj7yqzUb7nZFW1LGoQZWRlHIB4Hevj1pWLkcAZPAFe96vq2oW+jJqFj4h1KUNOYCZ0VFmwuWePvtU/Kc+o+g8ALfvCfevosrw0qHPzPe36mdeanaxpknbEFGSYx0rTFrO8rBYnIUBc49BisiOV5JrZd3XA4471rI26R88jJ6165yztY3FtnjmOVVBgDLOB2HvU99JGkcfmXKcQj7gLdMms6ZkSZ8D0A/IVBeu7hQRgGJVGeM8U+hK+J2PpvQL2a90Cynu2HmpGjON2TnFaJmLSBu7HFcx4P1KO88N6cknD/ZkYDGM8Yz+YreJ2SW4P8UmK+LqaTaPZjFWuXC4BO5ePpXP6hZQ3VreWUiboJASA3oRgiuiB+bJOQetUWRZEJI5GRWeqCBkM6yeHfJbIKJ5PuMDFfLevfuL14Ci7o5HUnk9DXtsmozS+ObzRrnV7u0s5Z9iNFLGix9CSxcYxjPHUnArxXxhC9r4nv7eQTh453UicAODn+LHGfXHFfQZbRlB8z2Zy4malouhTtm/0aR887x/I1fhc/ZVx/E5I/AYrJhm22rqFGdwOT+NbVrcSpbwbXK/ITxx1Jr1zje1zWs4XNpGdjkmQ8BT6CtkRzLp8gZRGpdDl2C+vrWQk8htIi08hy7cFz6Ckeb/RXVQSxkX+RqkzPS5PczottJEJVdnZQAn496v2k00UmmrBtEiuhQIozuDnv1rDgSPiWYucEgKmOv1NbWn3kNvqOlS+URtuV5ZicDePTjvWdb4GXTeqR9KWtzJcW0Esi7Wxlvyp0kg3lvUYqCCRJbYeUdqjqM802RzhR6mvhpSbZ6agrlW4RJJipP0riPFOmf2pplzZSYE0bhlPrjpWt46vJ7HQ5Li0nkgmEsYDoecEnNcFr0fiPRtK0++u9RvPOvC/mxsv+pA2lATj7xDZx2/OuvC4apNe0i9gnNL3WePWZzd2uf7w/wDQq6G1JLsfeiivsInlVNjeOWughJwdo/8AHRSanKbfyYowB8p+bq33jRRVdSV9oe3Edrj/AJ4qafp9w8utWscgDqX24I6Y9KKKJbEQ/iFi9t0i1GOMEkGRc59zTc4WRx1yT+tFFJbBU3fqUWkMt+Wkw+WEeD0AwBVnRL6bTHkubfb5kE0qpuGRzlefwJoorlxPwnRTOQ8ZElbEHsHH/oNYNuSXgB6bv60UVWG/hIue51NpEs15IrE43Hp9a39RtIrSGNkBc+Wv3z7e1FFbPcUUnGRhXdxLJHboWwhBO0cDqavS8LBjtEv8qKK0OepsVrG7miuw4bPB4YZHSu9+HqqviuzkVQDLG4Ydu1FFcOP/AIE/Q2w+6PaLeR2jILE4JFcj8SGI8NuO3mxn9TRRXx2G/jR9T0X1PLdb8QPq0MUcmnWMBhQJG8CupVAD8oBYgDnPTrzXj/8AF+NFFfZ0N38jil0NXTIUfUbdWzgYPX3rZPlwISsKMf8AaLH+tFFb9RyS5SW8unMsu1Ujwf4Fx2qkGMl6u4k429foKKKroYdWe2fDqeR9LgRmyI5Jo19lEhwK7yVj9rtxno4Ioor4/Ffx5erPap/w16F4seR7VShdvMkXPFFFYDjseM+J9YbS/FWqobGxvIpbncUu4d4BUcEEEEdeRnB7g15V4hvrjU9Zub27k8y4nlaSR8YyT/L6UUV9Rg/hj6HnVd2Zyn9031FdFZRLL9mViQDGOn40UV3mB0dxYQW2nRyKGY7m+8eO3pWHPcyG3ZQQqlwMKMdqKKIjqpJ6E8IxYQ/7z/0qEzyJOGVzlWBH4EUUUp7Mwj8Z9MaVK8jK7Hlo1Jx9K0bo/PB/viiivhJfEz3OxyHxGOPDUhH/AD3j/ma8pvNc1G+sYtPurqWWCCR5FDyMxJbHXJ5xjj0yfWiivZy9/un6/wCRzVviP//Z", 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", "info": {"video_id": "102793", "label": "pushing color pencils from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "102793", "label": "pushing color pencils from right to left", "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": "00a26ea705df6fb580062c967ecd0925ede4576c6ac6f8786e21dd79719d90dc"} +{"episode": 17095, "episode_seed": 999061664, "split": "train", "timestamp": "2025-10-13T03:02:28.940694", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 999061664, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding perfume bottle next to rice cooker'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "54226", "label": "holding perfume bottle next to rice cooker", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "54226", "label": "holding perfume bottle next to rice cooker", "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": "27ec7334e7478a23b0b2ff6cc6a4fd06c4301c2e2cb334e4710031dd063baeb6"} +{"episode": 17096, "episode_seed": 693867570, "split": "train", "timestamp": "2025-10-13T03:02:30.019387", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 693867570, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 match'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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1TRrqaWGGK9ZxZalZhsDenKSpnkEruXPbGO9cel+sLBww3qcj2ParviaeObXmvI0wLlEukZf+mi5I/Mt+VZzZcVqe42HiHT7DS4tL1q7HkarEiwXABIeUgAnPbPyPk9y1eK/ErTG0/wAWXEjBcXqi6BXpubh8f8DDH8RWh/aker/DS8s7p8XOlSJLC3OTGzbcfgWI/EVxWo6pe6ktul3cmWO1jEUKvj5F44z36DrUp3Q0rM0fDVzHdxXnhy4O2HUQPIdukVyv+rb2ByUPs3tXLTI8crpIpR1JDKRggjqDUu/Dbg2CDkEdqjuJ3uJpJpZDJLIxd3Y5LE8kk1rETIG7U+3gkuJljiQux7CnwIZ5PJAzu7+lbMVzBo9uUhAedvvOep/+tWlzK12XId+mvbpNAzeXGAVRhknJJ5/Gusjv2tNNTVdYZXjT5rXTIm/dlgeGfuxz39egzyPOor6aa7HmMWLnGOtbSrctcRtcrKI4/wDVLKSSP9o+/oOwpPUq1i/D/amqa4+v6jeyJeZ3RqjYMePu49MdhXpV94g+0faFuIt9/p8S/b40+Vbu2kwyyxnsQ5V/9kse1eYC4VWZtx471o65eedY6XqEEzxTPataNIh5Ow7SreoKlKynYpanrHwz1nyNPju78hU1CWRZZpAF3tlijP2zxIhPsvrXBfFzRvsN9ZXcJDW5jNqrjkME+aM5/wCubAf8ApvhC9j1nRNW8MT4H2iB5rZj0DgAkfmFP4GuSv8AxTqN74bj0K6xPFFKJI5HJ3xhRgIvsBkfjUJ3VmVa0roreGdTtrDVHt9QbOm38bWt5jnajYw491YKw/3axtXsJ9L1S5sLgDzoHKMR0bHcexGCPY0x+G5BB9TTtQv59QeF7kqzxQpCGAwWVeBk9yBgZ9AK0iEtyjUdPJplaoxkX9KXfdBc7cKzZx0wCf6V6ToN+4tfMmkSG3jGXklY7VFea6axVpjnGIW/XA/rXS6JNZi8jl1AySwRZdIifkDDnPoPqelPmaFy3PS5/EumWvhy6vb61b+zXXZCJBtnvX7bR/yzQcHPXvxwDc8D+M7bxFaWVlcyJHrUsMkVv54+WcL92MsevB2+pUkHkCvL9RvD4h1EX92C1vGMW8Bzt2+uPT9T1PWrMskU8AQKyFcFGX5ShHIII6EcVm11ZouyPWE8UXmmXFmdOWJ2u7lYkhuwTvZQVMTMPuzJ93J4dSuaueP/AArYarYPqunwIrX9qxVlGMzKPMjOPVgrofqK8kstURtT01728mdo5RJfYyCzbiPMyerYw2exyK9SvvG0ehaimgapGq2Vz/pFveK2RG5cEKB/dD7jnsCKyVtmU7rVHz3O+GDh2yCGUjjFa/iu1inWy12yjSO21KMmSNBhYrhMCVMdgeHHs/tSeMbOHTvFOoWttgwLMXixyArfMB+GcfhUOjXsc2nX+iXsqRwXI86CRzgRXCA7TnsGGUP1B7URVi5Pqc03Wr2nxxzRzQNbiWSQqEI+8vXkVSOOw4qzYX7WMjFQMtgZ71ujKR12m/YPC9sJSgn1Aj/WMMhP90f1rS0TUdc1HWFupInNoOGEj+WpHbk/4VytxraROrRrvlAzk84NVY/Ed/Gzkykljk5NNtkqJ6rrPinUdK0K4a3eK61Bz5cUcS/urVD1ZVPLt0+Y/oBg6ngDX7m50aDSdXma2vI49lrds2e5ZUYn+JSN657bhXiz6tPM6ylyrA5GD3rudJuE1rRdTsZAMXFoZEweRJEQ4I98BqzZfLZHay65cLqumw21zLYXT3ZikWF8fZpATujZf4oGcgj+7uYV2XjXTIvEvh9L2JPmvLRrZl7q5+ePPusqbf8AgZryKO5vvtOl+JtVs4hHFthaVn5uwo2u4X/dx+IyK6jWvGF74W8QxW8kn2rQdQjEwUKPlZmUtIG9iN4H+1WafQbi9LHic+QfuYz2PUe1bfiYLrGk2HiNOZXAs7/2nRflc/76AH6q1U/ElzZXXiHUJ9NfdZyztJGcEY3ckYPYEkfhVfS9Tjs7bULK6V5LO9hKuF5KyL80bj3DfoWHeiKsXJ3VzDOM02nt+FMJrdGbGUo60lOZHjI3KVyMjIqjEnikPAFW0kYL94g/7NZqnFSiQg8cVDRqmaJfsM8d6fLezSiJJZN6xRiNAVxtXJOM/Ums0St6n8Ker55zzj1rNxLTNax1aXT3lMaI6yxPC6PnDqwxj+R+oFZjSEjDEn15phY9cHk9qiZh3FCiNsHKk8cVGxpWYkA84NbXhLRLTxDrg0+7vJLYNDK8ZSPeXdULBfYcdfatUjGUjNspNiykHDEAZpYbOe8lOOBnlm6VFbSrDuJGc4qR76RsKp2qOwo6gtjpLKKx0iPzABJPj77dvpVK616U3G9G+uaxmupHGC2ah3c80FJJHQpeLqkkUKxhLl2CqV4BJPetXxPfx2D2+i2YH2SBfmPeSQ/eYn3/AJVzGjzLDqkD9CGyPrVzWZvNuFkc/Pms2jSL6osaZq8ml6nb3sWWeFw2DjBHcH2IyPxqhezW7Xc5tI2jtvMbylcfMq54BwfSqhcc9uKY75PX8jUqI2xX9mqBqVnHb9aYTmtUjKUhKSur13w9o9p4Zt9W0u/vJg1ybXNzAI1uSE3O8Qznapwp3D+Ie4HKVZkSRStHuCn7wwfpnP8AStCGVmj8tmPlE5ZQPvY6A+3tWYDg1PFJg/exSZSOhiugsHYUHUmx8mRx3FZAkU46HApxcnk4z7GspM1RofaWZtzEA+veum1nVTrHgXTHYeZc6bObaSTcCRGy5Qn67cf8B964dZCMgZwPepFvrhLeWFJ3WOYASKDwwByAR9RWfKWxj4TJwQSecGqxcAdM04yDPGM+4FQu2TyBWkUTJjWbJ70w9a6Dwfpmka14hh07V7ia2hnIVZ0mjjWM9SWMnGMZ46k4HesvWLE6brV9YmOeL7PO8Wy4AEigMRhsEjPrgkelaoxbuVAcmn1GKkFJlRFOQgI6A810XhbV/sOp2kjNmNJgJFz1Q/K36E1zpb92w9a0/C2nnVPEdpZ+Z5ayN87eigZOPfik43Q3Jp2PWPiAYG0GySHCR2UahADwVAxXH6rqL6r4M08M6ltMmaFgR8xjcZQjnoCpX8qn+I2qR/aY9PtWxHGgBANcBDKChRucHIqJRu7ml7JFqRuMAbj/ALtVXkbOOlOLH0x9KiZj6miMQkxrNk0zNKck8V0/iPwTe+GvDuj6jeCVZ74yebCYyBbgBCgY/wB5lbOO3TrnGqMGzmF4Y+1K7s4yzEnpzRRQC2GU4c4oooYIefl6Um45A9aKKkt7CuNspQZwO/4VGSTRRVGYlXtI1W50TU4tQtNnnxBgu9dw+ZSp4+hNFFMRRpRRRSGhw6U09TRRQipFzSudUt8/3qk1Fibls9jRRUy3Lp7Mqb2+YZ6DNNZj1zRRTSJb3GbjgjPB60A4OcZooqjM6DxB4tk8RW1vDNpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rnqKKACnKcGiigaHhjkjNPBJ60UVDNYihzS5JAzRRUlEbMR3qMkmiirRnI1dG15tGSaM6bpt/FKysY7238wKy5wQQQR1ORnB7g1S1LULrVtSudQvZTLc3EhkkfGMsTk8DoPaiiqMysKeOlFFJmkAPStDQJXt9ctJIzhhIOfrxRRSG9xdankn1G4eRstuNZanDUUUo7BPdD3Y0j8Ee4BooqkTLcZkg5rX1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRTIP/9k=", 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", "info": {"video_id": "203890", "label": "taking match", "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": "203890", "label": "taking match", "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": "108dcc8570d0b1ca487cd66afe832857348c42f312904fc8542e6c163c77f89b"} +{"episode": 17097, "episode_seed": 1624281488, "split": "train", "timestamp": "2025-10-13T03:02:32.713351", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1624281488, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put hair band next to wood candle stand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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Ht2qhqViL/TxDL+6IlJBU5xyefyp8qbs3oF3bQ0dHhuIdOiS7OZxncfrzVqWIXGnyRyq6mYEEA5IJ96Rlef8AdwyBMMN7AA45GVx7iiZUe8SFHw3lFRGDxjIJ49cCiUlfmbKS0sT6ZYjTrSO33lwv8RHXPWub8fx3DfDm9B8sz4WRgowCA4J4PtXVsySzNZ7jnYHcYP3c46+vFc58Q3t4fC100oO4xtDE45w7YGMfhUylZ3kCXY4L4TSxJqWsKpdYWtI1ww5LFwO3uT+FewM4+2rblG+VVOSPlIORj68V4v8ACXUYdP8AFUlvdDD3sPlRtkcMDkZ+uDXtUIea6WcEiMFkKHv6EVLkl01HZkRjJuSrbQqKQrZ596oRtJHYs8pSR1wCYxwW9h+VaUnlC0AjlRJJnO1ycZY9T79KrzW4ggPkRrulkUlXPGc8/oDTu+mwtDxb4leF57W+XVrfdNFMMTH+IN6/Suf8NMkyT2NwnySfMrMOM9xXqPjKWXz5LUR7o0iEi889eePTtXnEsMkbxRxjaHO+M9wPSs6steU2pRsuc9L8CSSsJ7V4lEduMK/dskn8O9dsgJmIKkKq8HPBJ/wx+tch4KHlpc8bmYR4GevWuolRodNcTz4lblpEG0nnt+HFXSlempSZnVilNpBY6akWo3F+jufO/hbsOK0ULreNIxQQJGDyOQcknn0xUSyLaW5llPDycYBOdxwv9Kmltl+yTRsN5lDbxnG7Iwcf4Vq5PdmaR86yJJbePPIkB85NWH7wNwV8zI/mOa+hzIPKllSJ3Dz7SANpxuCk/Tv9K+dtduom8Z3OoQAG2W6WREJxnBGB+lfQltfw65p1tPakrFdQ+aGzyhxwD+v5Vlzq11qW0yeZWMEeGXfIMMGHUDqcVXkQrqKqJ/lZQVjI6EZyc+4P6VorsWVPMOWSPOSOg7mq1skNztuEdZQWLRsP4exUfhVXbV4k6GeVBeW4IOVBXGeCo68fnWYsR+zLHHBsG8R7WPG0d/yq/qzXUOjmdNryiTccJ/BnIBH5A0OXmgt2IMbDDsvccdP1qnGWjvoTdbGVdBjdxLHGpZPvcYwpPY/UVsaHDcxWCLeHM+SST6E5696w7a4uH1e/t54toRgyOB1U8Ae/T+ddMwkmUxQSBGGNzjnbyDjHqRVJON03uC11JSgls5VlDoZQVwDkjPAxUuk2H9m2aW5cvzncR3NQThftMUUb7W8tlWMHjnHX8Aa0C8byfYgxDNHuI5zszjr61PNpZO5VtbmD4uS5k+H+sAJH5728hAXoQDnv32ivLfhLNGnim8KuyRNpzb93y/MXUYGOwJ616v42e3tfDVzLPuAWGRI26gO6lACO/WvJPhLdw2PjdUvBhrqBoIicY3ZBGfrgj8qhyTdiknY91eRRdJbEMSEB5HykE46+vFRtEWugCozGp2yH37VKm+a7Ein90jNGynvjoRTZFAtmaJlM0jkhieCx4/p09qFK+xNj5M17zB4g1HzVVZPtMm4L0zuPSrHhuGZNa0+7KMLcXSRtLjgE1qfEnR30jxpe/IVhuT58R9Qeo/A5p3gi9tt8+n3bbUkIkjbphh7/AJVM5OKui6cVKVme3nP2naS37pRnjg59/wAKo6faSvqsTQyv5dszeYGPLbicfUYJ/Ks5PED6dbSxahukbbmKUcl+3ze/vXR6TNb/AGNJo2Hkuq7D3Oeg+varhUvaUXp1JnBxdpGsc+ZGoAK5y3PIx0/Wo202G61SO7O4SQDA9G54/rT4ozCJZ5pCS4BweiDGMD8eaXTQkdmJlJMaxhR1J+XOfrzVc3K7X1Ymrl5hI08AjYBQxMgK5yMcY9OcV4b8XePGQlkBkhksl8ryyOGUsvPtnNe6wbHQXTZDSKCN42kDqFI/GvB/irIk/iSO2tkMf2WIxzKcY3Fi5P8A49UOS2e5UU2eqeDbhY/A+mXEhJa30yNnOMcBS3B6dBXzf4j1668R65c6ldM2ZG/doTkRp/Co+g/XJr3rQ9Uj1P4PNFZIfOisJLRkB5VljIz9MEH8a+erFLZ5ZBdb9vkvs2Hnft+X8M4zRdPYTTPXvhN4nnv9POg3E6l7TLw7+rRnjaD22tj8G9q9NnRpLkBWdfLG4gdGJHQ/z/Kvnnw4l14T8cW4uY45CgZX2udrZXOMj8K90s/EMGq2t/NbLtmgQP5Tfe6ck+oz3FEZXlyjcGldkbNGk108YcuC0hB75xwPxH61Uvo40tYi0bM8beYqk85wc/zNaNrcfbNI82OPbIfl59c4z7jvWddXyDXorN4yGMW+N/U85/QVXJPVdSLrRmqksMMggDjz3G7bxuP+0asW1uirFLJ80ypgu3X3zWT/AGVI/iFb8yDylAIUHnOMflWzJnEaKgfzG2sCcfL3PvROEbrqWmxs17FZWBupUZN7fdxk59cfQZrkviZblfByTxZeP7Yk0vuGBH9a66/sE1GNLaVW2hg24Hp7VZu9OtbrSpLGeJXt3j8vy2PB9Bn8qTjFxXcE2pHzjott9n1iyltZHeQSLICE+4q89O/HWvoS0uS+jpdTI0TeTvdVHK8dhWJp/g/R/DVy32JXa4eMtiVgx2ZAwDjjkiupdf3YCqC7/KFzjI7/AJCpj7q1Km03oZ+saeNQtrZI5TGwcOpx1HGfx6VZulbCyA8bhvGM5HrUl155uNigeUYzn+8G3D+lRzKJZY0Mm3YwkIU8nqAD7HmrbukmZrc5LxNaG5VjGV81F+QgckdSPrj+VeavpyPI7OkrIh+R/Qd69Z1WFbW+yiPtmbJbqM4xj8gK46S0aa5NsQFhlcuu09UzwK5a1m7o6qEvss1vBckEdvPNKUUIqDe56Zz/AIV16QC6MonBMTBdqMMY9a4630eSe3ltrUqgV0yCccYYfpXb2kQgs4oyx/dxgEk+granCLoq/mY1m/asnQr5+3YQqJnd2Ge35VBZzw6mXmiZswlkUMMYyOv41NCGNqHeEhpBlkBz196dpGlw6fCwiBzIdzEnr6VqlHlaZnrc+a57SNbqZbguk9u5R0xwxDHGfSvZvhu13FoaWlxE6xxoGQuMYLEnH5EGtPVfBvh65vZ9durZS4+Zyr/I+O5Ud89a3rNAsciN91WIz9MVnGLi3c0nJNJIcpWQXSPHIFU7WJHDDb/D69fzqtpVgtlZGAOzhnL5bqDVuZJm0+cxsI5HBKPjkemQe+KjLeVFI4YDLZVgMjk8Gr5vdMralSaQJCiu/wA2cYOP3mMnj8qgvYY5TDMVJdCSmB0yDn9KnurWOOzjigjUvGf3Qc9+c/XqahQyyPbkbowkZ3xsOueAPwour8qC3UyY5klmkC7uHZG3dQQR+mCK24pYbd44S4M8gzjjc3qxrImjdNSk24aEjkj+FuOPyqw+lSTeIIb7zR5SBTtzg5HH5VcOWV76WDVGxa267YZJcvMi/fbrzUz3cVrZPdSoygt0xknsOKbJkIoVQ5dgpUnHB6/pmlvrFL+AWrhgCQwdf4e1RCEYtdhtuxy3xHib/hBZbmFvMRrmGeTA4K9Py6V45pFoLbWbGe2mLyearJhOUUHPPqf8K+lp9OtZtJksJog9s0ZjMbHgg9q5XTvA+jeGrrzbfzHuHRiomYMVXuBx7gZrKUNfd2NYTSjrub+n3fnaPHdOnk5iLsAPu4HXH4VBrNib2xtlt5Qjhw6E8bhjk/XvWoyhYfkX5iNqp0z7fln8qhvTL5qxov7vyySR94MCMfpmt1K0roxa01OH+Jmj2mp6PC1xErSeYQr45VsevYGvOdH0/S4YX0/y0SW5j3QXDD/Vyj+Fj/dPSvTvGTPdYsHm8uI7X4HfJxz6Z4rhILOaW4ldIUEUx8tQRypHU1yVZ2lodtKCcNdy1p6yXNky3C7ni+Q7xyCOoNdX4RnjOnyJI20WnBz0C9Qf51gaUoUzW/JKnkmtzSdNDxarArbBMiYY9iM1GG/iW6MeIXuX7HUWs0d60VxE5aABhweG6dR+dXkRIzDBHENmeQOigc5/Os/RbAafYJbl95yWLAnkmtG33MZXKrgMVQg5yB6/jmuyUI3bRxJu2pGt1Be6hJY5OYgH7YYgj+VeHePrJW8c6rDds8e+XzkdVzlGUcfpXu1lp0Md5NfeWVmkPIznHrVHXfCOj+JLqOa+g3S24xvjk2t64PtipqxT+AulK3xHAfCzz4I5oDCxs7l2OCOAAAM5/DFeOeJtGm0DxFe6dLGyiKVvLJ/iQn5WH1GK+q9HgtYYEitEUWojHl4GMLk4H/1/rWdrnhXS9blNxe2FtcCFSqSSrkr1z+ANGySFJ80mzxLRZ01eztzcwOkgGSzLhZQvG5T9etaEeo3fhnVI7i3VWWMtlW/jRvvKf89QK0RpslndxMGRraQBA0OQgfHRlP3WwPxqPxDZeZaeYByBwfWuLm5Z3O/l5oW3PTF8i70aGW1kMMLIsiMvGBwefr0P1qlOIWvgx2NJGAoGPmTcCefrinaFKz+F9LSDa7CONGDdNoHP/wBajUFWLUIpBF/rsKXHtkjP5n8671NcvNc85roWrJVBlPVQ2N5bOcdfpg5q7bBpJPNIxGVGwEYYeuf0qgYJHhFvbyGFtwkLhc8bslfx5q/JN5bxR7c+axX6cVnJpLmbLQW0cxncyyCRPOaRMcbFxhR/P86tiOG8k+b5lhcfL23jnNVUjTToZ5nkypORx07AfrUslzFYtBbl1WWX5Y1fPOOpJohzySbVmJ2QXm1r6GNoc71Kbx6dSP0FTRJKbmV9w8kKFVdvO7qTn05A/CpLaNbe3EbH7pY5P1JqreXb2OlTXGVdySUyOPmPGce1Kmp82vX8AdrCSxm8n3KWja3lAJPRhjP9aaAhmmBcFgQGHGVGM4/rT9NuIrrT4biFQquv3R2I4/pUM1qLm3u1TaJJwylgOvGAD/KqjT5ZO+7C91oVUiDRSswyk7b+TnAI7VwOs3J0m6gllGFDmNSR1Ung/pXY6Zb3Npp/l3GRvlO1c9B7VwU1pN4j8QXGi6jqksUYM3lCKPcCyqWVR6Djkn096c6cVeK2CE2mpHWaBPHdTlkJcNgnBxgc84784H410/LsIo8ZBXfuHG09fxrzH4VXUsq6g88kknlLEqqeSMk/4CvTbNJre0b7TKJZAXYsq4yMkgflgVMI2p2bKqS5p3RNOs/2m3aGULGobemPvEjC/rVpSkcUNuGKM42rjnGBk1UihF21vdg7BwxX19KnWeHbc3JYhISUdjnA29f50RlKpstOnmQ0kSzQxW9g8UMKmPB/d+x5NRrHJPaReWWhklIZmAzjHJ6+oGPxp1lKt0yXysGVkKrjIwMjr7+tWSd90pWTARTuXHBz0/lQ1NTu/u/UNLEVy48yOEoHWVsMCeg5Of0qo0UdjDbRtI23zAqn1JzgVBZ6o11rl3augGzJQ7cFQDjB/PNX5ypmiViM8kKR1wP6Zq3S5Z80v6uJSutChM8U2oJEJIzLCPM25+bn/wCtUczN9pV1GVVD5g7n0/rUVzpT/wBvJerJ8gXeQTyCBj8vasPxXcXdjpv221uZYX4j+QjBy386tqK2Em+pJp2oyXpu4ZlG+J9wIXGQTyPqOK3rBRvlzzhtu7dnnuPbBrzq/nNnpK6npmt38jS3RgZpo1QXBCZZ48c7VPynd6j6D0IQSPam3gkMMknzmUDO3kZH480203poKKa3NO33SSCXGItvyhhg57mlgjnNzL5kgeIzB0A42KF4/wDHs0kk3kmIbcmR9g9qdFEmnJcXDyfu8Z6dAKw5mpcsde/kaW0uW2jhvGMbNuWNhuTp8wwRUd75Zu4EeIsWym72PUfoKa9zFYxwozqskvyxq5PzH3NW7eMRR7GOTuZsnnqaJqpayfzBWuRIsn2liCvkqm0Ar82/Oc59MVXuEa6nzEzI8Eihs9GGM/1qW5ums9OnuTtfktGOgOfu5xUem3EV1YR3EQwHHIz3HBpyg6kL7IV0nY5jxVYLcxtcABntyC0Y7pjJB/nXI2VjLDBJdSXBKMvmqeyk/wD1sV6JqNn59ve+WFE0wK7h3wMDP6151Ha3NhCtvdLtt5ZDsU9sdvp6fjWdelePOjooVbPkZDpKXE1zcXRVgj8DjGcd66rTFyrklXclFUEnlueDj2zXM2M4uvFT6Vc6pdWlo8myN4pY41j4BJYuMYxnjqTgVpeDPtI1nWra8e4YWcyqq3ON6YZvvAcZwOccVnRg1JMutUTi4neZOPLiBDsDtbHC+5qW5jdrRIo5/KcMpLeoBy35/wBar2cMiyzTvI5E20iJsYjwMED61IqDUY3U5TZIVB65xXRUk4ax1fQ5Ur7l9HW3haSQYLPk4GcknA/pU0cCWyO0a5kbliTy7AYGagVo5LvyVBLxIG9hnj+lR21zFqMgkhkDRwSehBzg/p6U2pWuhaBbfNaO0cflupMaYGcc8fkTU0rG2sgJf3pCqjbRjcehNTync0ao4Vt248dQOv8ASsu51NBr0Vg6KVZcKx67iM/ljj8fappwm4uN9bbg2k7nBeJvDV5plwbi3kdrVnC7lJyqjor+ozjmsmZBdWPkHPBK5r0/xE2NImycA7c/mK87gVftkiE4BOa4sRFRlod9GblHU2PCN2w0OGzYZuLOUwuB3Q5Ib6Y/lVwajDcavdWm0CRV/dtuzuC9eO3X9K4bVr260adbqzuXgLsI3ZO4P/16sazYa5oVpp+r3N9dreXu8SIUx5WApUE4+8VbOP6g13YaopQ1OPEQcZ6Hd2c7vcXaHGIiAvHtmpNJna9ieeVV3+ay8eg4FFFKlrFt93+bFLc1Y13TKSThR07GsHxFk6vagMwyqng+jUUV0UPiM6nwnRajIYNPuZlALIhIz0qK+iSewlikXKMmcUUVmuhTHwW0dpbJDFnYowMnNRJEqxSquV3MxJU4OTRRQ/iuC2KFwcyovZWbH4GvHtX1W60zxJLqVuV+0JOSN65B3Dacj6MaKKh/GvR/oP7Jq/DJzDfahGoBDyRKc/R69NMrNqEVsQNmxpPfIxj+dFFOnuxS6F9V2w7FJUbcDHbtTNZG3Q7gDsox+YoorSHxoT2Y3w0m3ScElsyFufcA1atpmkub5WxiKfauB22g0UVU/ikTHZCQWkCXNxcLGBKz4J+g/wDrn86fIAZoyQCQDg+lFFZvXcpFG9YxSAoADIzBvf5c/wBK5TxuMaATk4zHxnj7xooqZ9Bo4jVfEDaxHbxyaZYW5twI4nt0dSqD+EAsQBzk8cnmvW7Gd3vLiI42xhNvHqKKKmTd4+v6MI9STSrhr1ZppVXekxQFfQDj+ZrYQbpEyTgZOOx+tFFbT0YlsYXikn7TagMRlT09mFdFeOYrOaQcssZIz9KKKufwRIXxMiu40m0+SN1yjR5I/DNFpbR2lnHFFnaB3NFFR9kvqVZIlWGbaSpZmOQeQTXE+LkH9kzkcNCrSIR1BXpRRWdvdGtzzy31+W0ubvzbKxvUmdXZLuHeAyjgjBBHXkZwe4NdR4M1K6un17UZpN91M8UjuQOSxbPHSiiuZtqDa7P8jd/Ed5qV7LbtZRIEKXEgRwwzxxW3Fhc4GOaKK7fso51uycKEtGXJOUJJJ5ORWN4UX/j5csx3BeD2xRRTh/Dl8iZfEjYMrf2q0GBtEAf3zuIqJrKCXUxcsp81Y+CDjPNFFStNiiHVraO7s5IJhlG6/ka8p0yZ5ljkc5Yjk+tFFcWKS0Z2YbqUfGAzozn/AKaLWCniLVNT0e2sry8lmigk8xfMkZiWcDOcnnG3j0yfWiinhPhZGK+JH//Z", "info": {"video_id": "86405", "label": "pretending to put hair band next to wood candle stand", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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Ht2qhqViL/TxDL+6IlJBU5xyefyp8qbs3oF3bQ0dHhuIdOiS7OZxncfrzVqWIXGnyRyq6mYEEA5IJ96Rlef8AdwyBMMN7AA45GVx7iiZUe8SFHw3lFRGDxjIJ49cCiUlfmbKS0sT6ZYjTrSO33lwv8RHXPWub8fx3DfDm9B8sz4WRgowCA4J4PtXVsySzNZ7jnYHcYP3c46+vFc58Q3t4fC100oO4xtDE45w7YGMfhUylZ3kCXY4L4TSxJqWsKpdYWtI1ww5LFwO3uT+FewM4+2rblG+VVOSPlIORj68V4v8ACXUYdP8AFUlvdDD3sPlRtkcMDkZ+uDXtUIea6WcEiMFkKHv6EVLkl01HZkRjJuSrbQqKQrZ596oRtJHYs8pSR1wCYxwW9h+VaUnlC0AjlRJJnO1ycZY9T79KrzW4ggPkRrulkUlXPGc8/oDTu+mwtDxb4leF57W+XVrfdNFMMTH+IN6/Suf8NMkyT2NwnySfMrMOM9xXqPjKWXz5LUR7o0iEi889eePTtXnEsMkbxRxjaHO+M9wPSs6steU2pRsuc9L8CSSsJ7V4lEduMK/dskn8O9dsgJmIKkKq8HPBJ/wx+tch4KHlpc8bmYR4GevWuolRodNcTz4lblpEG0nnt+HFXSlempSZnVilNpBY6akWo3F+jufO/hbsOK0ULreNIxQQJGDyOQcknn0xUSyLaW5llPDycYBOdxwv9Kmltl+yTRsN5lDbxnG7Iwcf4Vq5PdmaR86yJJbePPIkB85NWH7wNwV8zI/mOa+hzIPKllSJ3Dz7SANpxuCk/Tv9K+dtduom8Z3OoQAG2W6WREJxnBGB+lfQltfw65p1tPakrFdQ+aGzyhxwD+v5Vlzq11qW0yeZWMEeGXfIMMGHUDqcVXkQrqKqJ/lZQVjI6EZyc+4P6VorsWVPMOWSPOSOg7mq1skNztuEdZQWLRsP4exUfhVXbV4k6GeVBeW4IOVBXGeCo68fnWYsR+zLHHBsG8R7WPG0d/yq/qzXUOjmdNryiTccJ/BnIBH5A0OXmgt2IMbDDsvccdP1qnGWjvoTdbGVdBjdxLHGpZPvcYwpPY/UVsaHDcxWCLeHM+SST6E5696w7a4uH1e/t54toRgyOB1U8Ae/T+ddMwkmUxQSBGGNzjnbyDjHqRVJON03uC11JSgls5VlDoZQVwDkjPAxUuk2H9m2aW5cvzncR3NQThftMUUb7W8tlWMHjnHX8Aa0C8byfYgxDNHuI5zszjr61PNpZO5VtbmD4uS5k+H+sAJH5728hAXoQDnv32ivLfhLNGnim8KuyRNpzb93y/MXUYGOwJ616v42e3tfDVzLPuAWGRI26gO6lACO/WvJPhLdw2PjdUvBhrqBoIicY3ZBGfrgj8qhyTdiknY91eRRdJbEMSEB5HykE46+vFRtEWugCozGp2yH37VKm+a7Ein90jNGynvjoRTZFAtmaJlM0jkhieCx4/p09qFK+xNj5M17zB4g1HzVVZPtMm4L0zuPSrHhuGZNa0+7KMLcXSRtLjgE1qfEnR30jxpe/IVhuT58R9Qeo/A5p3gi9tt8+n3bbUkIkjbphh7/AJVM5OKui6cVKVme3nP2naS37pRnjg59/wAKo6faSvqsTQyv5dszeYGPLbicfUYJ/Ks5PED6dbSxahukbbmKUcl+3ze/vXR6TNb/AGNJo2Hkuq7D3Oeg+varhUvaUXp1JnBxdpGsc+ZGoAK5y3PIx0/Wo202G61SO7O4SQDA9G54/rT4ozCJZ5pCS4BweiDGMD8eaXTQkdmJlJMaxhR1J+XOfrzVc3K7X1Ymrl5hI08AjYBQxMgK5yMcY9OcV4b8XePGQlkBkhksl8ryyOGUsvPtnNe6wbHQXTZDSKCN42kDqFI/GvB/irIk/iSO2tkMf2WIxzKcY3Fi5P8A49UOS2e5UU2eqeDbhY/A+mXEhJa30yNnOMcBS3B6dBXzf4j1668R65c6ldM2ZG/doTkRp/Co+g/XJr3rQ9Uj1P4PNFZIfOisJLRkB5VljIz9MEH8a+erFLZ5ZBdb9vkvs2Hnft+X8M4zRdPYTTPXvhN4nnv9POg3E6l7TLw7+rRnjaD22tj8G9q9NnRpLkBWdfLG4gdGJHQ/z/Kvnnw4l14T8cW4uY45CgZX2udrZXOMj8K90s/EMGq2t/NbLtmgQP5Tfe6ck+oz3FEZXlyjcGldkbNGk108YcuC0hB75xwPxH61Uvo40tYi0bM8beYqk85wc/zNaNrcfbNI82OPbIfl59c4z7jvWddXyDXorN4yGMW+N/U85/QVXJPVdSLrRmqksMMggDjz3G7bxuP+0asW1uirFLJ80ypgu3X3zWT/AGVI/iFb8yDylAIUHnOMflWzJnEaKgfzG2sCcfL3PvROEbrqWmxs17FZWBupUZN7fdxk59cfQZrkviZblfByTxZeP7Yk0vuGBH9a66/sE1GNLaVW2hg24Hp7VZu9OtbrSpLGeJXt3j8vy2PB9Bn8qTjFxXcE2pHzjott9n1iyltZHeQSLICE+4q89O/HWvoS0uS+jpdTI0TeTvdVHK8dhWJp/g/R/DVy32JXa4eMtiVgx2ZAwDjjkiupdf3YCqC7/KFzjI7/AJCpj7q1Km03oZ+saeNQtrZI5TGwcOpx1HGfx6VZulbCyA8bhvGM5HrUl155uNigeUYzn+8G3D+lRzKJZY0Mm3YwkIU8nqAD7HmrbukmZrc5LxNaG5VjGV81F+QgckdSPrj+VeavpyPI7OkrIh+R/Qd69Z1WFbW+yiPtmbJbqM4xj8gK46S0aa5NsQFhlcuu09UzwK5a1m7o6qEvss1vBckEdvPNKUUIqDe56Zz/AIV16QC6MonBMTBdqMMY9a4630eSe3ltrUqgV0yCccYYfpXb2kQgs4oyx/dxgEk+granCLoq/mY1m/asnQr5+3YQqJnd2Ge35VBZzw6mXmiZswlkUMMYyOv41NCGNqHeEhpBlkBz196dpGlw6fCwiBzIdzEnr6VqlHlaZnrc+a57SNbqZbguk9u5R0xwxDHGfSvZvhu13FoaWlxE6xxoGQuMYLEnH5EGtPVfBvh65vZ9durZS4+Zyr/I+O5Ud89a3rNAsciN91WIz9MVnGLi3c0nJNJIcpWQXSPHIFU7WJHDDb/D69fzqtpVgtlZGAOzhnL5bqDVuZJm0+cxsI5HBKPjkemQe+KjLeVFI4YDLZVgMjk8Gr5vdMralSaQJCiu/wA2cYOP3mMnj8qgvYY5TDMVJdCSmB0yDn9KnurWOOzjigjUvGf3Qc9+c/XqahQyyPbkbowkZ3xsOueAPwour8qC3UyY5klmkC7uHZG3dQQR+mCK24pYbd44S4M8gzjjc3qxrImjdNSk24aEjkj+FuOPyqw+lSTeIIb7zR5SBTtzg5HH5VcOWV76WDVGxa267YZJcvMi/fbrzUz3cVrZPdSoygt0xknsOKbJkIoVQ5dgpUnHB6/pmlvrFL+AWrhgCQwdf4e1RCEYtdhtuxy3xHib/hBZbmFvMRrmGeTA4K9Py6V45pFoLbWbGe2mLyearJhOUUHPPqf8K+lp9OtZtJksJog9s0ZjMbHgg9q5XTvA+jeGrrzbfzHuHRiomYMVXuBx7gZrKUNfd2NYTSjrub+n3fnaPHdOnk5iLsAPu4HXH4VBrNib2xtlt5Qjhw6E8bhjk/XvWoyhYfkX5iNqp0z7fln8qhvTL5qxov7vyySR94MCMfpmt1K0roxa01OH+Jmj2mp6PC1xErSeYQr45VsevYGvOdH0/S4YX0/y0SW5j3QXDD/Vyj+Fj/dPSvTvGTPdYsHm8uI7X4HfJxz6Z4rhILOaW4ldIUEUx8tQRypHU1yVZ2lodtKCcNdy1p6yXNky3C7ni+Q7xyCOoNdX4RnjOnyJI20WnBz0C9Qf51gaUoUzW/JKnkmtzSdNDxarArbBMiYY9iM1GG/iW6MeIXuX7HUWs0d60VxE5aABhweG6dR+dXkRIzDBHENmeQOigc5/Os/RbAafYJbl95yWLAnkmtG33MZXKrgMVQg5yB6/jmuyUI3bRxJu2pGt1Be6hJY5OYgH7YYgj+VeHePrJW8c6rDds8e+XzkdVzlGUcfpXu1lp0Md5NfeWVmkPIznHrVHXfCOj+JLqOa+g3S24xvjk2t64PtipqxT+AulK3xHAfCzz4I5oDCxs7l2OCOAAAM5/DFeOeJtGm0DxFe6dLGyiKVvLJ/iQn5WH1GK+q9HgtYYEitEUWojHl4GMLk4H/1/rWdrnhXS9blNxe2FtcCFSqSSrkr1z+ANGySFJ80mzxLRZ01eztzcwOkgGSzLhZQvG5T9etaEeo3fhnVI7i3VWWMtlW/jRvvKf89QK0RpslndxMGRraQBA0OQgfHRlP3WwPxqPxDZeZaeYByBwfWuLm5Z3O/l5oW3PTF8i70aGW1kMMLIsiMvGBwefr0P1qlOIWvgx2NJGAoGPmTcCefrinaFKz+F9LSDa7CONGDdNoHP/wBajUFWLUIpBF/rsKXHtkjP5n8671NcvNc85roWrJVBlPVQ2N5bOcdfpg5q7bBpJPNIxGVGwEYYeuf0qgYJHhFvbyGFtwkLhc8bslfx5q/JN5bxR7c+axX6cVnJpLmbLQW0cxncyyCRPOaRMcbFxhR/P86tiOG8k+b5lhcfL23jnNVUjTToZ5nkypORx07AfrUslzFYtBbl1WWX5Y1fPOOpJohzySbVmJ2QXm1r6GNoc71Kbx6dSP0FTRJKbmV9w8kKFVdvO7qTn05A/CpLaNbe3EbH7pY5P1JqreXb2OlTXGVdySUyOPmPGce1Kmp82vX8AdrCSxm8n3KWja3lAJPRhjP9aaAhmmBcFgQGHGVGM4/rT9NuIrrT4biFQquv3R2I4/pUM1qLm3u1TaJJwylgOvGAD/KqjT5ZO+7C91oVUiDRSswyk7b+TnAI7VwOs3J0m6gllGFDmNSR1Ung/pXY6Zb3Npp/l3GRvlO1c9B7VwU1pN4j8QXGi6jqksUYM3lCKPcCyqWVR6Djkn096c6cVeK2CE2mpHWaBPHdTlkJcNgnBxgc84784H410/LsIo8ZBXfuHG09fxrzH4VXUsq6g88kknlLEqqeSMk/4CvTbNJre0b7TKJZAXYsq4yMkgflgVMI2p2bKqS5p3RNOs/2m3aGULGobemPvEjC/rVpSkcUNuGKM42rjnGBk1UihF21vdg7BwxX19KnWeHbc3JYhISUdjnA29f50RlKpstOnmQ0kSzQxW9g8UMKmPB/d+x5NRrHJPaReWWhklIZmAzjHJ6+oGPxp1lKt0yXysGVkKrjIwMjr7+tWSd90pWTARTuXHBz0/lQ1NTu/u/UNLEVy48yOEoHWVsMCeg5Of0qo0UdjDbRtI23zAqn1JzgVBZ6o11rl3augGzJQ7cFQDjB/PNX5ypmiViM8kKR1wP6Zq3S5Z80v6uJSutChM8U2oJEJIzLCPM25+bn/wCtUczN9pV1GVVD5g7n0/rUVzpT/wBvJerJ8gXeQTyCBj8vasPxXcXdjpv221uZYX4j+QjBy386tqK2Em+pJp2oyXpu4ZlG+J9wIXGQTyPqOK3rBRvlzzhtu7dnnuPbBrzq/nNnpK6npmt38jS3RgZpo1QXBCZZ48c7VPynd6j6D0IQSPam3gkMMknzmUDO3kZH480203poKKa3NO33SSCXGItvyhhg57mlgjnNzL5kgeIzB0A42KF4/wDHs0kk3kmIbcmR9g9qdFEmnJcXDyfu8Z6dAKw5mpcsde/kaW0uW2jhvGMbNuWNhuTp8wwRUd75Zu4EeIsWym72PUfoKa9zFYxwozqskvyxq5PzH3NW7eMRR7GOTuZsnnqaJqpayfzBWuRIsn2liCvkqm0Ar82/Oc59MVXuEa6nzEzI8Eihs9GGM/1qW5ums9OnuTtfktGOgOfu5xUem3EV1YR3EQwHHIz3HBpyg6kL7IV0nY5jxVYLcxtcABntyC0Y7pjJB/nXI2VjLDBJdSXBKMvmqeyk/wD1sV6JqNn59ve+WFE0wK7h3wMDP6151Ha3NhCtvdLtt5ZDsU9sdvp6fjWdelePOjooVbPkZDpKXE1zcXRVgj8DjGcd66rTFyrklXclFUEnlueDj2zXM2M4uvFT6Vc6pdWlo8myN4pY41j4BJYuMYxnjqTgVpeDPtI1nWra8e4YWcyqq3ON6YZvvAcZwOccVnRg1JMutUTi4neZOPLiBDsDtbHC+5qW5jdrRIo5/KcMpLeoBy35/wBar2cMiyzTvI5E20iJsYjwMED61IqDUY3U5TZIVB65xXRUk4ax1fQ5Ur7l9HW3haSQYLPk4GcknA/pU0cCWyO0a5kbliTy7AYGagVo5LvyVBLxIG9hnj+lR21zFqMgkhkDRwSehBzg/p6U2pWuhaBbfNaO0cflupMaYGcc8fkTU0rG2sgJf3pCqjbRjcehNTync0ao4Vt248dQOv8ASsu51NBr0Vg6KVZcKx67iM/ljj8fappwm4uN9bbg2k7nBeJvDV5plwbi3kdrVnC7lJyqjor+ozjmsmZBdWPkHPBK5r0/xE2NImycA7c/mK87gVftkiE4BOa4sRFRlod9GblHU2PCN2w0OGzYZuLOUwuB3Q5Ib6Y/lVwajDcavdWm0CRV/dtuzuC9eO3X9K4bVr260adbqzuXgLsI3ZO4P/16sazYa5oVpp+r3N9dreXu8SIUx5WApUE4+8VbOP6g13YaopQ1OPEQcZ6Hd2c7vcXaHGIiAvHtmpNJna9ieeVV3+ay8eg4FFFKlrFt93+bFLc1Y13TKSThR07GsHxFk6vagMwyqng+jUUV0UPiM6nwnRajIYNPuZlALIhIz0qK+iSewlikXKMmcUUVmuhTHwW0dpbJDFnYowMnNRJEqxSquV3MxJU4OTRRQ/iuC2KFwcyovZWbH4GvHtX1W60zxJLqVuV+0JOSN65B3Dacj6MaKKh/GvR/oP7Jq/DJzDfahGoBDyRKc/R69NMrNqEVsQNmxpPfIxj+dFFOnuxS6F9V2w7FJUbcDHbtTNZG3Q7gDsox+YoorSHxoT2Y3w0m3ScElsyFufcA1atpmkub5WxiKfauB22g0UVU/ikTHZCQWkCXNxcLGBKz4J+g/wDrn86fIAZoyQCQDg+lFFZvXcpFG9YxSAoADIzBvf5c/wBK5TxuMaATk4zHxnj7xooqZ9Bo4jVfEDaxHbxyaZYW5twI4nt0dSqD+EAsQBzk8cnmvW7Gd3vLiI42xhNvHqKKKmTd4+v6MI9STSrhr1ZppVXekxQFfQDj+ZrYQbpEyTgZOOx+tFFbT0YlsYXikn7TagMRlT09mFdFeOYrOaQcssZIz9KKKufwRIXxMiu40m0+SN1yjR5I/DNFpbR2lnHFFnaB3NFFR9kvqVZIlWGbaSpZmOQeQTXE+LkH9kzkcNCrSIR1BXpRRWdvdGtzzy31+W0ubvzbKxvUmdXZLuHeAyjgjBBHXkZwe4NdR4M1K6un17UZpN91M8UjuQOSxbPHSiiuZtqDa7P8jd/Ed5qV7LbtZRIEKXEgRwwzxxW3Fhc4GOaKK7fso51uycKEtGXJOUJJJ5ORWN4UX/j5csx3BeD2xRRTh/Dl8iZfEjYMrf2q0GBtEAf3zuIqJrKCXUxcsp81Y+CDjPNFFStNiiHVraO7s5IJhlG6/ka8p0yZ5ljkc5Yjk+tFFcWKS0Z2YbqUfGAzozn/AKaLWCniLVNT0e2sry8lmigk8xfMkZiWcDOcnnG3j0yfWiinhPhZGK+JH//Z", 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", 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", "info": {"video_id": "86405", "label": "pretending to put hair band next to wood candle stand", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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2oWjz7TNGu8AHBOeOnpmq5Y6p7E3Zp6PDcQ6dEl2czjO4/XmrUsQuNPkjlV1MwIIByQT70jK8/wC7hkCYYb2ABxyMrj3FEyo94kKPhvKKiMHjGQTx64FTKSvzNmiWlifTLEadaR2+8uF/iI6561zfj+O4b4c3oPlmfCyMFGAQHBPB9q6tmSWZrPcc7A7jB+7nHX14rnPiG9vD4WumlB3GNoYnHOHbAxj8KmUrO8gS7HBfCaWJNS1hVLrC1pGuGHJYuB29yfwr2BnH21bco3yqpyR8pByMfXivF/hLqMOn+KpLe6GHvYfKjbI4YHIz9cGvaoQ810s4JEYLIUPf0IqXJLpqOzIjGTclW2hUUhWzz71QjaSOxZ5SkjrgExjgt7D8q0pPKFoBHKiSTOdrk4yx6n36VXmtxBAfIjXdLIpKueM55/QGnd9NhaHi3xK8Lz2t8urW+6aKYYmP8Qb1+lc/4aZJknsbhPkk+ZWYcZ7ivUfGUsvnyWoj3RpEJF55688enavOJYZI3ijjG0Od8Z7gelZ1Za8ptSjZc56N4Iju57hIwAkNi3LA8yBs8Y/OvRTnzI1ABXOW55GOn61xXgYrDFdu5wCIh9Sc4rtIozCJZ5pCS4BweiDGMD8ea0pTcoK7/q5nUiozaQxtNhutUjuzuEkAwPRueP61pMJGngEbAKGJkBXORjjHpziqOmhI7MTKSY1jCjqT8uc/XmtGDY6C6bIaRQRvG0gdQpH41XPdJp3RCVjwr4u8eMhLIDJDJZL5XlkcMpZefbOa9R8G3Cx+B9MuJCS1vpkbOcY4CluD06CvK/irIk/iSO2tkMf2WIxzKcY3Fi5P/j1d9oeqR6n8HmiskPnRWEloyA8qyxkZ+mCD+NRzRepbTseC+I9euvEeuXOpXTNmRv3aE5EafwqPoP1ya9T+E3iee/086DcTqXtMvDv6tGeNoPba2Pwb2ryGxS2eWQXW/b5L7Nh537fl/DOM10vhxLrwn44txcxxyFAyvtc7WyucZH4USk4q63FGLkfQ06NJcgKzr5Y3EDoxI6H+f5Vks0aTXTxhy4LSEHvnHA/EfrUln4hg1W1v5rZds0CB/Kb73Tkn1Ge4p1rcfbNI82OPbIfl59c4z7jvV2bipRehL0dnuZ17GiW0WUZnjbeqk85wc/zNaehwXMOnol4czZJJPYHtnvWZc3yDXorN0IYxb439Tzn9BW6wkmUxQSBGGNzjnbyDjHqRVpNaPZi0ZKUEtnKsodDKCuAckZ4GKl0mw/s2zS3Ll+c7iO5qCcL9piijfa3lsqxg8c46/gDWgXjeT7EGIZo9xHOdmcdfWp5tLJ3HbW5g+LkuZPh/rACR+e9vIQF6EA5799ory34SzRp4pvCrskTac2/d8vzF1GBjsCeter+Nnt7Xw1cyz7gFhkSNuoDupQAjv1ryT4S3cNj43VLwYa6gaCInGN2QRn64I/Kock3YpJ2PdXkUXSWxDEhAeR8pBOOvrxUbRFroAqMxqdsh9+1SpvmuxIp/dIzRsp746EU2RQLZmiZTNI5IYngseP6dPahSvsTY+TNe8weINR81VWT7TJuC9M7j0qx4bhmTWtPuyjC3F0kbS44BNanxJ0d9I8aXvyFYbk+fEfUHqPwOad4IvbbfPp9221JCJI26YYe/5VM5OKui6cVKVme3nP2naS37pRnjg59/wqtpaAXckalmWPIJcZOS2Qc/Tj8BWSniB9OtpYtQ3SNtzFKOS/b5vf3rf02WFrWJ7f5kdQYx0JH/ANarjLmScdupMoODtI0EBMxBUhVXg54JP+GP1qCx01ItRuL9Hc+d/C3YcUSo0OmuJ58Sty0iDaTz2/DiriyLaW5llPDycYBOdxwv9KtSs+VMlq+pKhdbxpGKCBIweRyDkk8+mK+dpEktvHnkSA+cmrD94G4K+ZkfzHNfRUtsv2SaNhvMobeM43ZGDj/CvnPXbqJvGdzqEABtlulkRCcZwRgfpUOS2e5SR9EmQeVLKkTuHn2kAbTjcFJ+nf6U6ZWMEeGXfIMMGHUDqcVBbX8OuadbT2pKxXUPmhs8occA/r+VaC7FlTzDlkjzkjoO5pcybtbQVjOkQrqKqJ/lZQVjI6EZyc+4P6VXKgvLcEHKgrjPBUdePzrQtkhudtwjrKCxaNh/D2Kj8Ky9Wa6h0czpteUSbjhP4M5AI/IGrgpN2YnZK5QWI/Zljjg2DeI9rHjaO/5VDdBjdxLHGCyD5uMYUnsfqK1XLzQW7EGNhh2XuOOn61jW1xcPq1/bzxbQjBkcDqp4A9+n86ShJpq4XRvJLDDIIA489xu28bj/ALRqxbW6KsUsnzTKmC7dffNZP9lSP4hW/Mg8pQCFB5zjH5VsyZxGioH8xtrAnHy9z70ThG66lpsbNexWVgbqVGTe33cZOfXH0Ga5L4mW5Xwck8WXj+2JNL7hgR/Wuuv7BNRjS2lVtoYNuB6e1WbvTrW60qSxniV7d4/L8tjwfQZ/Kk4xcV3BNqR846LbfZ9YspbWR3kEiyAhPuKvPTvx1r6EtLkvo6XUyNE3k73VRyvHYViaf4P0fw1ct9iV2uHjLYlYMdmQMA445IrqXX92Aqgu/wAoXOMjv+QqY+6tSptN6GfrGnjULa2SOUxsHDqcdRxn8elWbpWwsgPG4bxjOR61JdeebjYoHlGM5/vBtw/pUcyiWWNDJt2MJCFPJ6gA+x5q27pJma3OS8TWhuVYxlfNRfkIHJHUj64/lXmr6cjyOzpKyIfkf0HevWdVhW1vsoj7ZmyW6jOMY/ICuOktGmuTbEBYZXLrtPVM8CuWtZu6OqhL7LNvwKyC2uZXbCRomcngdeT+VdlazR3rRXETloAGHB4bp1H51y2i6cjWeo2aEIHjRQT2xkiun0WwGn2CW5fecliwJ5JrejGLoq+5jWb9qzQREjMMEcQ2Z5A6KBzn86Yt1Be6hJY5OYgH7YYgj+VSW+5jK5VcBiqEHOQPX8c0tlp0Md5NfeWVmkPIznHrVqMUmmZtu6seE+PrJW8c6rDds8e+XzkdVzlGUcfpXU/Czz4I5oDCxs7l2OCOAAAM5/DFd/rvhHR/El1HNfQbpbcY3xybW9cH2xVnR4LWGBIrRFFqIx5eBjC5OB/9f61nGLjK72NZTTjbqfKnibRptA8RXunSxsoilbyyf4kJ+Vh9Riut0WdNXs7c3MDpIBksy4WULxuU/XrXtuueFdL1uU3F7YW1wIVKpJKuSvXP4A15mNNks7uJgyNbSAIGhyED46Mp+62B+NZV/hNMPu9TOj1G78M6pHcW6qyxlsq38aN95T/nqBXrK+Rd6NDLayGGFkWRGXjA4PP16H615n4hsvMtPMA5A4PrXoOhSs/hfS0g2uwjjRg3TaBz/wDWp4apf3bhiI2dxs4ia+DHY0kYCgAfMm4E8/XFakUsNu8cJcGeQZxwGb1Y1m6gqxahFIIv9cQpcdeMkZ/M/nTn0qSbxBDfeaPKQKduecjj8q64uMm03scrujZtbddsMkuXmRfvt15qZ7uK1snupUZQW6YyT2HFNkyEUKocuwUqTjg9f0zS31il/ALVwwBIYOv8PaohCMWuw23Y5b4jxN/wgstzC3mI1zDPJgcFen5dK8c0i0FtrNjPbTF5PNVkwnKKDnn1P+FfS0+nWs2kyWE0Qe2aMxmNjwQe1crp3gfRvDV15tv5j3DoxUTMGKr3A49wM1lKGvu7GsJpR13N/T7vztHjunTycxF2AH3cDrj8Kg1mxN7Y2y28oRw4dCeNwxyfr3rUZQsPyL8xG1U6Z9vyz+VQ3pl81Y0X935ZJI+8GBGP0zW6laV0YtaanD/EzR7TU9Hha4iVpPMIV8cq2PXsDXnOj6fpcML6f5aJLcx7oLhh/q5R/Cx/unpXp3jJnusWDzeXEdr8Dvk459M8VwkFnNLcSukKCKY+WoI5Ujqa5Ks7S0O2lBOGu5a09ZLmyZbhdzxfId45BHUGul8L3MC6eyzMiG1Ozc3GFPI/z7VjaUoUzW/JKnkmrkejzXAuIrdguXjYhmwCPmH6VOFs6lnsx4n+HfsdgkAujKJwTEwXajDGPWrqFfP27CFRM7uwz2/KoLSIQWcUZY/u4wCSfQVNCGNqHeEhpBlkBz1966uRJ3Rx3IbOeHUy80TNmEsihhjGR1/GvnOe0jW6mW4LpPbuUdMcMQxxn0r6U0jS4dPhYRA5kO5iT19KxNV8G+Hrm9n126tlLj5nKv8AI+O5Ud89aVWCb9wqnK3xGZ8N2u4tDS0uInWONAyFxjBYk4/Ig12alZBdI8cgVTtYkcMNv8Pr1/Om2aBY5Eb7qsRn6YqSZJm0+cxsI5HBKPjkemQe+Kaa0RD7lTSrBbKyMAdnDOXy3UGo5pAkKK7/ADZxg4/eYyePyq2W8qKRwwGWyrAZHJ4NVLq1jjs44oI1Lxn90HPfnP16mm5LWTFbSyIL2GOUwzFSXQkpgdMg5/SsqOZJZpAu7h2Rt3UEEfpgitZDLI9uRujCRnfGw654A/CsyaN01KTbhoSOSP4W44/KjmVk+4WNCyVQZT1UNjeWznHX6YOau2waSTzSMRlRsBGGHrn9KoGCR4Rb28hhbcJC4XPG7JX8eavyTeW8Ue3PmsV+nFZyaS5mzRBbRzGdzLIJE85pExxsXGFH8/zq2I4byT5vmWFx8vbeOc1VSNNOhnmeTKk5HHTsB+tSyXMVi0FuXVZZfljV8846kmiHPJJtWYnZBebWvoY2hzvUpvHp1I/QVNEkpuZX3DyQoVV287upOfTkD8Kkto1t7cRsfuljk/Umqt5dvY6VNcZV3JJTI4+Y8Zx7Uqanza9fwB2sJLGbyfcpaNreUAk9GGM/1poCGaYFwWBAYcZUYzj+tP024iutPhuIVCq6/dHYjj+lQzWoube7VNoknDKWA68YAP8AKqjT5ZO+7C91oVUiDRSswyk7b+TnAI7VwOs3J0m6gllGFDmNSR1Ung/pXY6Zb3Npp/l3GRvlO1c9B7VwU1pN4j8QXGi6jqksUYM3lCKPcCyqWVR6Djkn096c6cVeK2CE2mpHW6FMlyksiFXLMgQEkAsc9ce2a6/Jx5cQIdgdrY4X3NeV/Ce4mul1D7RKzrD5TKG/hPzV6jZwyLLNO8jkTbSImxiPAwQPrU042p8rKqSvO6LFzG7WiRRz+U4ZSW9QDlvz/rVtHW3haSQYLPk4GcknA/pVBUGoxupymyQqD1zirytHJd+SoJeJA3sM8f0ojKU7pbdGS0kTxwJbI7RrmRuWJPLsBgZqpbfNaO0cflupMaYGcc8fkTRbXMWoyCSGQNHBJ6EHOD+npV2U7mjVHCtu3HjqB1/pSmpqV+i6dwVrEErG2sgJf3pCqjbRjcehNea+JvDV5plwbi3kdrVnC7lJyqjor+ozjmu9udTQa9FYOilWXCseu4jP5Y4/H2qPxE2NImycA7c/mKK1J25pdi6NSzsjzCZBdWPkHPBK5ro/CN2w0OGzYZuLOUwuB3Q5Ib6Y/lWPAq/bJEJwCc1lave3WjTi6s7h4C7CN2TuD0/WuKhPln6nXXjzQ9DuRqMNxq91abQJFX9227O4L147cn9K1LBRvlzzhtu7dnnuPbBrzrUybWzj1qw1rUJJXn+zb541QTkJlmj77VPynd6j6D0IQSPam3gkMMknzmUDO3kZH4816raex5yv1NO33SSCXGItvyhhg57mlgjnNzL5kgeIzB0A42KF4/8AHs0kk3kmIbcmR9g9qdFEmnJcXDyfu8Z6dAKw5mpcsde/kXbS5baOG8Yxs25Y2G5OnzDBFR3vlm7gR4ixbKbvY9R+gpr3MVjHCjOqyS/LGrk/Mfc1bt4xFHsY5O5myeepomqlrJ/MFa5EiyfaWIK+SqbQCvzb85zn0xVe4RrqfMTMjwSKGz0YYz/Wpbm6az06e5O1+S0Y6A5+7nFR6bcRXVhHcRDAccjPccGnKDqQvshXSdjmPFVgtzG1wAGe3ILRjumMkH+dcjZWMsMEl1JcEoy+ap7KT/8AWxXomo2fn2975YUTTAruHfAwM/rXnUdrc2EK290u23lkOxT2x2+np+NZ16V486OihVs+RkOkpcTXNxdFWCPwOMZx3rqdJGbgAneTjOG6YzyfXnA/GuasZxdeKn0q51S6tLR5NkbxSxxrHwCSxcYxjPHUnAq/4Pa5h1nW4btrpzaSCFUnA8xRuPBA4zwM44rOjBqSkXWqJxcTtuXYRR4yCu/cONp6/jUs6z/abdoZQsaht6Y+8SML+tQ2aTW9o32mUSyAuxZVxkZJA/LAqWKEXbW92DsHDFfX0recuR2jq/0ORK61LalI4obcMUZxtXHOMDJpZoYreweKGFTHg/u/Y8molnh23NyWISElHY5wNvX+dPspVumS+VgyshVcZGBkdff1qpRnZ2C6uNWOSe0i8stDJKQzMBnGOT19QMfjU1y48yOEoHWVsMCeg5Of0qUnfdKVkwEU7lxwc9P5VkWeqNda5d2roBsyUO3BUA4wfzzRCEpQa7de4m0mTtFHYw20bSNt8wKp9Sc4FQTPFNqCRCSMywjzNufm5/8ArVfnKmaJWIzyQpHXA/pmse50p/7eS9WT5Au8gnkEDH5e1VCEFHl6IUm73JZmb7SrqMqqHzB3Pp/WsLTtRe9N3DMo3xPuBC4yCeR9RxUfiqe7sdNF7a3MsLcR/J0OW/niud1a113w/pljfz3t0lxftI0sezHlYClQxx94hs4/wNUpJJpiadzurOd3uLtDjERAXj2zUmkztexPPKq7/NZePQcCiisaWsW33f5s1luasa7plJJwo6djWD4iydXtQGYZVTwfRqKK6KHxGdT4TotRkMGn3MygFkQkZ6VFfRJPYSxSLlGTOKKKzXQpj4LaO0tkhizsUYGTmokiVYpVXK7mYkqcHJooofxXBbFC4OZUXsrNj8DXj2r6rdaZ4kl1K3K/aEnJG9cg7htOR9GNFFQ/jXo/0H9k1fhvI1rFrzRHBUwAZ57sK9L1K9lt2sokCFLiQI4YZ44ooopa1WvL/MJfCbcWFzgY5qcKEtGXJOUJJJ5ORRRVvcRjeFF/4+XLMdwXg9sVsGVv7VaDA2iAP753EUUVpV/iMin8KImsoJdTFyynzVj4IOM81Dq1tHd2ckEwyjdfyNFFZy1VmXHc8p0yZ5ljkc5Yjk+tUfGGDozkj/lotFFeSvjR6cvgZl3fiiXxBaWon02wt3iESRvbK6lUAPygFyAO/A5PNeyWM7vd3EZxtjCbePUUUV6Um7x9f0Z5kepLpVw16s00qrvSYoCvoBx/M1sIN0iZJwMnHY/Wiitp6MS2MLxST9ptQGIyp6ezCuivHMVnNIOWWMkZ+lFFXP4IkL4mRXcaTafJG65Ro8kfhmi0to7SzjiiztA7miio+yX1KskSrDNtJUszHIPIJrifFyD+yZyOGhVpEI6gr0oorO3ujW555b6/LaXN35tlY3qTOrsl3DvAZRwRggjryM4PcGuo8D6jc3urajd3LiSe7nRpXI6khzxjpRRXPF2SNp7s74ys2oRWxA2bGk98jGP51fVdsOxSVG3Ax27UUV1swQzWRt0O4A7KMfmKb4aTbpOCS2ZC3PuAaKK0/wCXXzJfxlq2maS5vlbGIp9q4HbaDSQWkCXNxcLGBKz4J+g/+ufzoorN6MaHyAGaMkAkA4PpVG9YxSAoADIzBvf5c/0oopDOU8bjGgEgnrHxnj7xrz+41nULywhsLm7mmgt5XlQSSMxJfGc5POMcemT60UVEeoM//9k=", 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", 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2oWjz7TNGu8AHBOeOnpmq5Y6p7E3Zp6PDcQ6dEl2czjO4/XmrUsQuNPkjlV1MwIIByQT70jK8/wC7hkCYYb2ABxyMrj3FEyo94kKPhvKKiMHjGQTx64FTKSvzNmiWlifTLEadaR2+8uF/iI6561zfj+O4b4c3oPlmfCyMFGAQHBPB9q6tmSWZrPcc7A7jB+7nHX14rnPiG9vD4WumlB3GNoYnHOHbAxj8KmUrO8gS7HBfCaWJNS1hVLrC1pGuGHJYuB29yfwr2BnH21bco3yqpyR8pByMfXivF/hLqMOn+KpLe6GHvYfKjbI4YHIz9cGvaoQ810s4JEYLIUPf0IqXJLpqOzIjGTclW2hUUhWzz71QjaSOxZ5SkjrgExjgt7D8q0pPKFoBHKiSTOdrk4yx6n36VXmtxBAfIjXdLIpKueM55/QGnd9NhaHi3xK8Lz2t8urW+6aKYYmP8Qb1+lc/4aZJknsbhPkk+ZWYcZ7ivUfGUsvnyWoj3RpEJF55688enavOJYZI3ijjG0Od8Z7gelZ1Za8ptSjZc56N4Iju57hIwAkNi3LA8yBs8Y/OvRTnzI1ABXOW55GOn61xXgYrDFdu5wCIh9Sc4rtIozCJZ5pCS4BweiDGMD8ea0pTcoK7/q5nUiozaQxtNhutUjuzuEkAwPRueP61pMJGngEbAKGJkBXORjjHpziqOmhI7MTKSY1jCjqT8uc/XmtGDY6C6bIaRQRvG0gdQpH41XPdJp3RCVjwr4u8eMhLIDJDJZL5XlkcMpZefbOa9R8G3Cx+B9MuJCS1vpkbOcY4CluD06CvK/irIk/iSO2tkMf2WIxzKcY3Fi5P/j1d9oeqR6n8HmiskPnRWEloyA8qyxkZ+mCD+NRzRepbTseC+I9euvEeuXOpXTNmRv3aE5EafwqPoP1ya9T+E3iee/086DcTqXtMvDv6tGeNoPba2Pwb2ryGxS2eWQXW/b5L7Nh537fl/DOM10vhxLrwn44txcxxyFAyvtc7WyucZH4USk4q63FGLkfQ06NJcgKzr5Y3EDoxI6H+f5Vks0aTXTxhy4LSEHvnHA/EfrUln4hg1W1v5rZds0CB/Kb73Tkn1Ge4p1rcfbNI82OPbIfl59c4z7jvV2bipRehL0dnuZ17GiW0WUZnjbeqk85wc/zNaehwXMOnol4czZJJPYHtnvWZc3yDXorN0IYxb439Tzn9BW6wkmUxQSBGGNzjnbyDjHqRVpNaPZi0ZKUEtnKsodDKCuAckZ4GKl0mw/s2zS3Ll+c7iO5qCcL9piijfa3lsqxg8c46/gDWgXjeT7EGIZo9xHOdmcdfWp5tLJ3HbW5g+LkuZPh/rACR+e9vIQF6EA5799ory34SzRp4pvCrskTac2/d8vzF1GBjsCeter+Nnt7Xw1cyz7gFhkSNuoDupQAjv1ryT4S3cNj43VLwYa6gaCInGN2QRn64I/Kock3YpJ2PdXkUXSWxDEhAeR8pBOOvrxUbRFroAqMxqdsh9+1SpvmuxIp/dIzRsp746EU2RQLZmiZTNI5IYngseP6dPahSvsTY+TNe8weINR81VWT7TJuC9M7j0qx4bhmTWtPuyjC3F0kbS44BNanxJ0d9I8aXvyFYbk+fEfUHqPwOad4IvbbfPp9221JCJI26YYe/5VM5OKui6cVKVme3nP2naS37pRnjg59/wqtpaAXckalmWPIJcZOS2Qc/Tj8BWSniB9OtpYtQ3SNtzFKOS/b5vf3rf02WFrWJ7f5kdQYx0JH/ANarjLmScdupMoODtI0EBMxBUhVXg54JP+GP1qCx01ItRuL9Hc+d/C3YcUSo0OmuJ58Sty0iDaTz2/DiriyLaW5llPDycYBOdxwv9KtSs+VMlq+pKhdbxpGKCBIweRyDkk8+mK+dpEktvHnkSA+cmrD94G4K+ZkfzHNfRUtsv2SaNhvMobeM43ZGDj/CvnPXbqJvGdzqEABtlulkRCcZwRgfpUOS2e5SR9EmQeVLKkTuHn2kAbTjcFJ+nf6U6ZWMEeGXfIMMGHUDqcVBbX8OuadbT2pKxXUPmhs8occA/r+VaC7FlTzDlkjzkjoO5pcybtbQVjOkQrqKqJ/lZQVjI6EZyc+4P6VXKgvLcEHKgrjPBUdePzrQtkhudtwjrKCxaNh/D2Kj8Ky9Wa6h0czpteUSbjhP4M5AI/IGrgpN2YnZK5QWI/Zljjg2DeI9rHjaO/5VDdBjdxLHGCyD5uMYUnsfqK1XLzQW7EGNhh2XuOOn61jW1xcPq1/bzxbQjBkcDqp4A9+n86ShJpq4XRvJLDDIIA489xu28bj/ALRqxbW6KsUsnzTKmC7dffNZP9lSP4hW/Mg8pQCFB5zjH5VsyZxGioH8xtrAnHy9z70ThG66lpsbNexWVgbqVGTe33cZOfXH0Ga5L4mW5Xwck8WXj+2JNL7hgR/Wuuv7BNRjS2lVtoYNuB6e1WbvTrW60qSxniV7d4/L8tjwfQZ/Kk4xcV3BNqR846LbfZ9YspbWR3kEiyAhPuKvPTvx1r6EtLkvo6XUyNE3k73VRyvHYViaf4P0fw1ct9iV2uHjLYlYMdmQMA445IrqXX92Aqgu/wAoXOMjv+QqY+6tSptN6GfrGnjULa2SOUxsHDqcdRxn8elWbpWwsgPG4bxjOR61JdeebjYoHlGM5/vBtw/pUcyiWWNDJt2MJCFPJ6gA+x5q27pJma3OS8TWhuVYxlfNRfkIHJHUj64/lXmr6cjyOzpKyIfkf0HevWdVhW1vsoj7ZmyW6jOMY/ICuOktGmuTbEBYZXLrtPVM8CuWtZu6OqhL7LNvwKyC2uZXbCRomcngdeT+VdlazR3rRXETloAGHB4bp1H51y2i6cjWeo2aEIHjRQT2xkiun0WwGn2CW5fecliwJ5JrejGLoq+5jWb9qzQREjMMEcQ2Z5A6KBzn86Yt1Be6hJY5OYgH7YYgj+VSW+5jK5VcBiqEHOQPX8c0tlp0Md5NfeWVmkPIznHrVqMUmmZtu6seE+PrJW8c6rDds8e+XzkdVzlGUcfpXU/Czz4I5oDCxs7l2OCOAAAM5/DFd/rvhHR/El1HNfQbpbcY3xybW9cH2xVnR4LWGBIrRFFqIx5eBjC5OB/9f61nGLjK72NZTTjbqfKnibRptA8RXunSxsoilbyyf4kJ+Vh9Riut0WdNXs7c3MDpIBksy4WULxuU/XrXtuueFdL1uU3F7YW1wIVKpJKuSvXP4A15mNNks7uJgyNbSAIGhyED46Mp+62B+NZV/hNMPu9TOj1G78M6pHcW6qyxlsq38aN95T/nqBXrK+Rd6NDLayGGFkWRGXjA4PP16H615n4hsvMtPMA5A4PrXoOhSs/hfS0g2uwjjRg3TaBz/wDWp4apf3bhiI2dxs4ia+DHY0kYCgAfMm4E8/XFakUsNu8cJcGeQZxwGb1Y1m6gqxahFIIv9cQpcdeMkZ/M/nTn0qSbxBDfeaPKQKduecjj8q64uMm03scrujZtbddsMkuXmRfvt15qZ7uK1snupUZQW6YyT2HFNkyEUKocuwUqTjg9f0zS31il/ALVwwBIYOv8PaohCMWuw23Y5b4jxN/wgstzC3mI1zDPJgcFen5dK8c0i0FtrNjPbTF5PNVkwnKKDnn1P+FfS0+nWs2kyWE0Qe2aMxmNjwQe1crp3gfRvDV15tv5j3DoxUTMGKr3A49wM1lKGvu7GsJpR13N/T7vztHjunTycxF2AH3cDrj8Kg1mxN7Y2y28oRw4dCeNwxyfr3rUZQsPyL8xG1U6Z9vyz+VQ3pl81Y0X935ZJI+8GBGP0zW6laV0YtaanD/EzR7TU9Hha4iVpPMIV8cq2PXsDXnOj6fpcML6f5aJLcx7oLhh/q5R/Cx/unpXp3jJnusWDzeXEdr8Dvk459M8VwkFnNLcSukKCKY+WoI5Ujqa5Ks7S0O2lBOGu5a09ZLmyZbhdzxfId45BHUGul8L3MC6eyzMiG1Ozc3GFPI/z7VjaUoUzW/JKnkmrkejzXAuIrdguXjYhmwCPmH6VOFs6lnsx4n+HfsdgkAujKJwTEwXajDGPWrqFfP27CFRM7uwz2/KoLSIQWcUZY/u4wCSfQVNCGNqHeEhpBlkBz1966uRJ3Rx3IbOeHUy80TNmEsihhjGR1/GvnOe0jW6mW4LpPbuUdMcMQxxn0r6U0jS4dPhYRA5kO5iT19KxNV8G+Hrm9n126tlLj5nKv8AI+O5Ud89aVWCb9wqnK3xGZ8N2u4tDS0uInWONAyFxjBYk4/Ig12alZBdI8cgVTtYkcMNv8Pr1/Om2aBY5Eb7qsRn6YqSZJm0+cxsI5HBKPjkemQe+Kaa0RD7lTSrBbKyMAdnDOXy3UGo5pAkKK7/ADZxg4/eYyePyq2W8qKRwwGWyrAZHJ4NVLq1jjs44oI1Lxn90HPfnP16mm5LWTFbSyIL2GOUwzFSXQkpgdMg5/SsqOZJZpAu7h2Rt3UEEfpgitZDLI9uRujCRnfGw654A/CsyaN01KTbhoSOSP4W44/KjmVk+4WNCyVQZT1UNjeWznHX6YOau2waSTzSMRlRsBGGHrn9KoGCR4Rb28hhbcJC4XPG7JX8eavyTeW8Ue3PmsV+nFZyaS5mzRBbRzGdzLIJE85pExxsXGFH8/zq2I4byT5vmWFx8vbeOc1VSNNOhnmeTKk5HHTsB+tSyXMVi0FuXVZZfljV8846kmiHPJJtWYnZBebWvoY2hzvUpvHp1I/QVNEkpuZX3DyQoVV287upOfTkD8Kkto1t7cRsfuljk/Umqt5dvY6VNcZV3JJTI4+Y8Zx7Uqanza9fwB2sJLGbyfcpaNreUAk9GGM/1poCGaYFwWBAYcZUYzj+tP024iutPhuIVCq6/dHYjj+lQzWoube7VNoknDKWA68YAP8AKqjT5ZO+7C91oVUiDRSswyk7b+TnAI7VwOs3J0m6gllGFDmNSR1Ung/pXY6Zb3Npp/l3GRvlO1c9B7VwU1pN4j8QXGi6jqksUYM3lCKPcCyqWVR6Djkn096c6cVeK2CE2mpHW6FMlyksiFXLMgQEkAsc9ce2a6/Jx5cQIdgdrY4X3NeV/Ce4mul1D7RKzrD5TKG/hPzV6jZwyLLNO8jkTbSImxiPAwQPrU042p8rKqSvO6LFzG7WiRRz+U4ZSW9QDlvz/rVtHW3haSQYLPk4GcknA/pVBUGoxupymyQqD1zirytHJd+SoJeJA3sM8f0ojKU7pbdGS0kTxwJbI7RrmRuWJPLsBgZqpbfNaO0cflupMaYGcc8fkTRbXMWoyCSGQNHBJ6EHOD+npV2U7mjVHCtu3HjqB1/pSmpqV+i6dwVrEErG2sgJf3pCqjbRjcehNea+JvDV5plwbi3kdrVnC7lJyqjor+ozjmu9udTQa9FYOilWXCseu4jP5Y4/H2qPxE2NImycA7c/mKK1J25pdi6NSzsjzCZBdWPkHPBK5ro/CN2w0OGzYZuLOUwuB3Q5Ib6Y/lWPAq/bJEJwCc1lave3WjTi6s7h4C7CN2TuD0/WuKhPln6nXXjzQ9DuRqMNxq91abQJFX9227O4L147cn9K1LBRvlzzhtu7dnnuPbBrzrUybWzj1qw1rUJJXn+zb541QTkJlmj77VPynd6j6D0IQSPam3gkMMknzmUDO3kZH4816raex5yv1NO33SSCXGItvyhhg57mlgjnNzL5kgeIzB0A42KF4/8AHs0kk3kmIbcmR9g9qdFEmnJcXDyfu8Z6dAKw5mpcsde/kXbS5baOG8Yxs25Y2G5OnzDBFR3vlm7gR4ixbKbvY9R+gpr3MVjHCjOqyS/LGrk/Mfc1bt4xFHsY5O5myeepomqlrJ/MFa5EiyfaWIK+SqbQCvzb85zn0xVe4RrqfMTMjwSKGz0YYz/Wpbm6az06e5O1+S0Y6A5+7nFR6bcRXVhHcRDAccjPccGnKDqQvshXSdjmPFVgtzG1wAGe3ILRjumMkH+dcjZWMsMEl1JcEoy+ap7KT/8AWxXomo2fn2975YUTTAruHfAwM/rXnUdrc2EK290u23lkOxT2x2+np+NZ16V486OihVs+RkOkpcTXNxdFWCPwOMZx3rqdJGbgAneTjOG6YzyfXnA/GuasZxdeKn0q51S6tLR5NkbxSxxrHwCSxcYxjPHUnAq/4Pa5h1nW4btrpzaSCFUnA8xRuPBA4zwM44rOjBqSkXWqJxcTtuXYRR4yCu/cONp6/jUs6z/abdoZQsaht6Y+8SML+tQ2aTW9o32mUSyAuxZVxkZJA/LAqWKEXbW92DsHDFfX0recuR2jq/0ORK61LalI4obcMUZxtXHOMDJpZoYreweKGFTHg/u/Y8molnh23NyWISElHY5wNvX+dPspVumS+VgyshVcZGBkdff1qpRnZ2C6uNWOSe0i8stDJKQzMBnGOT19QMfjU1y48yOEoHWVsMCeg5Of0qUnfdKVkwEU7lxwc9P5VkWeqNda5d2roBsyUO3BUA4wfzzRCEpQa7de4m0mTtFHYw20bSNt8wKp9Sc4FQTPFNqCRCSMywjzNufm5/8ArVfnKmaJWIzyQpHXA/pmse50p/7eS9WT5Au8gnkEDH5e1VCEFHl6IUm73JZmb7SrqMqqHzB3Pp/WsLTtRe9N3DMo3xPuBC4yCeR9RxUfiqe7sdNF7a3MsLcR/J0OW/niud1a113w/pljfz3t0lxftI0sezHlYClQxx94hs4/wNUpJJpiadzurOd3uLtDjERAXj2zUmkztexPPKq7/NZePQcCiisaWsW33f5s1luasa7plJJwo6djWD4iydXtQGYZVTwfRqKK6KHxGdT4TotRkMGn3MygFkQkZ6VFfRJPYSxSLlGTOKKKzXQpj4LaO0tkhizsUYGTmokiVYpVXK7mYkqcHJooofxXBbFC4OZUXsrNj8DXj2r6rdaZ4kl1K3K/aEnJG9cg7htOR9GNFFQ/jXo/0H9k1fhvI1rFrzRHBUwAZ57sK9L1K9lt2sokCFLiQI4YZ44ooopa1WvL/MJfCbcWFzgY5qcKEtGXJOUJJJ5ORRRVvcRjeFF/4+XLMdwXg9sVsGVv7VaDA2iAP753EUUVpV/iMin8KImsoJdTFyynzVj4IOM81Dq1tHd2ckEwyjdfyNFFZy1VmXHc8p0yZ5ljkc5Yjk+tUfGGDozkj/lotFFeSvjR6cvgZl3fiiXxBaWon02wt3iESRvbK6lUAPygFyAO/A5PNeyWM7vd3EZxtjCbePUUUV6Um7x9f0Z5kepLpVw16s00qrvSYoCvoBx/M1sIN0iZJwMnHY/Wiitp6MS2MLxST9ptQGIyp6ezCuivHMVnNIOWWMkZ+lFFXP4IkL4mRXcaTafJG65Ro8kfhmi0to7SzjiiztA7miio+yX1KskSrDNtJUszHIPIJrifFyD+yZyOGhVpEI6gr0oorO3ujW555b6/LaXN35tlY3qTOrsl3DvAZRwRggjryM4PcGuo8D6jc3urajd3LiSe7nRpXI6khzxjpRRXPF2SNp7s74ys2oRWxA2bGk98jGP51fVdsOxSVG3Ax27UUV1swQzWRt0O4A7KMfmKb4aTbpOCS2ZC3PuAaKK0/wCXXzJfxlq2maS5vlbGIp9q4HbaDSQWkCXNxcLGBKz4J+g/+ufzoorN6MaHyAGaMkAkA4PpVG9YxSAoADIzBvf5c/0oopDOU8bjGgEgnrHxnj7xrz+41nULywhsLm7mmgt5XlQSSMxJfGc5POMcemT60UVEeoM//9k=", "info": {"video_id": "86405", "label": "pretending to put hair band next to wood candle stand", "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": "4b4595fc746ca09eba52ee58627b3713b1ad83b1ace3667ad3ad16683cdf5a47"} +{"episode": 17098, "episode_seed": 341354770, "split": "train", "timestamp": "2025-10-13T03:02:34.899321", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 341354770, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pour water out of a jar, but the jar is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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yvEjEXFqy8ZDdvpz7ir2jXW+MxnoBXJveRJarZ/bPtIgdhCT95UOMKfp0rW8OSSSX0UMfLOdoGf1qrWRDO5sVjkid3J2qcc8Djqax4r+4urAaitxHa28s/lxDAB2lsZJx6A1q+ISLDw3c7PvuohTBxyxxn9Sa4HUdDhg8NyXSahMfKA2wE/KWzg5/+tUJcxrDa5dt9ak1ay1VtQ1GaOG3TMTLMyjoeSM89BxXMXc9rNo1q6rML7zH+0F+QRxtx+vvVuLRF88vJbLJG1qXiLyj94+ARgZ55JqG4+xz6Zp8BATUcSrM30IKg49iR+Fa6LRHdgqqpYiM5aIg0WQJq1vkAq7bTkZ6/wD18V6vbXcoiktjGyAfMjMuNykDkcnvmvPtE8MXxnguWnSGPOcoQ7Eeg7V29wqRX6SCSUFVCMpR2Xy8deARwR1+uaiTudGbV6dWa5Hc5668O+fqhksbt4p5DtcYB5xn9e/atS0srfwzojztbyfZ/NV55O+WwN+3sBxwK1XswlxFdwhXZfvEY5XqMeuKbquqw2do0dxFvgdSjZ5HPGD7Y/zxQmranjSbexHdwLKu/K8jIYNkH/62K5Wzm8s53c1Xt/FNlpNoLKFp5Y42bZ5uAVUnhc9wKoQ3gD5UjI5oimtCWjv7aR5Y48IWdsAAd6va1cCwWwtIZUglu5ghlY4KoOWOfyqDwbG09ibpx8oJRD6+p/pWb4lNvf8AijyrlN8FpEqYHYtySf0pbuxcNzN8W6pBZrNbWd9JJcKwBYnd8u3JOeh5OPbFY+q6pphvdLlsbeG5eFBJdovCv04JHfOT7cUupadp0XiE2dnsSPyMDz2LDzfc+uP6VXVo7E6ZKkkcgsJd1yqRlSxL5HBAzxxVxSSNdWY17Mk97LKihI5HZlUdgSSBXXeDBcSWFwkXDhj5RZ9qjoTzg1zllaQ65fusTeQfNcEBd2ASSvT2x7V3ugeH49Nhn8rfPLIhUsTjOew7D60pO2h7eKx9GphVBP3tC9fPHqFmJZkE6shO3rkHjA7YrG03wxZSP9ot0D/NhUlYlMYyDjv3roba1a3laGS0khVmLxoWUhR3GFPyjOTTkgNq7iMgox3hAMEHP+cHtUrTc+fb00Mq7v2staSwutiwzoGt58cM/wDEh9+hFZutyiKSHHRtwYY69KzvE2tO7G2ntEuDEwkQjjkH7wxgg1iQ65Nqz75UCKvK++fr16U7a3RLWmp1dhcJKApJDHgZ611GlQF7pQUzGq5die/Ye9cHYzjzE2uCxIwB1r0+xtzb2qiTg43OaUnZAjEu9Qgk8Uz2M18tta2sAZgH2b3PJ/IYrkrnXLSfXLJTcZsTgTiUYDEg5HPQDirdjDp2o3Nzc6lEspuJHlJ3Y6E8dc9BXLPZwXVtdeTLDGEnLDepY+VxjGAeP8acYrc3WmhM+raT/aOreTZia0lR47WQcCN8dQPTPT2rn05yD2rXmvrax/tdmjjmhvIf9F2rwpVwfTipNL8P/wBqbpLe5RYjgjKknBqm+p6+WYqlQUo1HY7PwzcXEWnWsojOxk2yttGAccE9/wD9dJ4h0iHUZFd5WS4BzGfpzj/PpVu20qO20SK1zdSlTu3opdtwHynA5wDjAq69st3aMrgrMMZDptKOOeQazvrc8qvOM6spR2uYWk+HpLbUY72ZpLm58vCOAFAVh39TitC2u4NTtPMgVgiuyMrEAoynBU+9WGuZLS1BeP5lABRTnOPTj/PTtXHT6/p9nrM99DLKguExLCFyrMOjex9apq+xz6tnLG0byScg9sV2lg4ttOW3RypHOcVQh02KOMRthpWI+bsK2otNmmh2qjKDhd386q9zO5Fba1c2jRpceXNGxIbI5X0NI/ieDTblHuLJbpX3CGIYH48g1UfT5hc4YMRHkfWuf1S/WLUpECMQkJRSB3Ib9PmHT0oUU2WmdJJ8QPM2+R4atFWQZRiw5GCey+gP5VqaDrw1vU2sLzTLAxmFpI5ISJFJUgEcjtmvPv7T3i52W8g823WJAIwdjDI444G1iOOa2/Bl9FF4ltYbe3uEj2Ts7SjOGZRwCOw2j605U1a5fMehfY7a2lzFEiem0VVvwzQ7kWRsEblWRgCO5IXk49BVnz45/uyAZzweDTCcHAPFc5JRtXP2dFkSQHkAMxJ68cnBx6Hr60l/YLe2DITzjgA8n2qS7liikjd3VSfl68+3FczFdXuo+MLjTX1S6s7dvM8gRpuyypuC/wCyOCcn096uMXJ6CcuXU5LWcW0saR/LIch/Q46V6B8MtNcwT6tKCd37qEH/AMeP8h+dcFaW9zrF48kkhcABmZ+cE88V0Go6nqNhZx6eLmSC2t8IIbY7N2SerDkkgE/iK1s2uUTfM7o9I8RaTc61aw20V2lqiyeY7PHuJx0xyKwJ/CNp5LR6j4mcx7t5X92gB6Z5JrilSP7RexTyXDJEy4laU568oR0JwH5/2ajFtb3UclwMQhoEAAU7Y3bYMkk5H3+B9aFTa6lJ9Dr/ALD4KskEc2tPchDkKSHwfbC1d07SPBviG8lS2juJJ4MSOXaRGBJ68981w8qRRfbJIMwyQSIiMygABwmGY9iCGPGeprqPAcsia48VzKsl0LFvNYSBzgS/Llu5wfyIolCyvcrm0O5tdHtLXAQMQvQFuBTdSzFCpV5hFu2uqSeWo68swBIHbirasdpFG/jrWSM3Iy7d1a0iDCTlcfPw344/yaztZs1v7IgkEgfKB/KtW+eOKVZHYKH+XJPU1y/i7ULmz0gyw+bbu7r5UoP3ucEe3br1oSbegc1tTgtYjRIjMuI5EAR2xz7H6dqztIhudQvYbePcZJnCID6k1reJLe3ttHi1Sx1S8m8y6NsftECqtwQu53j77VOAdw7j3A0NN019Ot/tIuPJnRC+UOCq98H1xnmtmmlZiclLVHq1u9joenQWb3UMMcMYQebIFJx35rlr+y8JXN5Nd3+ts8kzFiFuQB9AFFcH5QuHuw8Zll2oquxJYzEj5Qc85+YfhUk17Db4jaOFZTE0dyEUAAhTgY7HLLnHdaSpWd7lLQ6uaf4f2xLmKW7fqSPMcn8yKkj8TaF5bvY+GprhEGSX2j16Ak56HpzXHTS2VvayLC6eeLUrGfM3ZJcnOR/EQF47ZpJbmw/teG5W4WGKApOFQM+4lizKDjhskD05PPFV7NFJnrumQaTfaZbahDp1vD9ojWQARqCM9iQK1FSOJNsaKoHYCub8JXcbeENL3Oq5jIGTxwx4roPMBAIIP0rB7smTMqa0khvg6WsXlK+4OFyQu3GdxOc/7PTFOkfevTjpkelaEs0SIxd1Cgc5IArKi826LJbIzLux5pB2EeoPenZvYV+5yXii2RALyJRuRvmyK89uIyl4zRRtsYAq3T8Pw5rtUuZrrxnc6Lqmp3NpE8zQrJDLFGi46sS/AGOw5yQK5q20+5m8Q6naXclyFtJyhFwQZOpAzjjOBzjitFBxV2HOmrG74FsFn1UXd4yx2toPMZpGAG7+EZP5/hXoN34v8NtDLbSaojK6lG8oMeCMcECvPbyC0hsIzghRJgofTG4n64UjPuKz4zLAtqJpo7WeNjMWYhWSM44GOpPJA64+tHs1LVjR1/nfD+DB8qWXHG4iVs/rVebWvBEDZh0SVyON6x4/m1co2qW107QyBUt2dXRGyFU4YnOPdsHHpUpv7F7lB8ghkuJvO3bgCrDAPHbhenNP2a8y7nW2+s6FPcWsD+GSkNzKsIllCNgk4GR1ArsodB0q2wsFnFCvXbGMD8q8Zsby2hvftH2gmae4jzHsI24mDbs9MYAx35Ne3mdDOyh13A4K55rOpHl2FJizwr5DLFuUgZXy22njtmsa1LI0m+KRBheGdmG7uPm53evY1tlu1Vb0r9nLMQNvOT2qSUzIu4o5YZIzwrDkE15nrmnJFPLbsoLMQ0bHkA//AF67LxZqM8Hh57mxZ1CyJmVOOCecetcd4u0jV9M0PTNRv7m4ae58zzI3jP7kDaVBP94hs47fnVwhLcOdLRnV+HLWG+vJnuUEnlBdgPQE966R8IwCjA9KKKyluZsrxRqZySM8GrbnahwF9OgoopMaMyW7li1mzt1IEcyyb+PQcVsxxoVOR2oooKKsGMRAqpGJhyM9JBTJba3kbDQRn/gNFFdCM3uOt7eCBy8UESMeMqoB/OvOtZ1CfT/F93ewbfOjuDt3DI+Zdp4+jGiitIEMzNFc29tdbP4QgGfoahbVbmS989hGXBGMoCFOAoIB7gAUUULdmsditPLK8McbzSNGhLKpbIBPU/jT7C2W4n8p3kCt1wetFFaIo7nSvAmlXibppbsnHQOo/wDZa6XTPCel6Az3NkkvmuhQtJIW4PXjp2oorCo3ZiRsadCrxx/M4zCpOGPUk81cbT0f/ltOP918UUU7Izb1GLp9tDMZBFvk/vyEuR9M9Pwrl/iOA3hdSR0uFXHsQf8AAUUVZnc8w8Sa+datI4ZdMsLc24RInt1dSqL0UAsQBzk4HJ5q9q15OLya3WQrHjbhe4IGRRRTfxG0NjZ0rw5banaqLm6uyincFDjAJ5J6VtW3w60ST773bf8AbUD+QooqG3cs0f8AhAPD1vEW+yySEY/1krH+tWYfC+gxKu3SbXOOrJu/nRRWMpPuSX0git7ixhhjWOJXICIoCj5T0FXraCE2sWYkPyD+H2oorSlsTMcbS2X5hbQ59dgpHlYHaOmKKKqWxmeQeJNWOmeKNaQ2FjeRyXHmFLuHeAyrkEHII9xnB7g1k6Bqd1qkmoalduJLq5KySvjGWO7t2oopz+EuG56VY+BNFntIprhbiZ2UEl5T/TFXD4H8PBdv2AfXzG/xoorm5n3LuM/4Qnw4pH/EsjPPUu3+NK/hfQYCmzSbX7wHzKT39zRRS5n3GXY9A0eJw0el2isOQRCvH6VKkavdzhgG+eHqPdqKKqm7y1E3oX2tYGGDGMH0JFRHTrNWU/ZkYg5G/LY/Oiit7IybZznj47vCkq9B5ydPqa8q1LXNRv7C20+6upZoInaQCSRmJZguc5POMcemT60UVS2Bbn//2Q==", "info": {"video_id": "32927", "label": "pretending to pour water out of a jar, but the jar is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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yvEjEXFqy8ZDdvpz7ir2jXW+MxnoBXJveRJarZ/bPtIgdhCT95UOMKfp0rW8OSSSX0UMfLOdoGf1qrWRDO5sVjkid3J2qcc8Djqax4r+4urAaitxHa28s/lxDAB2lsZJx6A1q+ISLDw3c7PvuohTBxyxxn9Sa4HUdDhg8NyXSahMfKA2wE/KWzg5/+tUJcxrDa5dt9ak1ay1VtQ1GaOG3TMTLMyjoeSM89BxXMXc9rNo1q6rML7zH+0F+QRxtx+vvVuLRF88vJbLJG1qXiLyj94+ARgZ55JqG4+xz6Zp8BATUcSrM30IKg49iR+Fa6LRHdgqqpYiM5aIg0WQJq1vkAq7bTkZ6/wD18V6vbXcoiktjGyAfMjMuNykDkcnvmvPtE8MXxnguWnSGPOcoQ7Eeg7V29wqRX6SCSUFVCMpR2Xy8deARwR1+uaiTudGbV6dWa5Hc5668O+fqhksbt4p5DtcYB5xn9e/atS0srfwzojztbyfZ/NV55O+WwN+3sBxwK1XswlxFdwhXZfvEY5XqMeuKbquqw2do0dxFvgdSjZ5HPGD7Y/zxQmranjSbexHdwLKu/K8jIYNkH/62K5Wzm8s53c1Xt/FNlpNoLKFp5Y42bZ5uAVUnhc9wKoQ3gD5UjI5oimtCWjv7aR5Y48IWdsAAd6va1cCwWwtIZUglu5ghlY4KoOWOfyqDwbG09ibpx8oJRD6+p/pWb4lNvf8AijyrlN8FpEqYHYtySf0pbuxcNzN8W6pBZrNbWd9JJcKwBYnd8u3JOeh5OPbFY+q6pphvdLlsbeG5eFBJdovCv04JHfOT7cUupadp0XiE2dnsSPyMDz2LDzfc+uP6VXVo7E6ZKkkcgsJd1yqRlSxL5HBAzxxVxSSNdWY17Mk97LKihI5HZlUdgSSBXXeDBcSWFwkXDhj5RZ9qjoTzg1zllaQ65fusTeQfNcEBd2ASSvT2x7V3ugeH49Nhn8rfPLIhUsTjOew7D60pO2h7eKx9GphVBP3tC9fPHqFmJZkE6shO3rkHjA7YrG03wxZSP9ot0D/NhUlYlMYyDjv3roba1a3laGS0khVmLxoWUhR3GFPyjOTTkgNq7iMgox3hAMEHP+cHtUrTc+fb00Mq7v2staSwutiwzoGt58cM/wDEh9+hFZutyiKSHHRtwYY69KzvE2tO7G2ntEuDEwkQjjkH7wxgg1iQ65Nqz75UCKvK++fr16U7a3RLWmp1dhcJKApJDHgZ611GlQF7pQUzGq5die/Ye9cHYzjzE2uCxIwB1r0+xtzb2qiTg43OaUnZAjEu9Qgk8Uz2M18tta2sAZgH2b3PJ/IYrkrnXLSfXLJTcZsTgTiUYDEg5HPQDirdjDp2o3Nzc6lEspuJHlJ3Y6E8dc9BXLPZwXVtdeTLDGEnLDepY+VxjGAeP8acYrc3WmhM+raT/aOreTZia0lR47WQcCN8dQPTPT2rn05yD2rXmvrax/tdmjjmhvIf9F2rwpVwfTipNL8P/wBqbpLe5RYjgjKknBqm+p6+WYqlQUo1HY7PwzcXEWnWsojOxk2yttGAccE9/wD9dJ4h0iHUZFd5WS4BzGfpzj/PpVu20qO20SK1zdSlTu3opdtwHynA5wDjAq69st3aMrgrMMZDptKOOeQazvrc8qvOM6spR2uYWk+HpLbUY72ZpLm58vCOAFAVh39TitC2u4NTtPMgVgiuyMrEAoynBU+9WGuZLS1BeP5lABRTnOPTj/PTtXHT6/p9nrM99DLKguExLCFyrMOjex9apq+xz6tnLG0byScg9sV2lg4ttOW3RypHOcVQh02KOMRthpWI+bsK2otNmmh2qjKDhd386q9zO5Fba1c2jRpceXNGxIbI5X0NI/ieDTblHuLJbpX3CGIYH48g1UfT5hc4YMRHkfWuf1S/WLUpECMQkJRSB3Ib9PmHT0oUU2WmdJJ8QPM2+R4atFWQZRiw5GCey+gP5VqaDrw1vU2sLzTLAxmFpI5ISJFJUgEcjtmvPv7T3i52W8g823WJAIwdjDI444G1iOOa2/Bl9FF4ltYbe3uEj2Ts7SjOGZRwCOw2j605U1a5fMehfY7a2lzFEiem0VVvwzQ7kWRsEblWRgCO5IXk49BVnz45/uyAZzweDTCcHAPFc5JRtXP2dFkSQHkAMxJ68cnBx6Hr60l/YLe2DITzjgA8n2qS7liikjd3VSfl68+3FczFdXuo+MLjTX1S6s7dvM8gRpuyypuC/wCyOCcn096uMXJ6CcuXU5LWcW0saR/LIch/Q46V6B8MtNcwT6tKCd37qEH/AMeP8h+dcFaW9zrF48kkhcABmZ+cE88V0Go6nqNhZx6eLmSC2t8IIbY7N2SerDkkgE/iK1s2uUTfM7o9I8RaTc61aw20V2lqiyeY7PHuJx0xyKwJ/CNp5LR6j4mcx7t5X92gB6Z5JrilSP7RexTyXDJEy4laU568oR0JwH5/2ajFtb3UclwMQhoEAAU7Y3bYMkk5H3+B9aFTa6lJ9Dr/ALD4KskEc2tPchDkKSHwfbC1d07SPBviG8lS2juJJ4MSOXaRGBJ68981w8qRRfbJIMwyQSIiMygABwmGY9iCGPGeprqPAcsia48VzKsl0LFvNYSBzgS/Llu5wfyIolCyvcrm0O5tdHtLXAQMQvQFuBTdSzFCpV5hFu2uqSeWo68swBIHbirasdpFG/jrWSM3Iy7d1a0iDCTlcfPw344/yaztZs1v7IgkEgfKB/KtW+eOKVZHYKH+XJPU1y/i7ULmz0gyw+bbu7r5UoP3ucEe3br1oSbegc1tTgtYjRIjMuI5EAR2xz7H6dqztIhudQvYbePcZJnCID6k1reJLe3ttHi1Sx1S8m8y6NsftECqtwQu53j77VOAdw7j3A0NN019Ot/tIuPJnRC+UOCq98H1xnmtmmlZiclLVHq1u9joenQWb3UMMcMYQebIFJx35rlr+y8JXN5Nd3+ts8kzFiFuQB9AFFcH5QuHuw8Zll2oquxJYzEj5Qc85+YfhUk17Db4jaOFZTE0dyEUAAhTgY7HLLnHdaSpWd7lLQ6uaf4f2xLmKW7fqSPMcn8yKkj8TaF5bvY+GprhEGSX2j16Ak56HpzXHTS2VvayLC6eeLUrGfM3ZJcnOR/EQF47ZpJbmw/teG5W4WGKApOFQM+4lizKDjhskD05PPFV7NFJnrumQaTfaZbahDp1vD9ojWQARqCM9iQK1FSOJNsaKoHYCub8JXcbeENL3Oq5jIGTxwx4roPMBAIIP0rB7smTMqa0khvg6WsXlK+4OFyQu3GdxOc/7PTFOkfevTjpkelaEs0SIxd1Cgc5IArKi826LJbIzLux5pB2EeoPenZvYV+5yXii2RALyJRuRvmyK89uIyl4zRRtsYAq3T8Pw5rtUuZrrxnc6Lqmp3NpE8zQrJDLFGi46sS/AGOw5yQK5q20+5m8Q6naXclyFtJyhFwQZOpAzjjOBzjitFBxV2HOmrG74FsFn1UXd4yx2toPMZpGAG7+EZP5/hXoN34v8NtDLbSaojK6lG8oMeCMcECvPbyC0hsIzghRJgofTG4n64UjPuKz4zLAtqJpo7WeNjMWYhWSM44GOpPJA64+tHs1LVjR1/nfD+DB8qWXHG4iVs/rVebWvBEDZh0SVyON6x4/m1co2qW107QyBUt2dXRGyFU4YnOPdsHHpUpv7F7lB8ghkuJvO3bgCrDAPHbhenNP2a8y7nW2+s6FPcWsD+GSkNzKsIllCNgk4GR1ArsodB0q2wsFnFCvXbGMD8q8Zsby2hvftH2gmae4jzHsI24mDbs9MYAx35Ne3mdDOyh13A4K55rOpHl2FJizwr5DLFuUgZXy22njtmsa1LI0m+KRBheGdmG7uPm53evY1tlu1Vb0r9nLMQNvOT2qSUzIu4o5YZIzwrDkE15nrmnJFPLbsoLMQ0bHkA//AF67LxZqM8Hh57mxZ1CyJmVOOCecetcd4u0jV9M0PTNRv7m4ae58zzI3jP7kDaVBP94hs47fnVwhLcOdLRnV+HLWG+vJnuUEnlBdgPQE966R8IwCjA9KKKyluZsrxRqZySM8GrbnahwF9OgoopMaMyW7li1mzt1IEcyyb+PQcVsxxoVOR2oooKKsGMRAqpGJhyM9JBTJba3kbDQRn/gNFFdCM3uOt7eCBy8UESMeMqoB/OvOtZ1CfT/F93ewbfOjuDt3DI+Zdp4+jGiitIEMzNFc29tdbP4QgGfoahbVbmS989hGXBGMoCFOAoIB7gAUUULdmsditPLK8McbzSNGhLKpbIBPU/jT7C2W4n8p3kCt1wetFFaIo7nSvAmlXibppbsnHQOo/wDZa6XTPCel6Az3NkkvmuhQtJIW4PXjp2oorCo3ZiRsadCrxx/M4zCpOGPUk81cbT0f/ltOP918UUU7Izb1GLp9tDMZBFvk/vyEuR9M9Pwrl/iOA3hdSR0uFXHsQf8AAUUVZnc8w8Sa+datI4ZdMsLc24RInt1dSqL0UAsQBzk4HJ5q9q15OLya3WQrHjbhe4IGRRRTfxG0NjZ0rw5banaqLm6uyincFDjAJ5J6VtW3w60ST773bf8AbUD+QooqG3cs0f8AhAPD1vEW+yySEY/1krH+tWYfC+gxKu3SbXOOrJu/nRRWMpPuSX0git7ixhhjWOJXICIoCj5T0FXraCE2sWYkPyD+H2oorSlsTMcbS2X5hbQ59dgpHlYHaOmKKKqWxmeQeJNWOmeKNaQ2FjeRyXHmFLuHeAyrkEHII9xnB7g1k6Bqd1qkmoalduJLq5KySvjGWO7t2oopz+EuG56VY+BNFntIprhbiZ2UEl5T/TFXD4H8PBdv2AfXzG/xoorm5n3LuM/4Qnw4pH/EsjPPUu3+NK/hfQYCmzSbX7wHzKT39zRRS5n3GXY9A0eJw0el2isOQRCvH6VKkavdzhgG+eHqPdqKKqm7y1E3oX2tYGGDGMH0JFRHTrNWU/ZkYg5G/LY/Oiit7IybZznj47vCkq9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", "info": {"video_id": "32927", "label": "pretending to pour water out of a jar, but the jar is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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y9eKL7ULeK0aK7QPDIpVwfu89j7c0J3VmeTK72KOuzeXNAw6MGBHYjimWFwkoCkkMeBnrXOG6URRWi3ouI4HYRlvvKhxhT64wRV+xnHmJtcFiRgDrVJEW1O80qAvdKCmY1XLsT37D3qvd6hBJ4pnsZr5ba1tYAzAPs3ueT+QxW3Y25t7VRJwcbnNcFYw6dqNzc3OpRLKbiR5Sd2OhPHXPQVmtWzWBUudctJ9cslNxmxOBOJRgMSDkc9AOKx31bSf7R1bybMTWkqPHayDgRvjqB6Z6e1QvZwXVtdeTLDGEnLDepY+VxjGAeP8AGmTX1tY/2uzRxzQ3kP8Aou1eFKuD6cVqkkrGsZWkpdjITnIPavTvDNxcRadayiM7GTbK20YBxwT3/wD11xml+H/7U3SW9yixHBGVJODXe22lR22iRWubqUqd29FLtuA+U4HOAcYFTJ9D18yxlGtSUYO7KniHSIdRkV3lZLgHMZ+nOP8APpUWk+HpLbUY72ZpLm58vCOAFAVh39Tit17Zbu0ZXBWYYyHTaUcc8g1E1zJaWoLx/MoAKKc5x6cf56dqIvozwW3bQr213BqdmZIFYIrMjKxAKMpwVI9a5jS7lopAxIps+v6faazPfRSyILlMSwhcqzDo3sfWqEdwjTgxHjPr0oSsS13PRIJA/ldcuQMAetS6pcG2ubKxtQpubpj878hVUZJpPDEbXGnrcP0+6p9fU1ha5bJqviuVDcvALZRBG6H+PG4nj6/pUvV2KhqyPX9dv9KzHBqAaQSmIqDtwBjJIGMcmqGszafD4mtI7m4uri1dQ1yglLspJ46nv6DsKyr7RQNXv7SGSS8MUauGZwGcnGSfYdaktLSzsNR003cEYspIit2wfeGcg9TnscHitIpJGtzAlI89wOm44rvPB9y6aWJooWeSNwGCJklQcZ6+hrj7TSpdUlRrIrhlzh2wVx29677QdIfTNJniubh3LDafKU4RSckDHJ+vbtSkz3swxlGrhkoy10LfiC2h1a0AuX2RkZUp0BPQj/Pc1jab4Vdp7aW5kkuo4HzCgAXaykd/Tpx0robKGKe3NvJIXCgqA6FWZOQD8wGeO9WbPzLGAxso+QnaQfvDtn8h9ODSi+585J6aFWO5jnu7yxKbLi3I8xCfvKwyHHqO34Vha3GIZ4NrYDbj9OlM13XbAarbXz+dDd2pKHYPvKeqtnt3FYt/4jh1Vk2jaIs8k9c//qoSs7rYhp21Ol0u4JfYORiuo0qESl2eM7FOAW6H1/KuA0SeSbUbeCLBd22gD3r0XWZhpfhq7kjxuSHYuf7x4/rSk+g49jAGpwXWn3uo3OoeVEs/lwwo33U3BQxXPPGTXLWut6c+o6i2pSo9mIiYEkUE9SBjjk4qefStIj0C4klicXMMZCHdjLHoevPtWTZwW0H2O+llt1iERVwYyx8zaRzxgc4NUopam+uxntfK2iraNaKk3necJs/MyFcBT9OOlV9PZxqNs0ed/mrwOp55q3cXcdrp0WnXShpEu3d5R2VlGMH6gVr6P4TjuEjnmuXKk/6tF2k/j1/Km3bU9rA46jSw7p1HZ6nbWk00JEZdVinjDIBJlvlHORj9RmsXUtIsL68jSWIpJwN65GVJ559s1uy6fIRC0Nmx8lV2yLIqhAM5HzdiD+NSyWqXECSIDG4O9S68g+hrNPqeHKWtzNj0mbSNLuG0+KJpkUtGrZLTMueGP6D61DaX9tqdlHcxNlG4ZCBuRu6n3BqzrGoz2FkZkAYYyQf4uOufX+decz+JZLS6m+zWKxm4bzWK5+Y9C2OgNNq+xmk3qzMNo3kk5B7YrtLBxbactujlSOc4qhDpsUcYjbDSsR83YVtRabNNDtVGUHC7v51d7mdyK21q5tGjS48uaNiQ2RyvoaR/E8Gm3KPcWS3SvuEMQwPx5Bqo+nzC5wwYiPI+tc/ql+sWpSIEYhISikDuQ36fMOnpQopstM6ST4geZt8jw1aKsgyjFhyME9l9AfyrU0HXhreptYXmmWBjMLSRyQkSKSpAI5HbNeff2nvFzst5B5tusSARg7GGRxxwNrEcc1t+DL6KLxLaw29vcJHsnZ2lGcMyjgEdhtH1pypq1y+Y9C+x21tLmKJE9Noqrfhmh3IsjYI3KsjAEdyQvJx6CrPnxz/dkAzng8GmE4OAeK5ySjaufs6LIkgPIAZiT145ODj0PX1pL+wW9sGQnnHAB5PtUl3LFFJG7uqk/L159uK5mK6vdR8YXGmvql1Z27eZ5AjTdllTcF/2RwTk+nvVxi5PQTly6nLapEIpo1jQ+aMq+OnHSui8C2Cz6qLu8ZY7W0HmM0jADd/CMn8/wrB06GbVrySW4nZlADNk85PNbt5BaQ2EZwQokwUPpjcT9cKRn3Fa26Be+qPQrvxf4baGW2k1RGV1KN5QY8EY4IFc553w/gwfKllxxuIlbP61yEZlgW1E00drPGxmLMQrJGccDHUnkgdcfWo21S2unaGQKluzq6I2QqnDE5x7tg49KFSS6lJ2Orm1rwRA2YdElcjjeseP5tU9vrOhT3FrA/hkpDcyrCJZQjYJOBkdQK5I39i9yg+QQyXE3nbtwBVhgHjtwvTmoLG8tob37R9oJmnuI8x7CNuJg27PTGAMd+TT9miuY9mh0HSrbCwWcUK9dsYwPyq1PCvkMsW5SBlfLbaeO2aQzoZ2UOu4HBXPNPLdqwM2zEtSyNJvikQYXhnZhu7j5ud3r2NQ3cUcsMkZ4VhyCa170r9nLMQNvOT2rjvFmozweHnubFnG10zKnHBPI96aTk9A5upxuuaekU8tuygsxDxseQD/APXrG0iO51PU4LWJsyTuFX29/wAK2fE8MTaDBqtrq17c/wCkG3DXMIQT4XczxAc7VJAO71HuBZ0i1u9ERtSh8tZ0QjcVDGMEHoPXjHtmtrOKsxOalqj2Czt0srOG2iU+XEgUe+O9clJ4Runuprq48QLAZZfNYRxADrx95q4O8vrq5S6mur27mkhkVSTMdr56gDt0J+gp9xHbea9vtIlkQEGRy3ktlF25/wB4sDn0qVTad7jTsddL4c8N2Vybi98SyeaTuJ8xAST7AGo2k8B20Tq9xPOmQzFEfGe2cAc1yj29raxNKVLqn2cOjpggEqWJHYkNj8DQyyW1xPB9oxY28bRzxyOFLfu+pXPJJxjrgjtVcndlqR6lp/hLRLJVmsYpIxJhs+YTnI689K2EtYYI9sfynsw6g+tU9Il8zRNOfOSbaMnn/ZFXS3PtWPUhsxxK/wDaJWRrkuN4JkkzkdiVwAoPYjr3qZ2UnjjI5zV+bEkTITnIrIMxkDRwJ50oyNoOMEdie1G+xN7nGeItPht7gs6h4ZlKtn/PauAvDJDeGBXPynBUDAH/AOuu2M8Gt+LJdMv9Rurezkl2xMrxoITgE7t46Yzx1JxXOWem3Fxr9/ZzmZFspmjIuFUSKASAG28Z47EitoxaV2NzUtDtvhpphAuNYnOFQeTEW4Gf4j/IfnXVa5c6Nqdp9jutYihj3BnEU6gnHY9a801bfBaLbNcO8CIGjiDHaCxAHHc53nPtUQihgmlaW3hjtWRYpCRwsxAyqk8ggnJ+hpezvrcF3Ota28B26t5l/JcZ6gzuwOPpUK634JsWKWek3ErHn5VPP5tXKJeW10fPmCLJHA+FDBcZ37cDuQNoAolu7JUuUjaMolsn2c7zncFZCOnJwQcf4VXs+9y7noekappWq6v/AGbL4cjtj5TSq0qo4bBAI4HXn1rqIbOzhb91bxpjptUcV5Z4IubaDxJZW0Nz52RcSFthXaGQYGD3+XJ7V6jHcRuW2SK3sD0rKa5XYUmN1GDz4MpCkkiEEBxkYzzxnBPHGeKz4A8EIjeFIyWJChdvBPXGTj6VqlwByazr+5iDoqnfLkDy0+ZiPoKnyJTKF/FHPAySDg9Mjp6V5brdvs861KEtGSUA756j8q73xk+p2OhC9hJhBmWPAHz4Oef06VxPjDT9d0rQtL1C8vLsy3ZfzYSCohAClNxA+8Q2cHp+BrSNOW4KolodX4ctYb68me5QSeUF2A9AT3rpHwjAKMD0oorGW5DK8UamckjPBq252ocBfToKKKTGjMlu5YtZs7dSBHMsm/j0HFbMcaFTkdqKKCirBjEQKqRiYcjPSQUyW2t5Gw0EZ/4DRRXQjN7jre3ggcvFBEjHjKqAfzrzrWdQn0/xfd3sG3zo7g7dwyPmXaePoxoorSBDM/QD5MV0F7BMZ+hr0ex8CaLPaRTXC3EzsoJLyn+mKKKxqNqWhqti4fA/h4Lt+wD6+Y3+NM/4Qnw4pH/EsjPPUu3+NFFRzPuMV/C+gwFNmk2v3gPmUnv7mrsegaPE4aPS7RWHIIhXj9KKKnmYEqRq93OGAb54eo92q+1rAwwYxg+hIooroglyoiT1Ijp1mrKfsyMQcjflsfnXOePjnwpKpAx5ycfiaKKtbkHmWveIW1mK2jl02wgaNVRHt1dSqAfdALEAcknA5PNWdV1Ke3Lwx7NrEZyOeGBH8hRRTfxFw2M5L24CxeXIYjCSVaMbSWI5YnuSOM1RIyTlm65PPWiiqRodJo+gWup4aeafJ6lWH9RXZW/w40Jgpc3b8Z5lx/IUUVM20I31torVo7aJSsUFuyxjccgADHNbAtEZR+8lHH96iisoJNEzepHJpcJQ+ZJPIPRpTj9KkijjtwEhiSNR0CriiitErGTZ4zrmq/2T4h1aP7BY3kT3PKXcO8AoTtIIII69M4PcGs+x1G5nm1vUpZN91PJHK7kdWJOeOn4UUU3sXDcsaast/fq0l1OroBtZGAI+nHufzrqofAelT4aSa8JPJ/eLz/47RRSlpsamrB8OPD6/My3Ln/amP9Ksx+DfD8FwyjTY3A/56MzfzNFFZSk+4maFpo2mWT+Za2FvDIAQHSMBh+NWLBFdIi6huZRyM/xiiilT1lqTLYvtaW78NBGfqoNN2pAG8qNE4/hUD+VFFbMyOV+IDs3hGUk8ieIj65ryTWdf1K8gtdKubqWa1jaWQCR2YlmIHJJ5xt49Mn1oooj8I1uf/9k=", "info": {"video_id": "32927", "label": "pretending to pour water out of a jar, but the jar is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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yTWdf1K8gtdKubqWa1jaWQCR2YlmIHJJ5xt49Mn1oooj8I1uf/9k=", "info": {"video_id": "32927", "label": "pretending to pour water out of a jar, but the jar is empty", "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": "5a676d12c34c019d1cead1163149f89ff49ee55f24b8570fc9bcff25bf432a28"} +{"episode": 17099, "episode_seed": 4115452454, "split": "train", "timestamp": "2025-10-13T03:02:37.905670", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 212, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4115452454, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera upwards while filming wooden scale'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "203639", "label": "turning the camera upwards while filming wooden scale", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "203639", "label": "turning the camera upwards while filming wooden scale", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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Ojq5UHaRj6Vm6hmPWdKlwCpMic9CeDXQXt416s80luNzBI0kGQE5P86m10a3cZW6HPhA9mAwz/DipbVPKlA24Dc4/Co7cqsVxHKm4rwp3Y59eOtNtbolU3Nkk4JPXrStuaX2Lb7BI6gYUcgE1T1BgYGPTAqzIsjvJIsZMaAbm7DPSs7UJcQOBjGM0h3RQ1NIZLzS7p+FYGJjjOAelRbMKygEdV55pt43meHfNHLW8ob8M/wD16m+9KWXjPzVElZFR1kzU0KQlHAx0Gf1qKeRTPqqtgjyiP/HDUuioM3ALbB8uW74JqKK0nnvtWMaEjb5YAP8AEU6VN0ldmdRNydjV0FhDpmltNBuQ2keFbI6oOasWr7b2+Xg/vyevTgVWs1uo9N0+G4V90FvHHg87cAZH86dBvTU73cjBXkDKxHBG0VjUnCS0Z1ULxeqLruGnIUYzGR1zS20gW1UjOcYyPTpUEkhSeEFD3BYc8Go7e5CRum0YBIyR75rNM6TQD7sA9SeapXcHnWdzGXGZFIVR1yBkGrAuEITackjnPrUMhRSspcAqwAHrmqVyZWasZAu38iKZULFkBZQe/Q1YinLR5wV2nGDVNZzHPNGTzbz7QCP4TyvHpxVtpQWd2I33GTgduefp2qpJGEb6E7jfGSOWHNdW0aKJMcGTqe4+lcbBLjjrkYNdkX3YPBxSiZYjdBbfu2YkuwIwcnmmSExw7VAOTjnt6UHI5zxTVYggt09qowHOgVlClcr3I709S0a5UqNxyRjrSKpBDFgSaRiFY45osFxHjtnmy4YHOTjoadLCMTgndk8vjkDtUTR5y2aVHxFInByvH1FIZGokHR9w4GKytZPlWM7E/MIycevFXy4UdayNekLabOBtB2YHuaQxnh0bdOVm6u2f/rVduXyRk9KqaXElvZKM5O4jPryafJMPMKlc5PWqhpMiesLEF65TU7JBkfu2yPXJFUvDsm7Tpz63tx1/66GpLyQya3AHc5ER5PbmofDOP7PIeTA+3T5bGcfvD+daFQ0ZuRHbqswPUxRn+dW5DsugSMgoRVBnVdbmXduHlJhsfe5NTzSs08JZwx5HT2rme56i1SsMtZ7uaX94IEt+cBFOau53QmqNm5VSx6q5wPXmrBl3BmyBnn609LAr3MzUifsbSKf+PeZZh7DoaqTXcULvGwkZS2AVTt1rSkiMrTQ7fldCpJ7E1iwXAFpFI/VRsbPYg4NG8TJvlnp1L8Mrb1kCMFboW6kfTtTLyJpGYq5XP3QeinqDTYLiORD5TBgp3cdqmb94hI/KpZaldanMaOZDqFw/lYSeUs2DypHauh0p2k06As2fkHNYKTy2VnPKtpud87IlYncx44P4itbSzNBpNuk6hZlXDBTkZr1Fc8nRBqpxdac+4fLORjPXIrTuJJPsxj3t5ZIbbnjNYmqHBsmOcC5BJ9OCK2ZB5kJ78daBmdAwRpIznJXNU0Lxl1YY2uSM8cdarzXQtdSOcnC9Knit3nZpEnyrqHPykkcYIP0xQ1qCb5bIt3821oiDxjnmqN06vASc/d/OluozPcRW5mKcdQo7DNVhJuUBmzt6bqSKkyC2IfTry3fo8RK+xqxHcrIWdgpZwu3YNoBwO1LbxJuJIXBODXP6Yk2o+LZtLfU5rOPEvleVGGyyoSF9AOCST/Ws6jsiqb1uzs9JbYs5J4+Ue3eup0S3t0tZGljLPNM7hvbhf6V5t4Du7i9ivvPuHkyIiN5B5+Y4H5VpDXdUhk1KKC7ZFgdhCu0ELxnv71zVYc8bIqM7S5mem+XakcoOT6VDJbWhXATjA9a5Wx1XUptJs5HumMkkaO8mwckqCRjHFRQ6vrMutXNqLqLyE8vbuiGckc5NcbwXkjpVfzOtFrZv7c5xnjpTTYW+/IkwB2zXLX+r6vbDMU1u3zYIMX/16o3HirW7WbypLW0kUgnO1l749fpWbwi/lNOd73O0OlRYz5h3A9eDUUmlQTOUJUjPpmuZj8SalIUZ9OQ85yshGPrxV467chd7WWMcjEgP9KX1aS2D2nctXGgQiWSQou98ZYEjdiqb6WRghWGP9qqN140jtbD7Vc2t0kPmCMlcMVY+vPtWbr/jDOitLYyTwymRcNjBxnkVPLXWzHzR3ZuxWDfbYYiWCyyqpIPAycV1SDBPevJdX1ORdAh1Cx17Upka5+zA3ESxrOyqGZ4sc7VOFO71HuB6Td3gtrOW5YkrGhYgcnpXbR51H39zjrPmkrF9jnvgUgPPtXJHxHNLAk0eNsmQCx6c47Z9Kel5qE8Yfz0RD65/xFX7RDWHlezZ1TSYOAaZv9/rXIXN3dIqj7UHLNtAQZP86W3v1hYiW7BkIyVOMj8BQqiYnQa6nWST7eh4qq0pLEn7v0qnBd+Zg9RUksxx8vpVGRK0gbGOR3rL1yTFlgckkAAd8mrImc98/WsTxFc/6PEo6+av6HNC3EzZVlitFYdMk8fU1Cj75iwBJHOM1yVjfvfeKxpd7q13a20j7Y3jmjjWPjJLF+MYzx1JwKveHJrwarrFpcy3DfZpPLCXOA64JGDjjPAzjIoXxDtdF243HxHFGw5EPzc4x81SaE8Q0BEWMB/tVwxcHJbMjf4Vq6TpwvNTu7hivyRRxqXH1J/pWwuhRBdqiNR1AVcDJ6/rWdXFKnLltc2p0ebW5gmX/idsCTzbpx75NTyuqtG5YZEgGPar8uhIJPNyvmAbQ3PQdBTZNGeYLuKsFxjkiuZ4pPXlf4f5ndHRWbKMDqskyM38RIH4VYUr5atnjOBSto0iSMwG5m9Gpv8AZdwMqm7g+v60fWodU/uH8yKZpMExk4+8wHcDmsWbZHdXMIXGGEvJzkN7VuzWNwUZQWUsoB+XJGayrrSLlrxZRIFbyTG4KH5h6/nWscRS7mc4t6ggh89WiUpEUAYE9SB6+5zxToZMONx6HFYfiM3thoTNDPsYSpyh781m61Z+INC0bTL+7vroTXnmGWIrgQ4ClATj7xDZx2+uatTjPVMzclDRnS3szRSxlVUlickj0FR6Fqk2p2U008cIaOZol2LjgAAde9FFeojgkWdRhSa0RWyAsisMetW7TeUERlcrjviiiqhuRV2KrwxrBOwQA7Dk468Vk2xK24we/wDWiioluaU9kTTf8fcB96z5sDcAP4qKKEEhkTkP+Ga5fVL6XRPG19eWYQSQzHYGXI+aPaePoxooqKvwkx3/AK8jc+HSrt1BSAQqxEZ7YyKuoNuoavjtIx/8doorJFS2Oi03nR7HPa2jA/BRUcIH/CR3S9hFE34kUUUGqJL77qnPRxVWdFeTLDJCmiioZsy8g3W24k5zkn1570xuEP1oooYIwtRjWXRNRRxlRhh9ciud15QmkkjuYiR+FFFQ9gl0KOreJX1yKCKXS9OtjAqRxPbI6lUXogBcqBzk4HJ5r1XXbiRNFu9px+6I/Siip6GK3Ryk9w9pq+m2kZzA8O8oegYHGRWlaKL65uZZwGIIRRjIUZ7A96KKyexv1EuLVF1K3MZMZVDygAzz34561bt7SK3upSuS0g3szHkmiimQ9wWVlvJFB4zV6KV2bBORRRWy2Od7kg+UHFc34kYqIGHaTvRRQtyXscteay2mapeI1hYXscroxS8h3gMq8EEEEdTkZwe4Nb3g68n1OfWb67kMlxOyyyP0yx3HoOlFFOO5SO/0ZR9idup84gn1+VRWt1Q8nn3oorjq/GzshsIxJDcnpnrUId1bhj+fvRRWZfQf50m0nceMVHJdSrjkHp1HtRRUsOgSSNkEnO0HH4Ef40+VtytntRRXPItHI+OEX/hHHbAz50fOPevPr7WtQv8ATodPurqWaC3d5EEkjMSzY65POMcemT60UVph2+UzrfEf/9k=", 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", "info": {"video_id": "203639", "label": "turning the camera upwards while filming wooden scale", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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j1nSpcAqTInPQng10F7eNerPNJbjcwSNJBkBOT/OptdGt3GVuhz4QPZgMM/w4qW1TypQNuA3OPwqO3KrFcRypuK8Kd2OfXjrTbW6JVNzZJOCT160rbml9i2+wSOoGFHIBNU9QYGBj0wKsyLI7ySLGTGgG5uwz0rO1CXEDgYxjNId0UNTSGS80u6fhWBiY4zgHpUWzCsoBHVeeabeN5nh3zRy1vKG/DP8A9epvvSll4z81RJWRUdZM1NCkJRwMdBn9ainkUz6qrYI8oj/xw1LoqDNwC2wfLlu+CaiitJ577VjGhI2+WAD/ABFOlTdJXZnUTcnY1dBYQ6ZpbTQbkNpHhWyOqDmrFq+29vl4P78nr04FVrNbqPTdPhuFfdBbxx4PO3AGR/OnQb01O93IwV5AysRwRtFY1JwktGdVC8Xqi67hpyFGMxkdc0ttIFtVIznGMj06VBJIUnhBQ9wWHPBqO3uQkbptGASMke+azTOk0A+7APUnmqV3B51ncxlxmRSFUdcgZBqwLhCE2nJI5z61DIUUrKXAKsAB65qlcmVmrGQLt/IimVCxZAWUHv0NWIpy0ecFdpxg1TWcxzzRk828+0Aj+E8rx6cVbaUFndiN9xk4Hbnn6dqqSRhG+hPIN8ZI5Yc81bQgLI/PyoTn8KzYJcZHXIwatSz4tJ2XKjYc478VVN2TMMQm5xMRpTnw+CSf9LAB/wC2bVvzndp12QOBHz+Yrm/+Wvh4h/8Al65H/bNjXSS7P7FvGEgLbT+729sdc/pVS2Cg7NGjH89sf92qs9xPHHbrbJF5pGCZB0xUlvMfIG19oZcHI4qpvJW39nI/nXMj0XuaELSbIzKymQ/e2jA/Co7tijh1PzBgQaXzdqCPgjOc+9RXJzGT1xiqYlsZEhFvcXaEnCyiVVAz8rjP86bHdrcOVjSYv3BXaDj3p98GS+tXYbfOjMTD0YcioFu4UcKzqjKc89cU5K+pjFuN0i/uMlqUPyn+8Owq94ft932sOcqxjJ9dwzz+PFZyvztIAzzWtoh2NcHPXb/WpjuKu70zTlXzJCQxXPG1elTsQwjJB3KOcnrUR546fSmMWyB3rU4RykvJI7YG3gD1PrRGmcL8uAc9KFG8bQdo75p5A2daLADsHRvOAcA5GOtNWGDyG8t2xuBYMB8wpp+YY6fSoyuw8GkMWeMrMSrbGxtI9KjmVyhLHgd6fcuHlVxxlRVV5QqttwTjvSGc3d/vfElvEMFQoYnPueK6IyAR5BwDXOmETeIixPyrtGB9GNbE0gVDgZ5oYkcTo5kOoXD+VhJ5SzYPKkdq6HSnaTToCzZ+Qc1gpPLZWc8q2m53zsiVidzHjg/iK1tLM0Gk26TqFmVcMFORmvQVzPRBqpxdac+4fLORjPXIrTuJJPsxj3t5ZIbbnjNYmqHBsmOcC5BJ9OCK2ZB5kJ78daBmdAwRpIznJXNU0Lxl1YY2uSM8cdarzXQtdSOcnC9Knit3nZpEnyrqHPykkcYIP0xQ1qCb5bIt3821oiDxjnmqN06vASc/d/OluozPcRW5mKcdQo7DNVhJuUBmzt6bqSKkyC2IfTry3fo8RK+xqxHcrIWdgpZwu3YNoBwO1LbxJuJIXBODXP6Yk2o+LZtLfU5rOPEvleVGGyyoSF9AOCST/Ws6jsiqb1uzs9JbYs5J4+Ue3eup0S3t0tZGljLPNM7hvbhf6V5t4Du7i9ivvPuHkyIiN5B5+Y4H5VpDXdUhk1KKC7ZFgdhCu0ELxnv71zVYc8bIqM7S5mem+XakcoOT6VDJbWhXATjA9a5Wx1XUptJs5HumMkkaO8mwckqCRjHFRQ6vrMutXNqLqLyE8vbuiGckc5NcbwXkjpVfzOtFrZv7c5xnjpTTYW+/IkwB2zXLX+r6vbDMU1u3zYIMX/16o3HirW7WbypLW0kUgnO1l749fpWbwi/lNOd73O0OlRYz5h3A9eDUUmlQTOUJUjPpmuZj8SalIUZ9OQ85yshGPrxV467chd7WWMcjEgP9KX1aS2D2nctXGgQiWSQou98ZYEjdiqb6WRghWGP9qqN140jtbD7Vc2t0kPmCMlcMVY+vPtWbr/jDOitLYyTwymRcNjBxnkVPLXWzHzR3ZuxWB+2wxEsFllVSQeBk4pt7uTTJzj5RGxJ9Tg4H6VyOsanIugRajY69qUyNc/ZwbiJY1nZVDM8WOdqnCnd6j3A6u+Dy6dLGDl3i2jHqf/1134fmUbT3OSq+aSaMuzMa3fhySWMSKLhmKFsBsRNW3cSf8S6/K5A8liMdq3V0GFEjUeSfKGEO3leMfyzRLoSMjLlCjAqwI6j0rKWMW3KzSnQtrcyreQNbRnPUDNQu6rEdrAiObr6itRdIMIKRMoUDgVG+gtsdeMMcnDHmsvrMf5X/AF8zrT8yNWR3QK2SeMngZzQxXaQDmlOlS4yFIx6NxR/Z9ym4sGx1z1prEwfR/cGpl6kXFq80wZ2iYTDnqOnX/PSqyCBjMrqWJX92wPTPc+vFaVzptxKsyuWKPH5ZBTpx1rLj0y5gjh3TI5VAoOCM46fpWqxFO25jKDb2Jy22OLP38Ybnp/hW1orB45OTwRnn615/aTPeeNLjTNQ1S7tYJptqyRzRoIz1JYyDGMZ9ycCt7wXPdpqWuWd3Jck28yxqtxjeoBYfNjjPAzjitItN3RjVn7rid0xwAAKjJ9xmuf1HXPsuoJYru8xk3Zxx0J/pVJdZvbiXy4yit0xknH6U3UWxkqMmkzrtwUdcGmGTPUnFcu099/HeRqf8+rVRF5M7s0t0VjUkF2AC5H1pe1RTw7XU7UShQeearyTlhgHmsW31JJMKkofj/PNaCzApz1xV3ujJqzsS+aBw3BqPf8pPQ1XeZt3XApkkxVDupCKVkQ+rXBPO1gAfX5T/AI1YnmA3JlsDvmuO1DUrm2g1Ce2meKTzwQyHnHTFR63beINE0XTL68vrsTXhk8yJkx5IG0oGOPvENnHb86JCR0l7M0UsZVVJYnJI9BUehapNqdlNNPHCGjmaJdi44AAHXvRRXoIUizqMKTWiK2QFkVhj1q3abygiMrlcd8UUVUNyKuxVeGNYJ2CAHYcnHXism2JW3GD3/rRRUS3NKeyJpv8Aj7gPvWfNgbgB/FRRQgkMich/wzXL6pfS6J42vryzCCSGY7Ay5HzR7Tx9GNFFRV+EmO/9eRufDpV26gpAIVYiM9sZFXUG3UNXx2kY/wDjtFFZIqWx0Wm86PY57W0YH4KKjhA/4SO6XsIom/Eiiig1RJffdU56OKqzoryZYZIU0UVDNmXkG623EnOck+vPemNwh+tFFDBGFqMay6JqKOMqMMPrkVzuvKE0kkdzESPwooqHsEuhR1bxK+uxQRS6Xp1sYESOJ7ZHUqi9EALlQOcnA5PNerRoP7QtgeVZ48jsfmH+FFFC2Zj2Olj4Jx609shjgnj3oorgOoikJUjBPT1pBLIF++aKKBsV7iRS2G6e3vTY7iRyQSBzjge5oorOQBDI2zHsD+YqKdQWIIGOvSiiueexrHc8s1jVf7L8RapH9gsbuKSfcUuod4BUcEEEEdTkZwe4NbHgq9nvL3WL24ffcXDRySMRjLEt6dKKK76D0icdXqS6m7SazeSFirw2mY2Xgqfm5H5Vl2GoT3GhRliFedsO68HnrRRW73Y/so3XsrdYHxEmAhXG0f3f51TtbGOXTESV5HRMOFY8E+/rRRUocty/OdlkrDrhTUkE0nljmiitYbHPU3LYO5Vz19aZcElKKKZB5/qDn+zr9fSYc/8AAqybvXtSv7GDTbq7mmt7eRpFEkjMSWxnJJ5xt49Mn1oopsS2P//Z", 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", 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", "info": {"video_id": "203639", "label": "turning the camera upwards while filming wooden scale", "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": "d7c78a0fe190f9e392766ec2f887dda93ddef1b863bc62880a7702e9efc6e439"}