diff --git "a/video_unshuffle/reorder/train/batch_000521.jsonl" "b/video_unshuffle/reorder/train/batch_000521.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000521.jsonl" @@ -0,0 +1,100 @@ +{"episode": 52100, "episode_seed": 3466427934, "split": "train", "timestamp": "2025-10-13T03:23:18.954489", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3466427934, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 controller and cd paket so they collide with each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "57543", "label": "moving controller and cd paket so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "57543", "label": "moving controller and cd paket so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e1802d7c75f477eeb878901d71ebaa33b260548f5ee52f47bd97bd33d37fa8aa"} +{"episode": 52101, "episode_seed": 2358831195, "split": "train", "timestamp": "2025-10-13T03:23:20.884160", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2358831195, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 head fone from laptop'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "60026", "label": "taking head fone from laptop", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "60026", "label": "taking head fone from laptop", "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": "d00141c18fce32e64e3f45361d2e83ae29b2d12297eb9287cdadc3234d2b34bd"} +{"episode": 52102, "episode_seed": 587049307, "split": "train", "timestamp": "2025-10-13T03:23:22.418516", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 587049307, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 apple'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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1FQi2LKfkU9xxUUbA3C46HmgtuQj1GaitmzOoPb/GhvULaGtHzs9mH8qu/wDLFPyqih+VfqKuKf3P0Y/zrQhllD90/Snn71QqfkH0qVj+8FUQUNRQMI3PRWGfzx/WqsNkscxO3nkf1rQu13wMPqP0/wDrVGXB2uOhAapcbu4DpSCoYdxmqgOHYetWmP7rH90kVSkbbICKoYj/AHgfX5f8KilbhXp8nKtjtyKhZgyMPxFDBHP2p4X/AD3rW0qUxXKkybEy2856r6Vh2z42j/PWtK3+9/wOsFo7mzV9Destfu47qeSVQ8UjbgnQoB0AP0rYGt2NyCodlPo421yyf6zHqP6U9MfpW0askYypRZ0UupWcSbiyyt2SM55+vasO+v7m9maKV8RFTtjXgDH8+tRAgKQKgmbE8TepA/MYpSqOQ401ELa9lssxPue3LBuD8yH+8p9a3be8M2fLuFmA6sp2sPqK59uSR7EVFO32cpcpJ5TgcMDinCo4hOmpHYFWELgsW+U8muJnuFhIDHLFRhRySRWpD4pEsbxTQPG7IQrjoTj07VymkWn9qeKJNNl1Ke1UrIYyiby7qhYL7Dg8n0961qWnaxnC8L3Fv7iVpI2Khd2dqjnH1NPtbopmGVsxScMD2PZvrWHZXc10uZpWfABGe2ashzurls4yOuLUoly7mETvATkqcE0/Srm2SYCViHzzxx+dVJ3+0xRlsBo8qT3I7U+1iAlHHetU+XYyl7ysz0Cyv7JIgTNGR/dTLMfwpl9q08yosZMFvkAop5YZxyf6CsezULjjrU8x/wBHPqAf8aJVGxKmkKjTWV351sQDyrKejD0I9K27LU0lVBHLtcjiCQ4K+yt3FYzODhh7NTJY1aI5wNh6+lKM3EcoKR2EW8/MWY57Mc4rl9VmSG9maRgB5h/HNNsvFDwBIpommQHHmjr+vWsHxHct5Vzdwuwd5cq2eQCentWtSSlFJGUIuLbZbluJZdpC7FBxk/eP+Fe/Rt8o+lfOOqww2+hQalp2sX8yvdfZs3ESxrcEKGd4gOdqnCnd6j3A+h43BQc9hVUIOLdyKs1JKxLMflNYt8Mqa1nORWZfY2mukwOR1AEv0rPubU+UcdWFak6b7gr75NDKJYmJ7dKXJcfNY4qKAwyzRnqrfzFaFuQMDPUEGkvmgbUCIGzmP5zjHIP+FNjbB/EGvPmrSsd0HeKYsgypFIr5QGlmPzGqDXXl7kjXe314H1NR1KLDSLGWLMAqnkn0NRWc6y3R2A7RjDEYzz2rH0sQ6r4u/s7VdRubeGWTYkkUscaRdyW8zjGM+5OBU+l/aINd1K0uGuM20xjC3AAkXDEfNjjPAzjiqcGlchTTdjqV5QfUVeX/AFTf71ZyN+6OD0x/OtBDlH+v9KpCZMhyg+hqR24U+1QRn5B9TTmb92tWS9xZTw/5/wCfzqnGf9HQd1yn5GrLnPH95cVRRuZl/wBoN+YoGThtwYeqg/5/Kqcx4yO3NTq2GH1I/rUEvDEfhSYIQt8oPaqwbDbSehK1na7eSWujtJFKYnEijcOuO9Udf03XdC0TSr+5u7pJr7zPNiZMeRgIUBOPvENnHb6g0KLauJyUXZlG1c7hz3NbdqTuP++KKKxNi8DiVfqKkXr+dFFNCY0Hr9DVe5OIwe4I/nRRQMiu5Whjd1xkHjNVFXfGsjks57k9PpRRQHUY/wB5a519TuNI8RyX9rs86J2271yPmQqePoxooq6e5FXYracNquB0AAq2DwTRRUz+Jl0/hRcmUKqgDjAqa34mH1ooprcSN6A4x+FTNypHuKKKRRErkWqN1ISqkLG6UySndjovYfhRRSELKODWdrp/4lR/31/nRRTjugn8LKGseJn12O2il0rTrYwKscT2yOpSNeiAFyoHOTgcnmvo23dtq89hRRXZDdnDLYtg5FZ1+cIx9qKK2IOTmkZTM4+8BWY1zKttIQ3JRqKKbKRghj9qjPc5z+VWF+7/AMBNFFeWd6KNzNJPcvCxwijovGfrTFAVwAMCiikwRzs2ttpOpXsZ0/T76KWUOY7yDzAGXoQQQR1ORnB7g1d0O/udR1O/vrqTzLi4cSyPjGWJ547fSiitpfAYR+M6uFj5Tc9v61rRdG/D+VFFJGjHx/c/4F/SnZ+SiiqRIjcbP896zwf9IkH+wP5miihgGTz9RUF/I0MTSLjcPWiikM5bXSX01pGOW3rg+lY97r+p6hp1vp13eTTW9vI8qCSRmJZ8Zzk8428emT60UVcdjOe5/9k=", "info": {"video_id": "76921", "label": "uncovering apple", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "76921", "label": "uncovering apple", "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": "f38f4dfd13222b500c6d6118fff86cddbc8281af6c28e86722a37c7d3c1e447e"} +{"episode": 52103, "episode_seed": 3566126177, "split": "train", "timestamp": "2025-10-13T03:23:25.490988", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3566126177, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to spread air onto steel 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": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "206513", "label": "pretending to spread air onto steel plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "206513", "label": "pretending to spread air onto steel 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": "b3853d5d5ccbbf600f92f53a4bd1b6bb594947ecd0a60c9707a0e02a49b34912"} +{"episode": 52104, "episode_seed": 3027105970, "split": "train", "timestamp": "2025-10-13T03:23:26.795931", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3027105970, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tree fruit colliding with pen and both are being deflected'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "164543", "label": "tree fruit colliding with pen and both are being deflected", "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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RsD9d1cIq5jOc17d+zxsX/hJXdQQotznHT/WUKXI+YiUOeLiZt1pR84oQeOn4VlXylASRggc13+sQFZZGVQWLk5B4ArjtRAJKsMHoTjqK7DgTOUmcMNuMdSAfSqIXYxxnmtG7hVZCy4+X1rPaRZMZzwOfXNQzaJWkx5gJwc88daW6gQJxyfX056U05MqE9MjpQrmSWVFbeQ351BfmRFQunzMf45VX8gTWfuxwOK0r35dLg/25nP1wAKySQR15qJ6GtNXVx+Tjp160zcSf6Uc5xSMMcismao+rdVmN1PIx3c9TmuP1ZYmLAE8DnI710d/eJuHXBzz0rmNQcSbyowBye3Nd9klY8mDd9Tl7tBgthR2Az1qjbTiO7KnP7wY69OQat6ieZDjj2rFkkAh3AgOvI+tY1FzRaOylLlkpG+7Ag89R1qMsGiwDnj0qrDdCSFSDkMM5ojfDHBP1ryz1bnP6wpR5D2INc1bt/k10mutiGRs8bTXKQtjit6bMJK9zUG4/dbk8jnrUbPwxBwDzj8elCOojJPQrjn+lX/C2lQeINe/s65vpLVWhlaMpHvLuqFgvoBwcn2rWUrGUYtnpnwOuDHZeJkAyz/Zvy/eV2t+AAWYDjPA7V538E7jbDru4bmP2cj/x+u6vrttz9Pb/APXXTQtyX7nBiL+1a7HLamFOSq4J9ecCuYvWVHG1s+vGOa6fUDgbmIyc9OorlNQYALnHWlVV4tF0HaSZNbyjGKtk5TNZdtIoX2q5JOBH1ryz2rmJrc2Ldx7Vxyt8xz3rotdnzCR61zIPPNawdkYtXZbX73HerRLBBzkHjr0Iqmhy6+9TXMu1FCn5l4yK3vZGDV3Ycz/MmTkcfhX0v4xuWuLp2zhFAGPTFeDa1oulWvh211bTNRvJ1a7+y5uYBGtwQoZ3iGd21ThTu/vD3A9f8SaiZd7AgA/zq6LTuzHEJpxicJqDAXNRLJxUd3N5lwTUe/Arhq6yPRpfCht1KNprn7t8n15rTu5eDWHcPl+aqktSKr0KrybkZSOAasXd5/xJ4bUcFn8x/f0qsHHzYPB6iqc0jORkk4GPwrq5rJnOoczXkSIcinp8zDnGagjbqKmicKdx9MfWoTLkizk8nnkdq9h+BMxjsfE4AyzfZh/6MrzDwjY6ZrPiOLTtVup7aGc7UmjmjjWM9yxk4xjPHUnA716V8J4jpWp+LLFop0aCeOMJcACRQpkHzYJGemcEiqg1KaRlVTjTbO31HaqszqDwcgVxOqAZOBg9811t9dltw4JJ7elcpqWApGQWK84/rXazzkjldQCYZQdwH4E1gK5yTwCM1t6lIEYE9AOo9KwJnDT/ACn3rKR0RWhDPL5bKfmBPWoIpjGJFU9T60tyw3qQcsKqSHDkgYOOgrJvU3jG6NjWnCaJokX8Rjlkb8X/APrVh/j71Le3JmNsC2RHEFHtzUAOTipm/eLpw5Y/f+Y4/nTpDwcnNRO+T8vB9q6XxF4Pv/Dfh7R9RvfOWe+MnmwNGQLfAQoGP95lbOO3TrnGbkloaKLep7bfsW3Nk5yP51g3WcuhZiAM8nrRRXoSPJhsc5eqCCP9kmuduuJCBxmiispHRAtae7C1GD0BqdHO3Oeuc0UV5s/iZ6sPhRga6x+yyH1rmEOGFFFXEhdS4/EfHrT9M1W50TU01C02efFuC713D5lKnj6MaKKupsRA9F+DhITWcHH+o5/77rtdQOeSB37UUV3Yf+EjzMT/ABn8jn71v3hTAxjNc3fncGJ6g0UUqmzHR+JFa2GAKkumITjiiivLPa6HK60xOB71jepooq1sR1J4jzT5uGPGcUUVp9kyfxG1r3i2TxFBawzaRplqbdUjiktUkUpGucIAXKgcknAyTz616frUrlM57fyooq6HwyMsR8UfmcY7sZm5oZ2A60UVxy3OyOxnXbHmseT5ptpPGKKK1pGVUhIGwnGMcDFUW+8RRRWsiaQ3OCanXlT9KKKmJUjS0rXm0YTRnTdOv4pmVzHfQeYFZc4IIII6nIzg9wa9H+FmpXeqX/iO/vJTJc3LxSSuQBuJ3k8DoPYUUVVH+KZYj+CzrL85YcDkCufvWJLjj5elFFeg9zzFscnrB/0ct3LYNc4hI3v3yBRRWEtzqp7EMyhssetVJDiQj0AoorKRvArP2Pc05OSKKKy6m72EPB47Vqah4m1fVNJttLvb6ae2tpXlQSSMxLNtHJJ5xt49Mn1ooqJbjR//2Q==", "info": {"video_id": "164543", "label": "tree fruit colliding with pen and both are being deflected", "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": "ce342ebe3104172e54495337050e5a5f6df72fa3ff2e362ca66007cbf10fa3c2"} +{"episode": 52105, "episode_seed": 1857998923, "split": "train", "timestamp": "2025-10-13T03:23:28.349584", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1857998923, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 crown down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "212790", "label": "moving a crown down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "212790", "label": "moving a crown 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": "880f58c709fa4b02fcb82d7e2a8178aa879864eb433611a482b4455f2e179440"} +{"episode": 52106, "episode_seed": 54359579, "split": "train", "timestamp": "2025-10-13T03:23:31.578560", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 54359579, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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3zGsic1pXjZJrKmOTUsaPvOzulvbSO4RSqyDIDda8k+JMz6V47t7mILm7sNnzDIyrH/61eoalrOl6Fb7r27gtkAyEJAJHsK8O8eeNLPxX4t0WLRxKvkM0Xnn5S28gYHp/9etIppSlbSzMm03GDd3dHF6loAvLiSe7dofMJYkj53z1wv8AjgVe0Tw84miTTrOSGMuA8v3pGHfL9vouB9a9E0rwfBEwmux50x5O7nmug86xsf3bMqkcYUV85Vx05txpK59BDDU6avPc57QPBiadqkVxLNuUghg2AD3/AB6Vj67bCTxA10tw15PK4V5BwqgdFUeg/WmeM/EEzAxRsUKH5QO3oaveGT/alvFeBcjYMgdA3f8Aka0SnSpurPcSnGpP2cTN17S0sNMtXVAHkkYu2ck8d65tzhDXpPiHT/tunxRnIKsSvtxXnl9bSWxZXHTvXTluKjKPs5PU5sww0k/aR2OX1NuTXOXB5Nb2pN8xrn5zya9Jnmo6/wCG+pvYXOoIjlDIqMCPYn/Gu11TWpr65j80Rs/AyEAY/UjrXmPhCTy9SY+uF/MGvo/4W20DJdmSJWmTbhygOQff61Co8159jX6woRUOrOKtdGv7+7hghjZZ2UuiMMFgOuM/54qG4OralaQadHajMMrEttBZTnHXoMc4PWvbNbFvEFZIU+1sGVJAPmQH7xB96wLWwigQKiKgHYCvJzDEKk1GG56WETlFyqbdDidF8Cq0BF+m6VnJ4YkkHHU/WpdV8CIxSOFkj8sElSuOtdtceXGgZpPKQdZN2AvvVfUp7GLV3hSXbPcYKoxA3YUE4/PNedz1JQc7nSpR51G2h5LqGhXWm7h5e5D1K81mdK9avYEdCrgHI5FcVrGjKpMkS4PoK6cDmLi+SpsTi8CqkeaG5xV+3yGuVvT8xrqdVVotyMMEVyV43zGvoLpq6PCs07Mzm5lX6ivurS9Ph0uxEMO9gTuJY5LE9TXwmxxKD6GvY9f+K3iHXD5UNx9gtu0VtkEj3PU/oK0pQlO6T0Mqsoxs7a9Du/jhqmmjRNNiFzE99Feq4hVsnZghs46dq4ew0C91Poi2tu3B2DBYe5PJrz+6P2iQyNK8rkHlzyD7k17ZDr9nY+HdPvXUyPPAjrGvU/KM/rXBmc5wjGFLW56GWxjJynVIIvDGlaNZNdXEYk2Dq/c9hXPL4zuL64fRHZFtmyYyqgE4/gJHbvR4j8Uf21p3nWT4ii6oD0PvXnqSslwLlOGRg4+tcuEwsrOVTVnTicUuZKGx6nZeHVNqJZsjzsuoPYdvzq/qen58NTWsIUfMpH51P4dN1qumRyN8qO37jcu3Cdv1zWlqCR2mnbppIlR9uGLYBJ7fWvPnKo6jl2O6PJyKL6nklxE8TFXUg1z+onk16dqui/aFZiMNjt2rzDV0aG4kif7yEqa9zB4tV4We6PHxeG9jK62Zgzn5jXoHwb8IyeKdavj56ww2yKWYruJZt2AB+B/KvPZjya9U+A3i7TvDer6raanKkEN7GjLO5wqmPccH6hj+VdSk4u6OSUeZWPpDR7F9O0uCzkYMYRtDDoRXnHiWWDXvHdzp0pLCxgVgueMsef5D869El1WwtNHl1J5hDarEZzI390jOf1r578Na7Jd/EWW9lJ/08yrz68MBnv8AdrDFybozktzbBxUa0I9Een2tjDboERFRR2AqzOsYgJZQUH3uKribLcHNZ/iGK5n0SRIJBG5kjO49FAYcn2r5aGslc+kmnYtX+sWNtbWrySqsNwoCSAYA+YgZP19fWqV5EhQ7iDnsOf1rn5dJ1S6FvJrE0cdranO1HLF8HOOfetq3idbCONhtIXoew7A/QcVddQveLJocyjaRyWsaRG+ZI1Ct7d64vU43hBVwQa9aktVIOeTXEeOLaG3sUfgSs+F+mOa9DLsVKM1TeqZx4/DxlBz6o8yuzyazZPvVeuj8xqg/3q9xniI9ButSnv5Jbm6maeXqzSuSSf5mqsc4guUuY02GKRXGOTlSG/Lg9Kzlldm2AqSASdxAAxya2dLtJJI/tEtnJcIv3ExtWTI98HA/WujEVnJWMcPSUdj27VPENlY220XKRzSpmPvtyODj+leXQ6jqsN2WlvE1LTptwMy/KwPoR2NRDV4dXza38BguY8bGxgr/AIisK+W40TWjHHJusrwhh6Z7/rXjYfCRpq3U9OtiHN3L+oXb3duokbe8LbC//PRDyrV6D8ORJP4fnjQD91cNz7FQf8a8vtQzLMmCSpKY7nByK9Q0K6vvh/a2sM8Eb/a1aSUEcqxI+XPsAM/U1WOUPZqEurHhJT53KPY6e/WJPKiknjVpDhAT976Vz+raNFPBICMcHJPapfHHl6r4VsNUtWiEULmObBwQ5Gf6Yrgm8W6nLYGy88MoBHmEfOV9M/1615Kw8nJSps9L6wuVqZx+pnDsKwZjya176USZOMHoR6Gjwxott4g186fd3klsGilaMpHvLuqFgvsODz7V9Kz581/hp4ev9d1Wc2drLNHb7WlZBkLnOPzxX0t4Ts18PeGZru9UQnl3ZhghR0z+teTfs6xSzW/iWKJtpZrTc2cED95nHvW/8XPHcDSL4d064R8MGu3VsqCD9wkfritIz9zlMpwvNSLPhvxbJ4i8S63JIx8ptj26E/cQZX/An611Hmk968b8BXqL4ojjjd2E0LxkkYB/iAA7DjvXsUCcivl8yX79vufQYRL2K8jL8QC/mFlHasoyzlgxwGAXp0P6is6ewuHZ73USofy/LihRt2Dxg5wOcgYx0rs3skuoQjpkZBBBwQfUHsaozabFEwcmSR1+6ZG3Y+npXK5SUOXoawlDm21M10do1DY3ADJ96qy2ilTkZPqa0JWCgliAAMk+grgPEnjqKLdaaSyyP0a46qv+76/WsadOVSVonXKooxuzD8eQw29zEqY3lSWx6Z4/rXml2fmNdFqlzK4Esrl93Lsxycnvmuau88n3r63C03Toxiz5vEzU6rkik/363ludnIJGeMg8+9Wtd8P6Pa+G7fVtL1C8mDXJtc3MAjW5ITc7xDOdqnCncP4h7gY6TOXUR535G0jqD2xXVCVkzlnG7RqQBp2EaqdxxtU9WGefyxV24u9WtzYqZENpCFiR0cMF5zg496pmxvbZEMab1Y5mZWDE+30rMnN1pdy0LlvIkOfYispLmZrF8qNuO9EGpNOg2xysUuIR0Deo+tJND5MrRqdw3cH1B6VSkOL9GJGy4Qc+4r0T4f8Ahb/hIdXF3OpNnYhXk9Hf+Ff0yfp71NSSpxcn0HC85JHV2F5qHhzw5p1zPCuII0V4zyQNvBPvkge1aNw9r478N3FtYBY75GWQxvj5xjkLzxzzXKfETxC/9oSaPBKEijCm4wOWY84z6AYrjrfxjcaRBcw6ZIYxLlTK3UL/AI14tOFSUb9z16rjfTodCdbufDc7abeAXSoP3YLYZR2/D6159q1ybm4lmJBLsWOPXNEGotf3srs7yNnLSOclie9VL0FZS38LdfrXp4Sh7O8nucGKrc9ktjNl6mn2L7HYnpx371s+EtN0rWfEcWm6tczW0M52rMk0caxnuWMnGMZ46k4FZOrWjaVrV9Y+VPGYJ3iCXAAkXDEYYAkZ9cEj0rrW5yHVal4w1bWbC0s767e4itE8uEMAAFxjBA+8enJz0o0XUFh1yymRTuSdCXY5YjIGOOAMVycLurKBlmPRRzmvSvC3w9upriG+1lzAisHS1Q/Mccjce30H6VzYqrCnB8zOnDUpzmnHoeuQJgitWOHzE27cgjBBHWqNqhYjj3rqNNtVZCWGa+cpw5me1iaqgrnMy6XaQfOtuisORxnH09PwrNnbbkdFHt0rZ8Y6xpvhy1M19OsYI+ROrOfRR3rwHxV4+u9XLxRFrWyzjywfmf8A3j/QVrHCzqSsiY4mKp8zOt8QeN7Wz3W2nFbi46NJ1RD/AFP6V55qd/cXSme4kaVmOWJ7D2rmpr6SchFJVOmB3rdkAa26jjgivZwuEjRa7nmYjFOqnbYxbg5Y1TcfNVqbIJUZx2+lb/iPwVe+G/D2j6jeCVbi/MnmwtGQLfAQorH+8ytnHbp1zjuZwlWB/LsPtOA0gfau4ZC8dQPWpbLWL5pxumLHPU0UVUxRNrWnYw2V30mDAbh3FJqDtPZFJDkKBIp7hqKKiOxTNrwNEkvje2R1DIblTg9Mhc/zFd98TJTHY2KKF+aZiTjnhf8A69FFeTj/AOPA9DBfAzym+1O8niNo87/ZkcusQPy7vXHrWVpNzJcLO0hGQxUY7DiiiujDpaCrvRlS+GJyR/ECT+FU9P1W50XVU1C02efFuC713D5lKnj6MaKK9BnnoueH9d1TSbS/tbC+mtobsIJ1ibbvC5xk9e56etAdixJOTRRS+yHU6X4eyu/jnT4ifkBdsY6kIa+hrUAlaKK+ezH+OvT/ADPZw38A6G1jXyQccmqGqIq8gdqKK5Z/Cc9F/vTwr4ja9qB1eTSlm8u0VVYqnBfP949x7V5dcXUz6pFCWxGsi8Dv9aKK9TARXItOhti27m5dqGhAIyNtc3cHCnPODjn2NFFetH4UeTL4maniDxZJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrWXbsY45pR95E+XPbJxRRVITLmm3Ux6ueDWldqLu0ljmG7YflbuOKKKXUOhnD5tNsXP3hKBmvoL4MqP7A1c4/5bJ/6DRRXPjP4LKpfEjxDxJfXF5rt/LM+Wkmdmx3+Y1y91K7SFCflB6UUVFBbHVXehc0dihmYdRt/nVy/ALbT0NFFdUOpyy2RFpevPo3nxnTtOv4pWVjHfQeYFZM4IIII6nIzg9wao6jf3Or6nNf3spkubmQySvjGWPJ47fSiigSOi0ywt0TcEy2M5PWvYPh5PJeRywXDeYsQAQt1A9KKK8XGaxdz2cPpt2O4hULKQOxq34h1i50DwZf6lZrGbiGPcnmLkZ6dM0UVy4T40LG7I+W9c1jUNZvpL7UbqS4uX5LuensB0A9hXNXbEsMnqKKK9ujucdb4Suv31+tdQ6j9z/tKQw9cciiiuhfGjl+z/XmZd6oG7HGCMVLfeJtX1XSLbTL29mntraR5UEkjMSzBepJ5xt49Mn1ooqmQf//Z", 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", "info": {"video_id": "189680", "label": "pouring water into glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "189680", "label": "pouring water into glass", "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": "5ba335cee8fccdb90d7c5021933ac732243cc6e1a5a7dbd1728383ef19c0e5bb"} +{"episode": 52107, "episode_seed": 473751098, "split": "train", "timestamp": "2025-10-13T03:23:33.318897", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 473751098, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 key closer to sunglass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "151414", "label": "moving key closer to sunglass", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "151414", "label": "moving key closer to sunglass", "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": "18d874744230f2c801113b0cf4e718747fafb2e46438b13084528bc82896080f"} +{"episode": 52108, "episode_seed": 1463598944, "split": "train", "timestamp": "2025-10-13T03:23:34.311067", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1463598944, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to sprinkle air onto 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": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "38716", "label": "pretending to sprinkle air onto plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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ZoenjMNgjv/z0l+dv14qhcWdvfwuksaujjBUjIrHhvNX8KNi0LX+mA82kjfNGP9hu30PFdtKaas9zmqJ7o8tW5mZ8KQpPoP61e0tZJLm380Mw3gMT6Zqwkltb/wCqt0B9TyartdTTSuoztB+gq3ruR6I69eJHLddxBrRMpgHlRIp+UZz3JrC07ULe+VYp50hulAAkfhJPTJ7H36Gttre8hUedaSkAfLIg3Aj6jIryauHqQd7XRSknoV5kMzZkVT7BcCk2BFHGBUvmMThYpWPpsOamXTNQuAX+zPFGOrzfIo/E1jGnUm7RTG5xW7M6TnAAyTwAO9TkNCVHXaAGH09KbPcWentgStPJyDNEPlj/AN3PU+9Nt5C8KsTyea7YYeVON5bsITuywGSQYdVkQ9mGRUMuj6ReY821CMDkFGximk+W5ZeQeoFSCQMOORWibWxo9Tm/E1hBo4tjau7+du3eYc4xjH86wknnkdCXJU5GBXVa6YZDb/aI/MKbtoJ47Vjz3wjiAijVAD/CK6YO8VdmT32NnQ0I09sqQzS45+nH9a0sKEkdhu2DOPU1zemai9nMzzqWhkGHTPzH0I9CK6u0tWu1Munut3GfvKvDr7MvWuPEUJuXPFXQudLRjVT7baOHIU45J4HtWVHZtuIHTNbcsLQAxyQTREdVdDUcdvcTMFt7WaQn+5GTXK5TeiRd0ihFZ7G3vyB2qYKEeV0bCAbVPuea0J9NktE3ajItqp5EeQ0rfRR0/Gsme8guJYY4EeJY85jb+H3z3J4ya6KWHqP3p6WJ9orqxdhuMjB4b+daEF+8WBnIrJVBs5P4inrLxtbqPTvWlja9zeN2k6MDjGOpryL7XMZCFIUk9uv5mvQ/MKjIOM9a5FHtLfJit1z/AHm5Nb0eplMraX5klzbiUMw3gMT6Zrs3GGJP94jB9a4truWaV1XOAfoK6Sxv4tRiWGWdIrxQAHfhJfTJ7H9DWeJoyqJcupPNbc3BdxWcgixxgbj3JNUNVkLTKyuPm6gdqZPp+pRrvubG4KrwJIxuGPw6iqZDM2FjkY/7hzXH7FrSSKTT1TGvI7dzTQglUjb84bjH8We1adroGq3g3rZSRxjkyTfu1H4tinObHSTgzG4m5BmiGViPtnqfftW0MPOWlrITqRW2ob/szJHjhVAYehq5DclWDKeOxzWNC/mLuJ5JqzETEcjp3H+FaOFnY1TujoYdSyMPXJeO7jYbFowvzb8/+O1qCQMODkGsjXmhc25njEhXdtyeO1XS+ImexyiSzyuhLMV5GBXW6EhGnvuUhzLj9OP61iXF9siAiRUAI4UYqbTNRksp2ecb4ZBh48/Mw7EehHrWlWHtIOKZle3Q6222ASSEbvLHA9TV7z0mtH8xwnGCT69qoWcLXSGXTZFukP3owQHX2ZT/AEqlfi4ify5ba5hI/haM4/OvM9hUi7NFKUXsyKS7kywQ4BNVGlbO98Ng8g96nitL67YLbWFzKT/ciY/0q6dAktAJNXmS2XqIFYPK34Dp+NbQoSe0RucV1KlnEIzNOD8n3UPuef5VpQXO4bTw47etUJ72CaSGKGNoVjyDGeQPx757mpFUMOvTuK3lS5NGVCd1c24L6SIAZyKufao7hcHH41gJNgBW6j071KJCvIOKkpnHLApAYc5GcUx7J5XP74qvoqZx+tUp9RngumijRGjTjn1+tV5L26uTta4Kg/wQiuyNOb2Ri5RW5elt47cMJJyytwQ5Ax+FaGk6/c2My2+m3UyqPQnbWD9kMcZlaByB/FIf6Vt6fYNFOkjP06KgwvStLqC31M2ufSx0y+KvETLg35QHvjmsy61G+urxVuruac443txn6VOI/wAqqlR/aIzj/IqfaTle7BUoRd0iwqrKmSPlI5FLA5tnELH5D9w+ntUaSeVMY+x5U028fEBJxweK5+tuhs9VcsXV4sBwVy1ZsmpTgN5LKpPbFTqBqFt5ZOJlHyt6+1YekWbar4ql0u51GezG2Xy9ke4s6oWC+gHB5Pp71oqaEpN6EyXEt/KwnckoOPantbkoVQhT/eIyaxNOvpvs9xcu2+TamN3qanOrXZjAAijOOWPX8qr2cm/dQNpLVl59ObaSblwe+FA/Ummx3UNpcfaFuGWdcBTGxz+lZ6pLdtmSSec+gGBVq1s2eV40jSIpjJI3GtFHl1k7GblzaJXOz03xhri2ymO5dgw439qfd+JtengbzNSkUY+7H8v61m2UHlW6pksRnlutPuF/0d6XtZt2T0J9jTWrQy2nacAyMWdsncxySe9SSwdJI/8AWL+oqKNQtmrryyk8D61ZWXegK9D+lYTdndG0dVYkS5U2/mdgOR6VSl1HJIVceh70wXHk3rL1U8MPWs3xFBLZWX2m2dhG7Daw7e1NU09RczTsWLzV7xQMMoU9CBVdYAQG65GcE1DrFnaweHodR0/Vr6dGuvs3+kwrGtwQm5niA52qcKd3qPcCtNqU0F0Yo41ZEGOfXHrV8nSKKv3LcllJK5/e7F9FTOP1FQvbJbq6y3DMr8HdhcVSkvrqc7WuAin+CIc0C18uMytBI4/vSHH6Vcacl8TsZua6HQ6N4hutPmW3069nCDsGJX8M103/AAmPiF1AW6EY/vFcmuT0+yZJUkZhgfwouBW15eB04olVa0gyPYxeskMu9W1C8vAt7eTTgjo7cZ+lKFSRMn7uOarsFF+u4j/IpvmtHcmL/lm3Kms6t3q3qaQSWiWgsJMEwQn5T901amvFg+Uqciq1ycQFiBx0pyRjUbbywcTKMqfUelSkp6spvlIzqkqbvLVeexqg92+oyYl4KDI4qtosMF94uOlapfXVnFJJsWSOWKMRHuWMnGMZ4HJOB3qrK1xp1/qsMgn8y2mMSpcgbxhiPmC8ZwOcHFV7NLYd2aLW52FUIUn+LqagbTjtJNxIPXCgfrmqJ1W7MYAMURxyxHP5VEsUt22Xe4nP0wP1q4059dCHOJoLcwWtx9oEzCdeFMbHP6V1mm+LtcW1Qx3UhDDjzD0rj7WzZpnjVEiKYycbjXR2UHlW6oCWIzy3Wqc+TSL1M+RT+JGhd+I9duIH83U5tuPuodo/OqFvMZo1Lklz1JOSTT7hcQPnAquAPsSlD86k4/Os5Sco+8yoxjF+6iS5h4Dx/wCsX9RViCcfZt5HTqPSoIJDKgfv3z2NQi48q8YY4PUetZL3vdZo9NUPl1IchVx7k1VuNZuVxwu09wKq+I4JLOy+1WzkRuwwy9vaode0HV9A0DSr29nuBLfGTzYGjwIMBCgY4+8Q2cdunUGtFTQKTew42Vu8jSOm4scnJ4qxFEikKqhR7DFFFRJt7jSRoxW0TqA6Bhno3NPkUJKwAwPSiiokNDfMbjmqmSdR5Pp/KiiiL3Ey3OB5RPdeRUN+T9kU+pFFFVDZBLqUrSR0kypx3/KszUtRn0jxG+qWoQXMbtjcuV+ZNp4+jGiiuhGa3KehwJNFPG2do2EYPpmtqOzt4zlYlz6nmiis5t7GiSL0EasRn1q79niSJ3VAGOMt3NFFZPYY3cV6VBcuxgbmiipi3cbJLQ/uAe4J/nT4xtnkQfdwDiiiqX2iexlXBP2pznndUt9I02gSxSYZCyNj3zRRXTHYyZh674mfXI4YJdK062NuqxRSWySKUjXOEALlQOcnA5PNaBsYHkLupYsckE8UUVM20tDWyZZihjTAVFUewxWhFbROmHQMM9D0oorEZJIoSVgowBjimNI2MZoorNN3GUMk6gMnv/SrkwGwnunIoorV/EiOjEvj/oq+5GaqWcrxS5RsEcj6iiitKewplHVtZOl6peltO069S4lV2jvIN4DKMggggjqcjOD3BqpZXM2tXd/eX0hknuJBNI/TLHPp0+lFFXJ2CPwo0o7SCMgrEufUjNXoIlbGc0UVztt7l2sXDBEkTsqANxk45NMyVPFFFZyeo0Vrx2Nu/PpTrP8A49we+T/M0UVb+AnqTQgLPIo4GAcVm3BP2ljnndRRWkPiJexJeytLoUsT8oWRvoc1zN/r+qX9hDpd3eTz21rK8ieZKzElsdSTzjbx6ZPrRRW3QmHU/9k=", "info": {"video_id": "38716", "label": "pretending to sprinkle air 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": "560856d9c94f4a9eb949d01badeaf4cc174d95919be0cb9b583951509b976641"} +{"episode": 52109, "episode_seed": 1475853723, "split": "train", "timestamp": "2025-10-13T03:23:35.944489", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1475853723, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to scoop flour up with hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "32395", "label": "pretending to scoop flour up with hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "32395", "label": "pretending to scoop flour up with hand", "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": "144439ce40113466c681cea804a57dfa4ecc0b0cde00f7fe7206fdb134bd568e"} +{"episode": 52110, "episode_seed": 874949750, "split": "train", "timestamp": "2025-10-13T03:23:39.428679", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 874949750, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling sand onto table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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dpGSeIh19a8/jRkwykgjoRXonhyT+0tIjZ+ZYX8tueoI4P+fSpxOHcFzJ6BCXQxEkFrY3ydreWQD3zyP51gx6haQweU02WVRxtPXr/OtJfNnmnt9uVupRLwP4d7A/+g/rTtRtzazxui8MO471zbMa1LnhaS11NbmyL7bpSZLcnpIM8r7H09+K9QQEAZrwpojDcoLcMtxvxtHQ7uRx3r3pF+VfXFa4mr7SMQpq1xccVh61C0+q6LCDhTO7sfoh/wAa3WODXO6jeKvjnRbU5yYZmA7ZIIH8jXMi2V9QtEsNU0NYExGjSxkk5IGzjn8K8ov42g8U3hHMZuX+YdME5r0z4gXjQ21vbRsyO5Lkrxx0rzRoGORg/lXdhsNzw5pMzlKz0NC6f91ayk9GZD+hrrLbEl1ayLk7LIqfqXzXIRvG9sY5g+eCAF7+tbNhqCw63aFSTbiMQysVwCCev4ZH5VgsNNNp9Lm86ikjR1Z9txYTAjd5238GHP8ASuf1a58vVHbypZPLUJ8i5wTyf6Vs+JpI2FuttPExhEknyMDyMYH45NVYIEuoLgl1aeRmk2hskDt+mKzWiM+ph/2s0N5BcC3kTY+4CVeG45/pXpWmSWNyz3OnOvkzKrmLOWiJz8p9R6H09wa86mQiISSpvRDgg9geM11fw8tJY7W6nfIjl2+WD6DOT+tbSrfuHBkxj79zr1FG3v6VNtwpNVbycQWNzKePLiZs/QGuA3MLQLBDpsN1KuZWMuOeAGck/wAq4/xAC/gvTYyAJIpmXb3IBYf4V3Hhu4R/CNnPj5UiYt35BOa8x1CSS7vJJmLNliQD2yeldeHpOpN+RlN2SJLK6tl8Gahp80my4edZYl2k7sY/wNSeFriG0i1NJ5ER5oNseT1PP/1qzRbyH+FufanC1lHSNs9uK7XhoWauZps7mBPLt4I8YAiUAfQVgSSbNJu0Q5CytGn4nitfRtRgXSo1vJkjmiYqN/Ur2/wrn4CqyxiWUeUSsr5yfm5yP1Fee48raNexWEt2uYkswOwy44rW8O67BFDPp+oqfs8mZIXAy0TZPT1HJyO/1xUd9bhnimiI2OvBFURYyXl+lkAAoyS+P4Tzk1tRrcjIlE95i+YCq2rTNa6bd3KttMUTMD744qe2GcVleM5Ps/ha57GQrGPxP/1q5zQ8te7uZ5lnluJXlT7rs5LD6HtXQab4U8R65YJqNpYXN5b7ygdTu5HXgnNc1GMt0NfTfwntzB8PNPJAHmPK/Hu5/wAK2itSZOyPDtS8FeI5LvcmiagxKjOIG4NJD4F8UlcroOofjARX0+R++b3NWB0rRxsiOY+YY/h54sn5Gh3Y/wB4Kv8AM1iaz4d1PQpETU9PmtWkBKeYuN2OuD36ivrqvKPjpZmXRNLuwOIrh4zx/eXP/stS4jUtTwywk8i+ifoCdp/Hin6hFIm+HBzI+wBRk4PJ/Sq5GOc8ity0Iv8AU/tQXKQRKoP+2wyfyGBWbKZ0vgp5TbzRtavAiBAobv1rr9h2fWuf0QnLj6V0cYJUVncaOD8b6peWVzbWltcPEGjLSBDjOTjn8jXLaXLqbSR6dp0txumfakELEbmPYAdzWh44m87xROuf9UiR/pn+tXPhvbmfx9ooH8NwHyfZSf6VcUDKE3hfWrZ8XGkXsbd91u3+FQ3OiXwEZ/s+5zj/AJ4N/hX1z2qFWzIRu+gz2rezfUz5j5NTQ9TbCLpl0T0AFs2f5VJN4d1q2h8yTTL+ND/EYHA/lX1rSGk1cOY+MHUqcZNaEbtNpcYwWML7fwP/AOun6/ZGx12/tSMGG5kj/JiKhsblLaC8D8/u9yj1YcAfrWTRZFZSwx6wZpULNH+7QKMnPc/0r2aH5lHPavPdHtfslrHGwzJjc7HruPJrvrVSQOahjiVdbna00e9ulfayQsQc9+g/U15EZ5pZBLJNI0g4DFySPxr0/wAcSfZ/C8q9PNkSP9cn+VeWxjLdDTihnU6Z4I8Sa3pUep2VjLdWzllVlkUnIODwTnrUv/CvfFecf2Fe/wDfI/xr3H4XW4g+HelccuJJD+LtXY1skZuTPlw/DvxaTldCvMd+F/xq1B8MPF9x839kSKP+mkiL/M19JzKODiiHAzVcqtcXMz5O17w1qnh6WOLVLJ7Z5ASm4ghgDzgg+4rN0+Tyb+Jh0J2n8eK9u+Olnv0zSLsD/VzSRk/7ygj/ANBrwwjacg8jms2jRO6J7+GUE24UlpHK4TqR1Ndr4UacwyLNamBQFCA9+tYFkRfanJehfkiRY1P+0Rlj/IV1mmk8/hWM3pYI7mw6fu8DvXnXjS/uF1UWaTusSxDeitgEnPX14xXoyqSorybxTL5/iW+PXbJsGP8AZGKzgtS2Q6PYX+sahBpenh5J5iVjiD7QTgk9Tjsa6R/hr4uiba2hXZ/3drD9DU/wit/O+I2lnBxH5j/lG3+NfTp5FdMI3RnKVmfLqfDXxe5AGhXQz/eKj+Zqynwo8ZyNtOlFc93njA/nX0xgUlXyInmZ83TfB7xbFAZBaWz4BJVblSa88kXDYxX2nxmvkDxDYnT/ABBqNm2R5NzImPoxqZRSKi2yO1Vp7AAHBif9DTtLtb+aV7m2WLZKcb3PYdKqW0zok1vECXuFEa+xJ6/lmuusoPs8aQqMKihRWMtCjvbNxs/Cuc+I1yBpVlbg4LzFz9FH/wBetmyfMY9a4z4gXHm6raQZ4ihyfqx/+sKa3A5WMDeK+q/AVubXwHosRAB+yo/H+1839a+U48k4A7V9haRB9l0Wxt8Y8q3jT8lAraBnMlbibPrU46VVuZPLZT71YB+QH2rV7ED+1cT8VrP7Z8P70gZa3aOYfgwB/QmuzLVl+I7UX3hnVLUjPm2kqge+04/WlYaPkt19a6vwtbC402QIEBSQ7skDqODXNyRE84q14Sha/wDE0umPqU1okscjR+Wm4u6oWC+g6Hk+nvWTVy7noNjCLd8B1JPZTnFb0Lg4FeeeEr64uWnaeZpOEI3ds5rsZbr7NZ3FxnAjiZ/yFYvQpbHlGtXP2vXL6fOd87kfTOBXa/B2387x9av18mGWQ8f7O3/2avOsktuPU9a9a+BUHmeJNRuCP9VabfxZx/8AE1rFaib0PdmbJ2j8ahKYnDgjp8wqSQ7XVj0x1qMn/SuemOK3RkWc0hPvim7vmI9s4pCc5pWA+afifZfY/H+qKF+WV1mH/AlBP65rk7OONtQtxKMoZFBH416h8arMJ4lsboL/AK60AJ91Y/0IryW/8yC3LxkqwIxis2tTRPQ9KTTZQ+TGR9a6CzcbBXCaiwTw/b6np+uajOr3H2fdcRhFuCE3M8Q67VPynd6j3A7GxkzEOaxkmik7mD8SLn/Q9PtgfvO8hH0AA/ma4CMgPn0rpvH1z52twQ54hgH5kk/4VzMALuqAdeKqOwH1l4MtvsngvRocYK2cZI9yoP8AWtyq9jCLawt4AMCKJU/IAVYrcxGSDIpqcU+T7tRp0qlsBxfxas/tngG6cDJtpY5vw3bT+jV83OvrX1h4qtPt3hPV7bGS9pJge4Ukfyr5YkiJBOOKzki4nS+GIFuNKYAxqUkIbc2OvOa34o0gZQsise+05xXDeDzBdeKTpd7qFzaQXDbVliljRUI6li/GMZ4HJOBW/pjXMOs6jaXD3BNvMYwlwAHXBI+bHGemccVhUjZXLi9Tr4pFHJ6DrXid3Mbi9nmJyZJGf8yTXquo3RttJvJ842wuR9cYryQcECogWz0/4IW/m+N3l/542cjZx6lR/WvocmvDfgLBu1TWbkj7lvHH+bE/+y17hmuqGxlLcXNGaTNNJqxAWxXzT8VrE2nxB1FgMLcbJ199yjP6g19JE5rxP422RXXNNu1HEtsYyfdW/wAGqZrQcdzymykWC/glb7quMn2716CqWiHJn3Y/uqa83vlaKAsrYOQMiuu1TSdb0Hw9o99e3N0k94H82FkwIAAhQMcfeKtnHb6g1zyg3qiuax12nk4WuE8YuzeJbnJztCKPYbRRRRHcbMuyUHUoIzypkUH8SK+yAABgdBRRW8TOZVuVBK59alydp+lFFaEADQQGUqeQRg0UUxnyjexrHcyqo4V2A/A1g2uoz6P4lW+tdnnRSMF3rkfMpU8fRjRRWRTOq8J/JLMo6AIP510muyMnhi/IPJj2/gSBRRWEviLWx5f0BNe1/AVF265J/F+5XPt85ooraO5Mtj2V+RzVd+JCP7oP40UVqjMkySw/3adRRTA8q+NMSG30eXHzBpVz7YU14fq4AsmPX5hRRWb3L6Gjd+J31+zt45dK061NuqxRPao6lI16IAXIA5ycDk816Bp5OxPpRRWUyoHAeLmJ8SXZJydyqPYBRVTR0VtcsI2GVa5jU/TcKKKI9Bs+wQeTTjRRW5kNJpg60UU0AkiCSF0YZVlII9sV8oXKKjsAOASBRRUTKiZVprbaRqk8R0/T72KeUMyXkG8Kyg4IIII6nIzg9wa6bRb241HU7y9upPMuLhxJI+MZY5/Kiisqvwjj8Ro+JJGXwxdEHrtU/TcK85PHI9aKKyp7Gj3Pc/gKoGma3Jj5jNEufbax/rXrtFFdUNjN7jSxFNYnFFFUIaCa8y+NESNpekyEfMJ5FB9ioP8ASiipnsNHhmqDFoSOPmFTp4h1TUtIi068vJp7e2leRPMkZiS4GcknnG3j0yfWiis+gPc//9k=", 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", "info": {"video_id": "197293", "label": "sprinkling sand onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "197293", "label": "sprinkling sand onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "067e1246a53815fc86c33b8d705f108e84fe3a355fe937e57ceec4e06bccfb6c"} +{"episode": 52111, "episode_seed": 56483067, "split": "train", "timestamp": "2025-10-13T03:23:40.903492", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 56483067, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic clip into steel tumbler'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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TeFPDv/CQ3Z88utnDgykdWPZQa5S1V55FjQFpHICqOpJ7V7Z4esBomkQ2YUF8b5XH8Tnr+XT8KzZsma9jY2emQeTZW0VvH6IuM/X1plxJg5zStN8p5qncTDGM80riK9w5YHHXtWNPIcE1cuZ/LYHkg9xWTdSAOQDQmZyRUnIVsjPWsHUNdnRGCNtzWvO5bBFcZq0oL9MjPQVtTZna5Ysrq8uZBLJOywg5Yk9RXWw+L0iVUXhF4GfSuGvbh00+NFG0OecdvQVSRiUzk1bA930LXY75VVWGT7108bkivCfBOpSR6vHAWPzGvbEkIi45OOlZSNYlzcahmfimedxz1qGWXOeai5ZUnl4NZF25B9j0q9cSAgkGse4m3o2QQVPei5EkUro7s5z6iobFsNJ7YqOWTJOM802yODKWPGRVxM2at1di002ec9EjJ/HHFeTsTks3UnNdt4p1DytLEKn5pmwR7CuHeUO1WwiTxsFAz1rR02CbUL2Ozt1LSysFUf1PtWIHyfpXpnw50nyIX1WZfnkGyHPZe5/H+lQzdM7HQfDtjoUCiFA05HzzEfMx/oK2vM4qn553cgY9c0jTcHmpGJPJgjmsy4fdnHXtVm4lGMd6ybmfY2cE59KLkSRTnkJBIrKnID8Z61aunAcgH3rOnYtgg00ZM0Izhtxq1G/zD0qgr5WnLNg56AUMEZ/i3UcRwWqkdfMf+grhp7jexfHet3WJxdXs8oOVX5VP0Fc053PtUdTgCra0Kiy9ZQy3lxHbxDMkjYFeu6Zbw6Zp8VrB9xBye7HuTXI6LpMWlxiQ/NcsuGb09hXQQ3DbT6VlJmqNrz8qe9ULmfbwKaJTtIqtO+7rUiZFcykoemKzWIJJB6cCrcmcnJ4xWNpdudX8Uy6bNqU1qjLIYvLTcWZULBfQDg8n096qKMmX7P70g9SK0UbauBXL+G7ua4E7TSM/CEZ7ZzWxd3a20LvnkDgepqxGH4mmE16EzkRJ+prlWYAkAVoXsrEOzsSzEkn1qnY25vb+G2H/AC0YAn0Hf9KpqxUTvvBWjwW1pFqU6h7mQbo8/wDLNfb3Ndv5+SBniuetnEYCKAqKAAB6VYFwS/Byc1i2ao2DN2zzUNxINuaqednnNMkl49jUgyB5i2frxWZcyZds9atSc5xWLrs0kNgZInKybgMiqRnIlm4UYPQVxflC7vFVjiNTlj7V1WsW1vb+H4dT07V7+ZWuTbZuIljW4ITczxAc7VOFO71HuBzFlbvcXKrnCZyxraKsQaGqaZLqEANpCSqAlVHcDrWHbxkoRjmvYNOtIP7OWWID5htwOw9Ko/8ACP6XJM809v8AOTzsYruNbOF1oYe15XZnI+A9MlufEbTlSILVN8jdsnhR9Sf5V6/HL8vXtXI2GoWUUzafpyIkELfOV/jk+vfArfEvyVz1NHY6aburmgZcDOc1G0mQaqpL8pz07U1pDtPNZmpXu5dpwMVmXchKHpirdy4PX1rOm/iyRg0jORRYhmJz06UltwZB64qlpK22o+Ljpmoahc2tvLJsSSKWKNY+5LGTjGM8DknAquJ5tNv9WtpzcbreYxIlwAHXBI+YDjPTOOK1SIKXiKRZr1YwciNOfqa5pyA5xWncsxLu5yzHJJrKZua0aBHReFNDj1a6aW5/49oSNw/vt6V6lbyRxKI4wFRQAqjoAK5HQbf+ztKhhPDsN7/7xrcglbdzj2rJs1RvednHNNabHGeayxMS4xyc9amMmakonnk4zWVJMWJ/SrMsnHsazpec44pEtlO5f5znqaqTcKMGotelkhsDJG5V9yjctRa/oesaBoWlX95cXCzXpk82EpgQABCgY4+8Q2cdvqDVpGbNBjgVTv5njs5WU4IWiimI5e4JFu9VtGRZdYgVxkBi2PcDIooq2NHeKxPerMTtjrRRWDNEWVck1FITk0UUhMgf7prkn1O40jxE+oWuzz4nbbvXI+ZSp4+jGiiriQWfDI2i4A7BB/OpdYdjcIhPygZxRRVrcRy19K7TMCeAcVpeFkU6qzkcpGSv8qKKcho7dGPrUysQ3WiisWaonDHB5psjHaDRRUgysxzWJ4gONOPpvWiirW5mzP1vxO+vQQRS6VptsYEWOJ7ZJFKRrnCAFyoHOTgcnms+wdg/BoorZCOog1O6sLfdBJjI5BGQawNZ8T6nN+4EixoRyYxgn8aKKuL0MpJcyJPDErrKqg8Fua9KjY7RzRRXPLc6Og9WJHXvSMxLEUUVBTKExJzVObhaKKCGclLrbaTqN7G2n6ffRTSBzHeweYAyjggggjqcjOD3Bqsb241S8vL68kMlxcP5sj4xlj7Dp9KKK6I7kMy76VzIVzwKisI1l1C2jflWlUH86KKcgR6H5jeZjNW4nb1oorKRpEtI5yOalLsB1ooqBjJWOyqhOTk0UUCexieICf7Ob/fX+dYd54g1TUdNg027vJpre2keVBJIzEs+M5JPONvHpk+tFFaLYg//2Q==", 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", "info": {"video_id": "112909", "label": "putting plastic clip into steel tumbler", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "112909", "label": "putting plastic clip into steel tumbler", "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": "82a5e5be98e98b6e8f0001b59d4b6c9b1a644cd1ea824e6f501a817cdf573d8f"} +{"episode": 52112, "episode_seed": 2451754514, "split": "train", "timestamp": "2025-10-13T03:23:42.517123", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2451754514, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 swiss-knife out of tray'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "72883", "label": "taking swiss-knife out of tray", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "72883", "label": "taking swiss-knife out of tray", "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": "8cc00a60cf13d5f74c8f995abcf4408c2d88c9f9283e11e13f1af1d8a2e591e8"} +{"episode": 52113, "episode_seed": 3324342598, "split": "train", "timestamp": "2025-10-13T03:23:44.921093", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3324342598, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of card without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "900", "label": "lifting up one end of card without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "900", "label": "lifting up one end of card without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "27b367ef684ef8ffd237d4a58c86cda484cc9177dc4cd2e4990a592e7f4eeab0"} +{"episode": 52114, "episode_seed": 2343708335, "split": "train", "timestamp": "2025-10-13T03:23:45.418213", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2343708335, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 something up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "218785", "label": "moving something up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "218785", "label": "moving something up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "658562edfb1bf0d1f3e596bdddad82b0afa8c67a191d12ce765144346cf5ee6e"} +{"episode": 52115, "episode_seed": 3438485784, "split": "train", "timestamp": "2025-10-13T03:23:46.761768", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3438485784, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glove so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "105412", "label": "pushing glove so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "105412", "label": "pushing glove so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "43154ab1b581c8d8bf4511b3fd3f871434cd3f7667bc928e1ed772036b726449"} +{"episode": 52116, "episode_seed": 4235061174, "split": "train", "timestamp": "2025-10-13T03:23:48.417562", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4235061174, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shaving brush is inside glass bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "53817", "label": "showing that shaving brush is inside glass bowl", "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": "53817", "label": "showing that shaving brush is inside glass bowl", "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": "ba722b42b0e4c6baa9feeaaf42592307da8c8f6b7700963b0660c41803bdf82c"} +{"episode": 52117, "episode_seed": 883561719, "split": "train", "timestamp": "2025-10-13T03:23:51.316284", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 883561719, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cap onto jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "207738", "label": "putting cap onto jar", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "207738", "label": "putting cap onto jar", "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": "a3e824226b70df805b345f6dab1277dbbd8d3898065a7672ef1d0cb2d4f6a93b"} +{"episode": 52118, "episode_seed": 1438845631, "split": "train", "timestamp": "2025-10-13T03:23:53.876561", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1438845631, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'wiping sand off of base of tree'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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jK8/41zFjE6WqZj+9z0pz0OacOWRfg1aBZ1i1BFikYYEpGY3z79VOa1JQiSSRpvCSDHBwc47fjWZtjlIEiK0bDkNz2qzDGzQ7N2PKIEZ6kiouTY7K0uGaXcuWLOHCtxnim6gyf2c0qQhyszTOSOoIAb+Q/Gs2wu/PjLP8kkQ+dc4A7Z57e1aulyC5kNpzHE6MCrjnI44Pccg5rW90ZWsYMRS11C5dAiiYK4ZRjcMdf51a+2AjBPWsXXDJYXYTczICQrkYzjqBVGTUQY1KtzUp2OynG8UzSnnjjuSrEANyDURukhkJUgk8isy6k+2WpdT861kRXpQoZGOQCDSlNmqidrbaiMqH4GKjvNXjRdqkDiuHu/ECxhtr5ZV3bR6VTgvLzUdxyqL+pqedsluKO5t9YY5RGy5HPt7mrkLXMEjmeQslwFyAeBgngVykem7hFIJjFP1SRDyM1vxTzyWwW4IN1GPmKZ+Yf3h6fSi5zzlzHX6JMLWwgh8ogLADgnPO4/8A16ua9bNqUUszvuWCNGiCHBzkhjn6EflWLpk6/Z4Wjy3ZgD05yRz+NbMNwjyGOUFRMxCbc4wP85/Ctr3Rz2aZxHiLR7fU/s8u+aaRkKqXJ52nOcjkMOeRWUkqTKVJ+WutubaS2nNrPE5/eORIf4mAIJ/EYNcAodWDIxxmoSOmjbU1oTNbtujIdB/Cf6Ut5fose8Aq3cU2CYrGMjJNSyQRTxndGD6g07M3KEepRSKRvGaspfxwR72OV7/SoJ/C9lI+6GWW3JHRWyPyNVX8N3S27xG+VkIOCVwaLNC0Ol0+8hmJTerjPC+lbLKkduWhbYwGcA4rhLO31CCbdFEsvrtbB/WtXz9ZOF+wSAHjJYY/nVKTQrLudlokgvQwlmAYNkq3JB9RWN4+sDp1oLmxnkkZj84J4z71FpOma+4kkjgRGUbh8+cn0rQ8RLIujRR3TRmZ5Fyw5ADZX+eBTb02OepGJjeHtY0vwRpBudSu/P1O4iHnDO5ix5CDtgcCphq8us3dzK4AQNmP1wf/ANVZWq6WdQ0MIyW7BXVlZRgkZ5BPY+hHpVPQ1u7WCRZ5A5XADHhyOnzDseOo4NTzdCKcfeuWL/RxqGoRqxHmO2yEE4HmMeWb1GB+grqjp6REW0F1cAKBt+cE8dcjHSsyGYTAOuA46H0NTvdIk8O/UFjlcbm3jCk+gNMqcWmQPeosiMZJSyAkl8AnsB7VR126R9IlEKyGQFJywbdjawOMj1xWpcw2l2oEsiSTqwUDPBH0rlr+O8a6ltraGKGBHCSMBtBI/hOODnPYUiUacF/LNFFIzwxOXE21mIIbtwPY4rXj1iQ7QArsp5YsQSQOo/Cse205kieedVdeFIRsge3NdBZ6YusO1tBbbXIwS/ROPXtRFsGSafeQFIo5WZlIICLwM545Pf8Axq9Dbo0Qi4MTNmCQjLKSeVz29j71i6l4W1LS2WVZ0liBzlW5X8Kl0nUG8kk7gjDJwcYOff1p3Fui5q/jGDRoZYpS3mICGkPf1OP6Vn/DbT5L221DVHuJBa3EqPFG64BUA8qT2zn9Kj8Z6PBqekQSEEIJAsmMcqf61l+JPEes6PaWsdnFBaWDYy0fzMI1xwB0xgdqE11M5RfQEtpv7YtL67jZUjLRWyOeWds9e33QfxNYGqeHotQaW4VDb3pYsyKh2dT1PrjFdrcSF7iKRUy6H5Vc8IQCM+1Zk1xIlsys4dm+9xjAJJxUGqdtTzj7PPaEho2XkgEjANbug3zW6MMfO3c9q6KKLzx5Twp8+GOQCD6ism50vGpA2sbLbEknPUdf6ipszpp1op6m+b120e6iQ5Z4WUDPqKowGT7NbgqG4AIHPIwPyqpbPMHaJlQtFIQpPRhjjP44q9arJiPLEMpPze+cj/ChkVainK6HrJ9pXzFBClhkjt/9arakJaKVbMmM7u30pLZIo4XQAH5uQBgqasFDGFUqp2/Nx0IqbEXJo47prY3Mcu1mXk46j0/Srl1dXlpYaTqeExHcxtlDkyK2VYY9KjRhb2PkqRvkGFU9VOf5VutYRyWttDbKHjtkDMx6MQDwM+9bRWhnJ6nL+PI1hvLRrZGK3JkkBB+Uj5e3Y88+tcObiUSMoVjg9q9c1q2hvtP02dU+VlZgCOmccfpXG33huImSWMsDg4VTgZqJROqm2oaHMPqo02Fpbh9q4yB3NNe1ae2MtwWhJiaRh/dGM1O+ixSzO97GZHzzvy3PsPSl1B2W1k0+Q4llzFGP9nAA/n+lTykTqSZl6fYpNpxaUEeaGAPqvBrU0e0hbTYnbG5hkc/57VJpscZRVVxlDsZDx1GBWjGkSWyxIN67yAV78c4/CmQmycxrAoC/MBhh65zV23dyrz7QMDaxIqpaW/mvcbuhYlDnGB/jjFXkDiA7z8u4g47VNguWrO5ht5vMG4wupDqQTzjr+daa6lBY2R1VJN4SRHdCOCM7WIHY4NVdNiVbaRHUblyQfUVOdP8AO8JTRNDGr3G6MS452s2B+taxWhEma+tWZuLzziqzwGPeSCQyjHVfXPGR9PWvJmkS3nJVsr0xXtelW7rpyCbEvkRbUY9cYxXzi9xIxEu9irMQaluxrR6nTjVMFVKcetX4bwFvY1zMVwpX5h261Ot6Fb5TQpnRa51LTZAbNI9yNnODiue/tLjk4qP7fknDGnzi5To7WZBcK6kY449DW/JcRNCRnBx2rhLS5AGd3Oa0FvnkZgnJUDrQqhDhbc7qx1oWUOevGOtMulgvorh3LZNs8a9ypLBgfqCtc3ZzGSJHyN4yGHpW1Y3jfaNzpuWV9vT7rbcgfjjrVqd0YVPIyXUtFNDNhWZMHPH7zGcj2P8AOoYrfZcTqxTnggDBB5/T/wCvW3rNjGt/cRKMSz7ZY9xwv+0B755/Gsq7kWKVWICyHKuncY//AF1GzHT3RXizBPgH5TxVqWCK4VllRWAxt3D25qs0ivhh1q3jfFgdao6HG4oxHaMsLiF9pBbAI6ccHjNZUgcaMVtDEAAv3jvJPcsc9abNem3lEcg6k4zWtp+ySAsyjG05I7cc0GM6dtURRBo0FrtLpjCnG0ZznrXRaBfvpd5Cs4hSKTgEvjr3/TFcHZ3dxJb7kuzI6MUy4ByQev41rWl5b386RXyhLoHhD9yQein19qlSszNxujq77XLO/luntZXBtzh4z0YEDkfjx+FZvh+yhutJLTAvOJJChxjCjoCfr/Oq5s1hmLrhQw24PXg5GfUVp6ZJLHBEm4H/AFnbnqev51ald6kNcq0E122NppFtA0qMZGDlc4x2J+gLLz71zt7aWcmmgeWVMUgbj+B+mfbg/SuwkWC4MXnJuUQyIUb0ZcH+QNcpKfJa4hkZnXAiJHUAdCR7HP5VM/Ia1CWVw8kNsNxxgNjj/wCvzVE28yW/74ht38WfvEdOO1XGuA+5jEyOeVG3NSJ5UsYVg0b4+8ehpAMUSwI0oiKvIMAlw314qG3w1y4ZEUSxlEZcjcV579xwcfWrk9iyphWBiyDwBx7VFLbv5rzAloyoYjoWx/EPf1p3BFCH7O+qXseHYPGroVGBknJHP1rOsrloTHaMcqXdVAb7uGIx/n0q81uE1VBvJjeGQD3CnPTqevH0rIFtEboMqsAsxVnbuScn8s1LKR1VuhHklznbwx7k571bto/MumSTlRKMY9Ov9KtWloPs/wA2M9MVEItkiyRgsT9xQPvEDvSGSTGMXH2qSNjvfAj9R6n9K1bWR4lE0s52qAD5hwCegwP61iiMx3MmMNc5DtGDlFI7Z/GudguL7WfGFxZ3OsXNugDmFY13AMEyAOw6Hn2q07kvQ7q8/wBEjghUv5ALNFvOcA4JH4EmqT4bkc81xljr2oXpzeXkk4ABQOfu564rdt787ck079DqpfCi7LawSAvIoHasu78OCUm4XLYUsmecEHNLc6kGkAzhRWxpd+sypk/K3Ap2RUoKRyUFgRq0+xdzALIcdxjipoZY2ZlA2zI+0oOgxwP0xXRappDC7OpW2SfKKFVOMiuIuDJHe+b5QEf2l/y44qJKxztOOh0cS7lGG+RzgKcfL61cZNxaJVyVyGA7mnWlsXhVlGD95R6VYjTZd72GC5B69h1qCSSWGaGWOxQglgCXxzk9RW5Z3UW23ilUusYCBcYRCOMH1P8AjWHcN5sk1um/eWVmkDfeGfXsBjNUvFV9Npmh7tPnc3O9NsqYATkgj9K1TIaO90aXZZ3FtNvXZK23d0KtypHt2/CvmeaKSBnQH5SelelXmp39tpFvf2XiHUpP3wt90yKizYXczRjrtUnB3eo+g5fUtOtool2Lks3zEnp7VEzWlNRuc3DK8kyQIcu5wBnrS3UklrCZDydwVVHcmtUad5X7yGMGULuXC9D2rLvGe6nSPH+qw7emf/1n9KixTqtiPcTRwlwBvC5PpVpHeQIN3J61EIwRu4IxVq2h3Ov0zSFzst28eGGTwp4962bSPYhlIxn5feqdnb7kYMOmMCthYHaJGPGDjHtQJtj7eVYblpRwmMEEdeK0471LXTLjUITmSAK/pu2nnjp0OKrWkeRJvHKjketWrWyjfw5ceZB80gkjRyeqtwCPxrSJEjp7+ODULe0kZS8EuNpIztJ+Zf6iuI8WSSWkljEzBlBkXfjB4wMEewx+dJo19ep4lbRLjWr61tVYRRtHLGix45JJcYx14654rB1mS+udSuoL2e5ka2mZVW5xvXnHOOM4Azjim11Kov3kjRtbjgAnNbCPwuK5G1nIlwT0rooJGMOepoTOtodf2qXKf7Y6GpNFZ7f9xP0PGaqm53ZAPINWUYOobIyKYmNvtKjs5nkjQbZW3ZHrVR7WO7URSJ15HY1tvJ5qLG5zxgVVkg8m5XI9OveokjGSsTQiV7RIZZHaeHhGPVk46+/WtO1LNaEouJA+DnjHGKrW6KN0wGVUbWq3b3EdtOrhw8TgbumBQmZtXLnnOsxmlGY1Cqy4+6DxVfX7ZI5FaRTHFcxqWlCElXHG0n0PHasXxRdyw6HPeWF0YnDqm6E4yCc4Pr0FZutS+JtO0DSb2+1C98263ebCyY8gYUqCcfeIbOO351pujPZnUNBGkS7RgBDgVFMigRnA5IyMe9FFSAQonmeVsGx+o/GpZIUBzzwMD8eKKKfQaOd1WJFuLY4z5cjBcn/YJrnLGFYtdiTLMHwW3HqSoJP5miioexSPSrBQ1kxOeMnH0ApzRqI045dtxP4E4+lFFAETqECFPlMq7mI9hXCatdPo3jC7uLQKHimbbuGR8y4PH0Jooqo7kyM60JjAC8dq1I7iTaOaKKOp1UvgRHcOzW5yfetDRbiQIvzdBxRRT6my2O60md5ECMQVx0riNehSLV7vbnCTKFB6D5Qf50UVVT4UYVTs7FFW32qoA4qMjOwglWaTYWHXHNFFZHOMnVYbz7HGoWBUX5B3zzzWT4lATwq6gDBlRj7kMRRRTW4M5nUdebVoYEfT7KAwoEjeBXUqgzhQCxAHfp1olUO0e7nAz+NFFORMSGRQsE4HGTj86xhAkckzAZO4jn2NFFQUMtY1+RMZX/64rRt0XB46cfrRRSZSNeyVSinGCWIrUkUCECiikBMoCWUbj7zDBNdJFEkjWNkVAgEYOF4J78miitoESPO7rVX0/XtWia0tLyN7okrdRb8FehByD3ORnB71Qe6mvru7u7l980zb3bGMk5oopvYdL40QRHEvFdHYEsFB6UUVB3le8UJM23iprZ2O0E/xCiihEM0wTvB960ZoUmtZWccom4H3ooqmQ9hscjNp+OBk8471PbW0UifMg70UVmtzDoZPiK2R/DN02WHl3cSgKcDFcRba5qV9pMOn3V3NNBBJJIvmSMxJYjqSecY49Mn1oorVGbP/2Q==", "info": {"video_id": "54181", "label": "wiping sand off of base of tree", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "54181", "label": "wiping sand off of base of tree", "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": "bd27efc3c358a6499fa9cecde770c2a4b7458af9574020aa5aa4068ffd7bf5b2"} +{"episode": 52119, "episode_seed": 2090502985, "split": "train", "timestamp": "2025-10-13T03:23:58.310108", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2090502985, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69900", "label": "moving away from pencil with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "69900", "label": "moving away from pencil with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7eb1880b9d5b4353667855f40154cc1bef2f8605fb02793e7126cafa805d7b8f"} +{"episode": 52120, "episode_seed": 4152878075, "split": "train", "timestamp": "2025-10-13T03:23:59.405719", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4152878075, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'wiping dust off of glasses'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "206110", "label": "wiping dust off of glasses", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "206110", "label": "wiping dust off of glasses", "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": "d5bdbdcceeea33e1e2864f870d0142fe5f9947f4c97ca40b6696dc0323a15217"} +{"episode": 52121, "episode_seed": 587286746, "split": "train", "timestamp": "2025-10-13T03:24:02.620690", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 587286746, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the head phone and scissor closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "57145", "label": "moving the head phone and scissor closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "57145", "label": "moving the head phone and scissor closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "381004f41e376bfb7c2d3ad61381e7f6b2b10572317e6349441d44c6a4e59936"} +{"episode": 52122, "episode_seed": 3391029908, "split": "train", "timestamp": "2025-10-13T03:24:04.573926", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3391029908, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 power bank up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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r0uFWEPTmuPE1nUqOHQWIqOKSRSVoGPlSrz7iufv/AAXC+qW13aJuXzQ0kYHBAOc10k88KA+ehHuB0p2ksJrqUK7mIINueDkmunBScZcqZyTk1Fs5fxBaXFvbNd4khlgUsCB95eNy89qzZdPFlqTarLdRrCFJmLAgrHjsenFdP438xNNjtLeKaee7LRIoJbtz+leTeJtbvZrcaPMUC2p2zNG+7zWHQE+3t3r2cPD2cdDhrTc0jT0jxXoMOsqYxdWsUpMTeewZcE5VxgfL05B9etdjq3iPSbWNoxeRSmYY/c/PjHQnFeBSlmlLD/8AXW7oKTySN5u4x7T5eehPfH40VZK15muEw7rVVFOx2954ztgrRRW8jHpliAKal8dU0pktFWXUmLAKkmFUcfNg9+fzq1rOgwvpX2z7Om5VB3jrnp0/Oua1DCC3lQbZFUEMpwR+Irx/aRTukfQfVFVp+69SPxDcX1z/AGfPKiRRmNkG3+JgQGP0yBUGkReZfRg7AAc/OOM+9Nku5riBYpcukYwjEZK57fpWgLB7OwXUEYFlVWwwyMk9K9PDvmgrERp+wp2l0G60WZYLRwPPErEgHOd2KtS6ZLc5hmBZ0G1QOcY4wKw5Lmae7NxI26YnO709K7XRNdm1DULS28j97JIiMV6AZGTXfOnKEVbocMcTBubktzpdM8OX1hokED2pRkQlxkHHUmuXisrEX13p8rBVWRXgj8zB+ZecV69PbxrE74b5VJGHb0+teDvN/ams3N06bVJCqBycAYrznU9i5Ve5xQi6y5DlvHkwj1MadFI7RWq7BvOTljuYE9+SPyrmreCQwSyqjFUA3EDhc+temW3gSPVNVkvbyV2gdt2xick+pNal/HpOi21zosXkReZCevG7PHPvWE8fGTtFXbNaeEaXvM5mHxDqMOlwWsTKiwRBV2LyBj1rKm1C8u5j5u+5ccBXyf0rpvC1oj3EcfD5DqSOjcirOtaUljqMEiQeUZDyF43dP8aVfERlP3Fax7OGwsaa9lLW+pzkutWuoxsNRikS7jQLE+cquMDkV3+sa5Msxhib5m4GT+ted6qq/a3+RWGf4hW7JeC41JJCMqMLz/jSpXqtX6EVMLGlK66jr6BlspZpZDI4lVW545HY1UljaSyjKSFmPzFO49Oal1yeISm1tiCpw0m05Ab0Fb9to8RWF4ZkEbICCeTjFerFOEE7HMuSdSSvpYqaBpB1fTpjeyOYVfaig8g9c/rWgLue3tJLFYn8+3TCkDiQdAw/rXe6X4asbLTIo1S6LON7kDgsRzj2rjtUkgsPFkUbsFDxPEGPHO7jPp0rBL2lVp7bo8ypVfK31MW3luG8PS27TxQNEfLklmbyvlPQZP5ZrR8P6Va3cH2K7iWSW23IVWUkBTyGUjqDnqK4/wAfasZ7tdPjfMVv80nP3nPQfgP51yGnavfabOZLO6khYgrlGIGPTFdcpbpHFGPMrnuWo3NnZJFG8qRmIENlsHHbiuc1DxLYFdtu3nPngLwPzNcjp/2vXmWV3Pmykgu5LEkUyfRbu3ulhnBRW+UOOQa8zFRpKSad31PoMDh6ns7S07HT6ncsLC3nso5JbhwH2Y+WMZ5zjr0xXM+IEm1S/gvHhEcXksLZRz1xlqbjUdGnaO2uSyMpUrngqfamy6tc38cEE0PlGAFeDww4/wAKmhKPMkkKWDmqicndEYnmWCKMIQqkFquplbhUeNgCM8jkZ6ZFW9GtzK0hURlwpCB/6e9OIa+1wSW4y0MQJJ5wVGM/WvSgk7prY0m507cr3aEsNRjttQPmAhB8uQK1NN01m8R3E1xE0IkQvFuHUcZxU2keGrjVNWtzDAZWVw8nYbQRnOa6fxRo88OlySzRlGjBkiYNjDAeo9qxqyStGP2tGcmInJz5J9DNgvbaDWPssSos3kZDsOnOfz4zVO21FrrVb8WsPmnapjJIXcRwT9On5Ut5bWllEdZlkkHlqJXAIIk4+7+OcVxcHjae2v455LG1Vg5yYU8slD1Q9j7HrXRCEacVHyPGk/aSckegWOmahDaK95NhoZi7LwQwbpyO3JqzKSsbEHkjpXN3nj/+0lVdLtNgJw4k+Yn2wK5241zVLyXyTLKwZseWvH8q4MZSbtNnsZbGTTil5nXXSBbd5X3NEgJZgOAPc1R1me3jFtaLPGPPQyIIx1XHc+/9KyLTXIhbJpeqW80dqJCSI2IxnHY9u9aumRaVc6e0tu6SzRA78kEhc9MdeB3rlUaaW5WIVZO8kdt4NtBHaoxzXdqTswvWua8PwlbdFUYAFdVHGdo4rxKMZVJuxOKkrlQ2azNvl+du2egqzZWoimdx6YqXaFXJrOW5P24S+Y3lqxUqp4P1FelQpqFRc25y80pxZz/xG12bSobeK0nEU0scisccqpwMj34NeJX7rgKnQ16b8SIZna2u/OSVghjNuw+fbkncP89q8zltnKxvlW8w7eDjnjg5789a9pXi9Tm3K2naf9svEUkqhYAvtJCDuxx2A5rtLuzsLfxCLbS1U2yW8ahlbcGJIyc+prpvhzoqWWkXWr3ERELKwWQ941GWI+pz+VcvpUhutekutgXzJg+1RgDJZsAflXNiKi5T18ppt1HU7I7XWZB/wjcnzYyqgD23AV5/eMp3p3EQAz24rtvEc2NJt4cDLsvTthc4/UVwGqSBbiTBxxg/hXkt6I93Bx/dt+ZDpxSXUoY5cCNgdwJwD6V0kNr/AGqi2Fu2bKBsySr/ABnsB9K5zRYDdyXIBjVtgVXZc7c+n5Vu2mqrokDWiQiR1c72VsAE9P0r2sH/AAlbc4MbK1Rp7G5c6VYWmmNCtvEpkIRWZQTk/wC0elb/AIV0yPT5LaJVAcvucj/GsHTbW41do77UQrQnJjhzgD0OO9L4o1h9GexNjJsvFfciqeMdOR35p1pO6g35s8+rrGyR33ibXodIsmiQeZeTKViiHXnjJ9q4DR9HlsWDyCN2f70h6g9+KsWAub6aTUdQbzLmQAEnsPQDsKt6heR2Vl57/KiHJI7142JxDqy5I7Do0fZK73IdZ1W10awkmkYYAwvPJPpXko1Br3xRZ31zIMESSNuHGdpwvP4Cuhu9K8XeIJvOWwljsiNqrNhAVPfnr60ureFpPDOiRtfNE13cy7IlXkpGvzMSf7xO0cdBXVhqHsVzz3J5/bVVSjsXvBChZYGYdIyf/Hj/AIVr+MCftFmhxjBP6qP6VS8FxqqJuHIWMe33Sf61J4nlV9TiVWJCRgnPYkk/0FYzfvnu2viV5I4m+KtG79WMmT9Oa3NsUegPI6AOVMYz1LE1zN0+1XX36112iQrqkzXc6bI4m2xR9t3cn36V14FbyfSxnjna0V1uZdvoWoXMBljgIjAz8xC5/Otfw9pV/fAIkrRW4YA7icHPoK3dQu44Yfs0X725lAXylGTj+la9g1rpothKGhjeRfv8kEnua9GriJ8ui3PDnShFOz1PQ1RUCgDoABXlOtafp1pDquu6lIt3L5jrbw7shW3EKD7+3oK9WMsezf5i7euc8V86eMJ5YdZubaRgSkzEhT6nI/LNZwdr2Z57ZyF+zHJY5djk/Wq+m6dNqWoQ2duMyysEXPAyfWnTnzJSe3aut8HaXeQ291rtuIdtkhciYHDcHgHscfzrWTSQRT2Re8KWuy+SEIqhJnXavIGOOK6HxXYpAtvIrk5ck56jj/61Y/hEOblJO5LsfqWxW94uZXNog67myP8AvkV4tV3nc+tinGrCPkcPq4Mk8jdl4zWbbKWfYc8kDNXrybck6/7eT71HpUtuhna7zsCjGBnnPb3qsLrURviLRg2zQvo5NGCNby4abcM4528c+1VNLvZtPvFuIgM9CG/iB611GmaZ/aTpf3qK5YARRHoi9sjue9X57e1v9UhtGZMwLuK4Bz7DHtXuRqxhFpq/c8CrCU5c97djpPAMk2ovczz25jjRFCZz8xJ5P6Vb8dW9w2nW9lYwb5rt2Q4JwBjk89OK1fC6obacoyn5wpAPTisP4katdaRFYT2ruh/eAkDIzxgHPB6dK5YS55c1rHn1ZPmbbPKPFjXNgU0KW6SdLXDyFBwGxwue+K4eYbpD9a2NQuWnd5XffLKxZ2znJPWqun6fNqN6kFvE0sjHCovUn2/WulybV2c8VY3/AARb+ZdqGXrPgE/7v/166jX9OFrf2rlEBbPI7jjr+dR6I6SeIJJIYXijRzGsbrhkCKqAEevFX/Fbr9vt9pzsjY/r/wDWrxa7/eM+swl17NeRx90d0znAKk4wwyKxvtH9n36TxxqHjcMB2I9D7VszSAwxbcDGR9axtRYM6nA5HWsYPU7KtNSjqfTOk2yRRKqjoK2B0qhaLtRamu7xLSBnJGR0yazwFSFKk5SPkqt5z0K2rX62luxALSH5VVepNcDBq1/b6l5Rkkj3yZeNh3/GtqXXLdtUhgaVXZyd0gPyoccD/wCvTNUsFuNY0dyCGlmMTepUYP8AU16GD0k3UXxK5U1yxshnhjRF1Bzql+BN83yCT5gxHUnPX0FYvxB0GwlWC6RBDdSyFWWNcCQAdSPUcCuv1DVIfDGmW8QtXKbmWIBhwRzg5571xg1KXWNet7m4wQjbgg+6qjnH6fjXqX5r1JfCv0ORK7SKy+Xb+ErxvtsjbRHbQWjSH91k8kjoeAQD7mqHhiAyX5wMjccfgFFWvE0xuprMfKZZTJJ05xwBz+JqbwtAn25gASgzyB/tf/Y14eIxKre8lY+nwVP2WGb7mh4tYfaLRAeiu+fqw5/Q153f5MjlifmJOTXa+LZt2qyKDxHEqD6kZP8A6FXnlnC+seK5tKm1Oe1jxKYvLTcWdULBfYcHk+nvXNGDnKyOunWjh8PGUjT8Ot+/uV6E7e/1rZfQraOJ7hZJi2MlSd2/2+tcd4KvneW6M8rMxVCoIz65rs5dcisbVpZVYMM7FPVgP5fzr1KLdOO5xVpRrPmNi78RSaVpnnNYshACoGcYPbp1/CsnQ9PutZ1P+1NR+aRslUI4A9KoabHdeIL9bq5G6FCPLU9PrivRrCxW1t8gYJrysbjdXCJhyJasg+aFhHtPz9Md6u2VsJbtZ5YhJb24KoG6NJ3P4fzqvLkupGN6nC/U8VJq/iGx0ixW2t5Y5p4xtjCkMPqcfnV5XQdWfN2OTGVXGPKt2cxe6zqEOt30NldtE3nMEXI2t/s88A9cH8KxvHAuYryG1u7mW4uYbQNKztna7DOAOwGRV/T7a2urKaW4j82eWYKp3EH36e5rmr3zLq/uCWdwJNgLtuO1SFAz/npXr42vTb9lHdbmuU0W6nO+x2XhSHEbsMgrnGBzwAP8ayfEkm3Vr3JzsygP0UD+provDCkWowDh93fsW5rz/wAZ38nlXdxDIVeS4JBXuCx/+tXkfFJnsxnatKb6Iw7sk9zzWydVaJnt7GV440PAH8XrWLrlla22gQanp+rX0we6+zZuYVjW4ITczxDrtU4U7vUe4HbC2Se32rFGZCvyEqPlPrXpYReyb5tTixNVYle5pY6Dw5pi29qlzMWa7k+YsTyAe1XL25t7zVLbSywI37pcHuBkLWdbW99JZsiakwYjGdg4/HrXM7rm3mMjCRGRyN/PDA+tdVOCrVHLm1R5uJfIkkj1uS6hh0pI22xRwksWzgCvHfEUd1qmt6jc29s1zDIS4kVDuXAHJ/L8a3mu7zWILKB5XkkeVlGT3+XH5V6JYaZHpGmRQwnDZBZgOWPqa09koU7S3PLm7ybPnaWzaLyXZ4ysh271PAPGQfpXdpd21n8NjZwzBri/utzIv8EY4AJ6ZO0ce9UvFWmwXviW6a2jYRqwEoiXhiOp/On+Irmwj0vSbDTZC0VvA8spK7W8xjzkevArCvTlCF5Hdl1P2leN/U0fBqlSnUAqmT9WJq34on36jDHwfLjzx7kn+lL4NhxFywGF25PbCVU8UPt1m6I42Kq/T5B/jXkSfvM+mjZ4j0RxV7IMuQeCc07SI4J4rtriZo0TDZHToeo71U0iK11Pxb/Zep39xawSvsSWOWKNY+5LGTjGM8dScCrvhy2eHWdZsLlJitvP5Xl3SrvGGYfMBkZ45xxXTh6bi1Mwr4qFRuklqbVjq+oajPFaWzLGkg2gqOVGOcn2Aru9OsrfS7V/nG0Dc8rDk/U1y8Fl5F1HNYrDAcESPtyPyqfXl1FbWMvcCSEsFKIpXnsT616M3Gq1BOyZ5VRShFuWrOs8KSol1LqQkkENxIx8pTgYHAyO5rB+JN602kwwEiaUTiTyy3zbcEflzWRo+s3llMtqkjIhJJQr0OD69K6Lwhoov2OrXo807sp5nzZPcnPXnpW3sVByc3p0PJqyu1Y8dnt2YyyRoQic4YgMo9x3Fdl8O1t7K4vdWuGiEdraM4DkfM7fdA98A/nW58RdPtrmO1KRql87FVeNcMygYwcdecVzlrb6fpfhS8UuTqdxKkRR0wyJ95mH1wB/+usqkJKDk9jTDQ9rUUe7NTwc7yT+fKSXlJd2Pcs5JqbxFNv1OYnGIoguR9M/+zU/wVH+53HONmOnt/8AXqjr7b9Q1AqfvSlePY4/pXiVJatn11JL21l0Ry9zJtAAP0FZVwSSc1NrcskNmWRijhgMjrTPEXhzVdA0DSb+9luFnvjJ5sLRkCDAQoGP94hs47dOuaulTcldCxOKhSlySR9UBiicViXs7yXIRiCME8j3ooryYfFFHztLdmF4ngjbTBcFQJVdVDAYJBzwap6Dd3Nzqdik88kiwTIYwzZ25ODRRX0+E1w2vmYVviNPxqzXWt6Vp8h/cONxx1yzbTz9BWlq2lWFtZRSW9rFE0W5AUXGVII59aKKeIbWH07Mzp/Gjz/UyZNVTd/yztF2/wDjxra8HRqbSd+jALz/AMBJ/nRRXiL4D6d/7r/Xcxdbbdq9/uAP75gPwOB/IV5jeajPo3iea/tdvnRO23eNw+ZSp4+jGiitcP8AxX6FYv8A3aH9dCrod3NaG4ELbcoP06Vv6LnU9TX7UzOHJZlzwTmiiuqs2qTOFdD13SbOCGCNY0ABxW/MAsZA6Yoor5aLu2OpuU7FQ+rQhhkKGcD34H9TXmCoJtXljOQvmOML25NFFfYZF/BZ5WM+M2tL4trbBPWRvxzXL2TE26k8l5Fyfxz/ADoorirfx6nqezlXwv0R6H4eZo9IRlJ+5n9Ca8r8Ssf7JGefnU0UVjT+L5nUv+Xvp/mYWv8Aid9eitoZdK022MCrHFJbJIpRFzhAC5UDnJwOTzXdWV5MLOeUEblYheOmKKK9VdTzcMddozbrKM4AyoJx61oCGOeweF0BjcNuGPrzRRXLdqp8zKvuzK8FWscwjuHyXgnITnjkDNdL4p1O50/Spnt2CsSoyR0z3+tFFezvVX9dTxX1OG0SV0t7+QH52Cgnv3Nc/rPz6zehjnbhR9AuaKK8vHN/W5fL8ke9lO/yO18LDFucEj5mH8q57xFIx1K+JPJmb+f/ANaiivPluz16H8d+h59NrjaRqF4h07T76KaQOY72DzAGUcEEEEdTkZwe4NXvD+qXd7PrWqXMnmXcxEruR1Y7j0Hb2oor0aXwo8qX+8S9WdzbTu11axNgo3LAjrx3rqkOWhBAPzA89jg0UVFfdFV9kZWt28f9v6W4GGmco5Hcf5NdnZRrp+kRQ242rE2Fzye9FFd8HejH+urPAr/GzzqLULjUPFMNxcMGdZflGOFxnGBWf4pdpJbUOxO4SE59cgfyoorDMtK0F5HoZUvfRv8Ag9F8lRj+LH/jornLxjJP8x+/IxP1zRRXkz6n0tD+LI5XxNxC4H99axL/AMRarqWl2+mXl7NNbW8jyoJJGYlmx1JPONvHpk+tFFdeG+A8/MV+++R//9k=", 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", "info": {"video_id": "103774", "label": "pretending to pick power bank up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "103774", "label": "pretending to pick power bank up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "131f972a45b1540966ce57143f09f4db2f017adfc7bbd038c6113e517207b7d1"} +{"episode": 52123, "episode_seed": 4021950420, "split": "train", "timestamp": "2025-10-13T03:24:06.814736", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4021950420, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 watch up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "36534", "label": "pretending to pick a watch up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "36534", "label": "pretending to pick a watch up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9dcd016638749cc3db2c80133a30611b03096c1d8617a4bf1e8572aa526b1900"} +{"episode": 52124, "episode_seed": 2420234362, "split": "train", "timestamp": "2025-10-13T03:24:08.830486", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2420234362, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing red binder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "26858", "label": "closing red binder", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "26858", "label": "closing red binder", "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": "3180ad545f6289b76f09625a8a422469969686a79fb4c222355cc99c6b12cb5b"} +{"episode": 52125, "episode_seed": 3715786532, "split": "train", "timestamp": "2025-10-13T03:24:10.300794", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3715786532, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw marker'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "55472", "label": "pretending to throw marker", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "55472", "label": "pretending to throw marker", "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": "fd3262058daa2f38dba1630c22a5cee3449fcb675e87fcb9004c00c04814f678"} +{"episode": 52126, "episode_seed": 1940997102, "split": "train", "timestamp": "2025-10-13T03:24:13.226412", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1940997102, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paint brush onto stool'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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ZNr5beqjFehQeHotQLmKBMAkbRwcDvUf/AAjSWxLNsK46Hk1lzs9SVKi/dsrnl91YhMEZKnpkc1u+DQlvLeMT94Io/U1e8QRQLayxRJkoysT75xVXw3DlJ2/2wM/hVyneFzxcXQ9jU5UZ3jN83inOcLXGXchRPl+8a7DxWu68IznaAM1x7p5khJ6CnB6HGx1mzSl/M6DHArSSJT0G38ap2EZMjBQTntWxHtY4KZ9hWq2JYyG2Z2wp4HYmtrRbPzJ5MRqZVACjH8qqpa+YVMUmPqcGt7RrSR3eQcTxn5k9V7H371nUlaJ3ZdSVWtZ7A2l37tvAfbnnB5FWrm61N9OjsJLmZoUbcEdiR/8AqrqVVpEhZxmMvyMdeK0Z7CxNuGO8rjkHgZ/OuW19T3ZKEbJq5w1hd6zpwKxyusLDBjb5kb8DXGXNuWv3EqBXMp3KowASe1em6s0cEBS2QbjwMjpXD3tu39t/MOHmUg+xxWlK0W7Hn5jRUYKfmdHqdysmkzEDohry+cgM+egr0jVwi6XLgjJ+Xg15rer85Udyaqk7njNGcZZSzFTjJq9Cpx93ioGiAHFXo0aNF6YNdCJYghB7VcW2CKrKQy9/pSxBSNsgHTgir1nbqssZVvMQHLp3Yd6UnZGlCPNUjHuzqdDtHS+guo18yMfKwAycHjpXYDWrOxdhb21zc8YaPgB/bk1g6LaDaohk3wSAMjDoa29NWERNDLCsmScZPQ5rz5x55XZ9LWwVJq5lar4iuryFI9LtDpbKxMjCUO0gxwDxxXEeIRfzRRy3d1NMA20LI5IHfOPzr0e88pQ3l24+Xuo71wuuQXEkEjygrhlYK3HHIq6cYqd7HPXwkIUG0tit4ZfyLabA4Z8n8AKw/E7btRb6AV0WhhI7L5iMlycVzWvsrXkrejGtk7zZ4DWhzdyxaQKvQcmo13E4Jz6VY8vueppqoPM5OB610IkcqH0yamjRNw39+lJGDn73Aq2mxsGRMn1FVcRa0yFVuGV8lGHBHau40zOl2jRqsc4dgY1bPBPt0rltISITQwNuZLlysZ7q3+BrtvsTW9rCZMrIsoHT0FcVb3nZn02DwtOdFKQw61r1qu21WCJTzt8jcQfUZziubvrCW5uJ7u6yZZXaSQuMck5PFd60l3JaKChZlG1QVAwK5rW7edoj5zpGvVixxms4pLY0WEpx2R55PbrFqJiT7okAH0zW9fyv/Z8gbrtrPvIRHqqN2JRj+lW9TlH2JkAwSeRXVJ7HzlaPLUkvM42VtpY1U2Hk+tXJxmQj0PNRkDHFdCMDtY4x5YVUO7PWrkQ2FdoIPrTYYNzDFXo4hjbjk1Fxlmz3XE8cD4IY9ccj6Gu48NY1OzS7bYJEk8qQf3jng/iK4yxTybjeRwiO36V1HhD9zp7ehlBP/fI/xrnqas9zANxoqMet/wALHS2EJaeXaVVVc5yccZqPU3s4UeW4v4kX/erl9ZJup4Em+eEJuCZ/iJJyQOtYGmxRHUSCsa43YLDp6VBv7b35tfZRdvNX0q4TUltZSy2sZaWRumevSq2hfvLSaa3kDxllKleh4/wqa5sYku7mR44z9sh2SbTkOBwM++DTNOtzosbRWaL9nYkmNucmnbRo87G1XVUKj6r9TK1qwnupJJORn0GcVy89hPBk7dy+q16W80F3tVVEMp6q/T8DXJW9k+q+Lp9MuNQmtUIk8ry037nVCwX0A4JyfT3q6d9jgZhabnzJCMgjHT8a14YzjIJ+bvWXoPm3LTPI5Y4U5Pvmuljg2qMDmtSGQxRleD1Fb2mObbUdIOCQWO8eqs2Kz1gyMkHNaFkc6vZL/wA8xGv9ayqM9LANxUpLyX3s7y6aFIo9uERHdjz/AAgVny+MdGSMItpeOvYmMgH6ZqPUnD2UiNnb5RzjrywrkNS3KkOT0J/pWVz0ZytXhSfU0PEHiu4Sy+0WunGOBnVDISCyqxxnGeB+NYl7eRTeKorB0ZJGWJlf+E5HIHvWyqwzacqEupEQ44IY49Kga3W4wzqNwAw3foKtaHBWryq0ZX6NW/Ek1OxkkjePO1CcgfyrkL7QnV2ZSQfXqK7KK8uYF8uT99F02t1H0NY/iOby9Iaa0uCk25QVPBHJpRTWiPObOJuIJYM7149RyKtxJkjj8a0ddsbeLQotTsdVvpg1z9mJuIVjW4ITczxAc7VOFO71HuAQQBevWujVbkMgSIjDYrSsFCPLJ/zzhY/pimpD9MelTbfKhmUYy6qmPqamb0OrBfxk+13+B2fg+dotCgicD5JHxx2wP6k0T+I20pxBa2SXLlQ7M77dmeQOhyaraHIE0TcOuJD+tZ+oruvpiP4QFJ9cDH9K51qz2a9SVLDRkt3YnbxfqeoDy4YLa37lhlj/AErlpb3VH03V2uY/OuY5VCLkkOuRyPwzVvTJAjyZVWBXHzfWrTiPz2EQ2qwU4zn1qlpqYVq0nVlTvpyv8hmjwi60lWQFJCxZkP3l9Bis/UNGVyxI5Jyd1aLQiNt8bFG9VOKe92HGLoFuMB04P4iqtrdHi3OKu9JeIkoTj0P+NZvlsshDAg112mx2uq+LW0y+1G5gtZpNiSxyxRrH3JYycYxngck4FYdzZy2+rX9pKJx9mnaMJcAB1wSPmA4zxzjito3WrJZWjjyBnvUyx4PTip1RenSpVjAUknAFNsETxKTLpyKcEEN+JYV3d7flLbzXG7a0kmM46Dj9cVwls27UbfHRGRfp3rptRm/0dlz83lkD6lhXLPc+mw0+SFSXb9EY9x4i1v5C2pvhuiqoAA9vasvVEvL20WU3kjzkh8SNlSO4x0qS/QxCIEYzzViOZvs2xiSNmOR04rRJJnmVcRUdCN3q2ULgTLrMU5w1oFTK9wR6VpyW0V1GXiZZB1PqPwqFACvPoP5CmbSjbkJU+op2ujkxL/fS9TPutNjfOAD9f8axbmwaMnb+Rre1S8dbLONrggb04OKk8Q+GdU0LQdJv7yWcT3pk8yFoyBAAEKBjj7zBs47dOoNaR5jA6KNQrkAd6sqqgZwKKKCSaf5LeQrwTGf6V0Hh5iLKUDtK2PyFFFc9Tc97AbQ9JfmguFDXIz2iXp9BXNW526hIR2LUUUjNb1zQdyxjJ54P8xU0pwB70UVSOKv/AAafo/zKlyMLiuGn1W50fxLLe2pUyxSNtDjcPmUqePoxoorSnuchb8N4UTgKP4B/Ot5GOfxooqnuIt9LdyODg81Lpg3ajuOcrMAP++RRRWNQ9PAfD/29E6O8JYlSeCF4/E1z/iJRGtkVGNykn8MUUVnHY7q/+/Q9P8yYQKloHBbOzHX/AGaSD/VD8P5CiirR5f8Ay5n6r9QcYWub8UADSWOP+Wi0UVa3OMxdZ8Uy63HbwS6Xp1v5KLHG9ujqURc4QAuQBzk4HJ5rR3sFXnqcUUVsxFuLgCiX/XRj1cH8gaKKzmdWE+KXozprQ+Xop2jHyn+dJKiiO546ox/nRRXNHdnrZh/u9L5fkYGhxpKshdQ3Cnmrc8ax321Rxgf1oorXoclT/eZ+j/IeUBGe4qjLznNFFUeWctJrbaRqV6h0/T72KWQOY7yDeAydCCCCOpyM4PcGoI9QudWv7q9vZPNuJ5PMkfGMk9enSiitugi6saj5u5AqdkAjfGeKKKTHH4kO0k7rpGPUy8/lWzfSMr8H+Bf50UVzS+JH0NP/AHet6v8AIytbA8m1cDB5H6VbVFNsQR/D/SiitUeTP+FD5lNP9Sp7/wD6qJuPzoopoyxP8WXqZGsDFmcf3lrPv/EWq6jplvpl5ezzW9tI8qeZKzEs+M5JPONvHpk+tFFaw2MD/9k=", "info": {"video_id": "78628", "label": "dropping paint brush onto stool", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "78628", "label": "dropping paint brush onto stool", "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": "a93224093f2b5e9c46813c7f65111ddc106fe79999cc69cc406c93db3fa441a4"} +{"episode": 52127, "episode_seed": 2220130519, "split": "train", "timestamp": "2025-10-13T03:24:14.407570", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2220130519, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cigarette box behind cellphone box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "59989", "label": "putting cigarette box behind cellphone box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "59989", "label": "putting cigarette box behind cellphone box", "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": "ad9f028182ac1cc778960d3eba22e2d03de63f02619de7721e46ab8eafa64630"} +{"episode": 52128, "episode_seed": 2624879025, "split": "train", "timestamp": "2025-10-13T03:24:16.321931", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2624879025, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing box into bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "173512", "label": "stuffing box into bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "173512", "label": "stuffing box into bag", "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": "32f48441e93394f851ffe6ceae88058e10fe0d2c4e9113322f0c78db8198574d"} +{"episode": 52129, "episode_seed": 290926076, "split": "train", "timestamp": "2025-10-13T03:24:17.140295", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 290926076, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pouch onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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8QzXamC0DRW5XBbo7/wCArIny+AzEovIUscA+uKjgljnbEecL1OOK7qmOlOPLHQ8qjltOE+Z6nR+B9AGt66hnTNragSSZHDHPyr/X8K9sQBcYGPauX8C6YNN8Oxuy4muT5zk9cHoPyrqD2NEVZantqNlYsI2SBU1VUbkYq1kVEkZTVmFVbiY21lJOf4FLH8KtVheLNQh03w1eNK4V5ImjjHqx4FKO5hU2ubEcqy24kU5DLkflXzz/AG3NND5Tykrk8Zr2vw3q9nqWkxJbzK8kcC+YoPKnGOa+Yra8yW5Jwx6/WsMQrNGlGXNE6GDUnsrsTD5k/jT+8P8AGugvrvT7a1S9M67JANiZyW+griHk3Ywe9V7h8nc2SFHFVhsU6SaMMVhI1mmzU1XWri93QofLt+yL1b6mul+Guj/atTl1SYZS0XZHn++3f8B/OuFt2Wc5AIHvXt3gvT00/wAMW8YA8yXMshHcn/62KuFR1Z3kdmCoRjJKK0RvMCVzSA/LwOafkBcVEgZ3wDgZ5rpPZJ98kduyoxVmB5FaNo4a3jGONo/Cst3+f9Kij1OKzuY4pnCpI21cnvTsedj6TceddCj468P6nqWh3H9kXTwSsuHROBKPSvBdCa90TU7mC5EkMqkBkYYIPNfVKzKUznIFeL/GVYLa90eaGJUebzg5UctjZjP51z1/gZ5lL4k0ZF7qbXcYLtuPqTUug6oryf2fOfkc/u2PY+n+FcvDc70+goEhQ7geRzXJQrOlNSRtXoqrBxZ2WoX1no8hSZhJPtyEXlvx9K47U9VudTmDSnai/djX7o/xqnJLHE+6VjubuckmnrHuzjvXRXxcqmi0Ry0MJClruyF4g0Zxkt2xSeUWjGOo61cRAgBYjio4ZYDJw4wx4rBJtXOtvoJpfhzUPEepJY2KHJ++2OF+te9eCvhhYeGl86UCe4I5cirvw28ORaT4Zt7l4sXN0POYkcjPQfliu2rrVoKy3MuVy32Oe1jwxZ6jGGMflyp9ySMYZfoa4650WS2k8md5I5P4JQflb6+hr1IjIxWZqWnpdRMrIGyOM1cZ9zKpTtqj46tWOV+hrXjH7vIrGs2yV/OtqNg0S/WvJkei2PPIGfTFEUSDcQoBPpUixnyufWpYiN1FzORXYHOBU6Y4X161KVO3Ip0KAnceoqkzJsq3rvNOTIcsVA/ADArLkiKk59a3p4sneAM9M1nXER+8O1O4J2Ma4jAUms6QgVrXAyrA96y5UAHuK0WhqjV8LnZcXWO+0/zrskJMeeK4jw037+f6D+tdrbNmMD3qJ7ikyzjeoBq7pdqk11HCeA7gHFV40Biz3zVyykMdwjdwc0QdmZ31PdIY1ihSNRhVUAD6VIWwKpWGoQXdtHIkituUHg1Zkb5a9Va6nba7J4ic59KcJfm/H0qHdtjqMydgMk9ABRy3I5b6s0lfNYXjHQV1/QJoF4nT54m9GFUx4mt4fEiacZVZMbXcHgSen4DiuqDBhkVk1yu6OBSU7xOD8AeGptC0957iXM9ym6RP7voK+bbZzlue9fXN4/2Fy+fkfPHvXx/buN7emT/OsMT0ZeG0ujaHZvSnEbuvpTITuiGOlWgo8tT3riN2wtkG0465r2PwdfwS+HraIuPNQFSPoa8gjbJx6VcgmlgcPHIyEHgqcVrSqckrlUqvs5XPc5DlDSRttiJ715zpXjS6t02XGZwB1PU1bfxtI55jMan3ziu6NeDVzvWKptbnaSTqoJY4rg/Ht+E0KOQArNLeFY29VReSP+BED8K1dI16LUNQVH3GFAZZSB0RRk/4fjXnvjPxDJr+pmcqIoFXZDCOkaA5H49z9a2nJRjdHBjMSqr9lB7bnofgPxsdVtPsF5IPtcQ4JP31Hf61zHxpl3S6Hz0M2P8AxyvObPVJtLvo7qByskZyPf61veNvFVv4mtdJkjBWeHzBMh7E7f04rmnU56bv0OOnTcKitszGtHJUDqCKtrwSPaqNo4DAd60owTIM9K4GdbZE0YbBxVkoVXdkYFKCFJ9M1r6Lox8Qapb2DErB/rbhh/zzXt9ScCqgnKSRMYuTsjp/APgKy1m3i1rWpWe1Zs29qoxvAONze3oK7y/8EeGr68acabHGzBQSg29PYVZtBDbW0cECqkaKFVV6ACr8coHPWvVjFRVkdawkYPmerNyJokjSOMgKAAqjsKiknUXywFwD5Zkx9DilitlCq2TnGa4P4oXFzpdra6vazPDPCxhYr0aN/wDAgfnWaSucNS0fhO4t9Vsrq7mtYrhGnhPzpnke9W/lbvmvlSDX7221L+0YbmQT79+8Mck+/rXvXg3xhD4j0jzwwjnjO2VPQ/4Ura6EJ9z5QsXyqHP8NbtqwERLHvXM2BIwuc4roIjmEjpzXnVVqdXQ1VYFSByM0K4WTBqG2JKgeoqQjD9KzJZbUhhSoMSU2P7uKfkD61UTORLtyKoTJjcp9zV5m/WqV2f4s9OtVYSMS6/d5B61j3PrW3fMrL2zVbw1pMGv+IG066vpLZXilaMpHvLuqFgvoBx19q1imy72RBobYnmOeoFdhp77Y3J6CuE0VyJnBPXHeu1smyjqe9TUVmJs3oCCpAPUVJkhx27VUsuCpJOenWrjgBuvvWdzJmxY6hPbMGhlZMehrrtO8XyeVsvE8z0dePzrhYGGAc5yKlaUp0OR9a3p1ZR2BVZQ2O7fxfufCwnHbmrrahJc+HLvUIZwssQKiMdVPr+VefCcMAc8/WmT3MohcI7KG+8ATzXRHENfERVr1ZxcU9yldztHMssbkMDnPfNex+GtdTVNEt7gn59u1wexHFeGXcm5CQfmFQQ+Lr/QtNmitbmSEu6nch5HPNVCom7SMXB7xPoXVdtxZuM9ASK+Obd9zH3PFew6n4mvk0CLULHxJqc0bzm3BnRUWchMs8ffapwp3eo9wPFbFyWCE7iOcj0rPEK8VY6MOmm7nSW0m2Jc9M4rRQ/JWRAcx4z3rSt8lcE9q4WbyJFJ3+1W0PFVCMN1q1HjbjOaEQyaIHfU5wVwTzVTzdjVIZMnINWmyTs/C+paNpnhrWftUirf3EZijUjLEY6D8a8u1I7WHOa07qRl+YGsS+cscn0zXT7VyikZwpWk5N7mXcN3qmsmZgM/StrwzZ6brPiaPTdWu57aCdtqTRzRxrGe5YycYxnjqTgd6xdTtH03Xru0KTRm1uHj2XIAkABIwwGRnHXBx6VPLodKZr2rfvFIrZhcFvcdqwbFwyow6HvWvHnzSemRXM1Yp6mi6jbkV6H8PbVYtMuLxgN87hFP+yv/ANcn8q89GCgOa9P8OgW2hWUQ/ubiPc8/1rbC/E2dWBhedzpVk2GrEVy3nKoxjNZplBj6jNMt5WM6nsp616CZ6koKx2dnqZkmSFgO/NWNT0u01ixe0vIllhbnB9a40X5julbdwDXQ6frcUzhDIM4yR6UOF9UeJjKXsnzJaM8S8cfDW70G5NzpqtLZu33B/DXSeB7JdIsIpjuSSRcODxn612fxF1F4fCEktrM0bmaNQ69SCea8r1628QaHoun3cuoXaS3RffEVwIcbSoJx94hs4/8Ar1DOO19Oh4tbMUljIPVsH6Guki+7+FFFcFbodZoWnb6VM/36KKwE9iaEk9aGJ3DmiimtzJj9xKAk9qqXZO089qKKt/EKO5iXhOwmsqx1a50TV11C02efFuC713D5lKnj6MaKK3plsrWrFYpnH3kAKn0NdxpjtJbo5+8yAmiiprEs27Ynirjk8c9qKKxIkTwseBk9KmmJ2pz3ooqkZMVGO0c0ZJVsnPFFFWyUYtyTvfn1rmdaJ+yN/viiitI7miIdV8Z3GueTbSaXplqLdFjie1SRSkajhAC5UDnJwOTzXLxu0a+apwyng/jRRW0/hRrDdnT23+rFaMBPHNFFeey2Sk/MfrU0ZO080UUkSEpOetPUnYee1FFWQQ3ZPlVhXJJB+hooq4lIoWWvNo0txGdN06/imdXMd9B5gVlzggggjqcjOD3BrOvdQutW1S41C9lMtzcyGWVyMZY8ngdB7UUV0/ZLjuXNJdvNeL+BcED610aE7j+FFFclX4hrYvQkkV6np5xZQAdkX+VFFbYbqell20i67EI3PaiBztJzRRXcj0JbEE0rqcg1xFzq97beIVeKYqchcDpj6UUUM8zH/wAI6fxJqNzeeC2Mz5xNHjH1rg7/AFvUL7T4rC5upZYIHaRQ7sxJbHXJ5xjj0yfWiipqbni0tj//2Q==", 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", 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", "info": {"video_id": "15656", "label": "throwing a pouch onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "15656", "label": "throwing a pouch onto a surface", "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": "a85799776da6d1adcc24e92cb61d9997cca3ee2586ca80ee2531db6b86846462"} +{"episode": 52130, "episode_seed": 1526393936, "split": "train", "timestamp": "2025-10-13T03:24:18.381536", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1526393936, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 key down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "176626", "label": "moving key down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "176626", "label": "moving key down", "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": "7660e851dcd458cadb74b4b35a8c092b30ec3087df84aa20af0c45881868d200"} +{"episode": 52131, "episode_seed": 2819347994, "split": "train", "timestamp": "2025-10-13T03:24:21.423398", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2819347994, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a book next to a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "184316", "label": "pretending to put a book next to a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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nQLecLEGaRyhw/OMZ7nPJrlp7dbHVJLRIyxVAOM9T0/z70SjZXRV+hzEnhm1YKfLngZhnbkNj/Gs6XwvcIX2zxjaOkgK/413zkNGhZkOBwE/rUUyi2nCrjJHIP17e1QpMZ5tNo19CpcwFlH8SHcKoNEyH5lI9j2r1S6tVNv5ihQADyAfm/GsqHTIZdk20ISuC3TPr1q1ITPP9hIJGeK6DwnCpv3eUfuwuwn3Pf8K2LrSoUU4t4yDnJHynFFhaJbhljBAb5gSaHLQk+jr21m2h4ZQ6qSwLoGPp2wTXlPjvUNRub5YLfy8wD5ivAye4Bx2xXtUwi5Oz94nYHqK4nxd4Ytr64W+jkeKZ0AkVfu8cA9OTWkpOOqM4pPRnit3qOsvbS281rK8MilCcsf6msqy06ZZ/PkjZI4uSXGMk8DA7816Fqvh+8sCxGWRV3HIHA9eKxLnTb14UFxEYQGUtyfris3Wk9GjRUorVM39Ft42tPJeNWG4RrkYHI+9Vq90R1gbEY4TDKeCrDORn6Hin6LZypBut7hmMRVmEq4wB7j861XluhbAXFrI7s2/zUcNkD2OO/wDOsirnBy26xkKFPyjdsz8w/wA9az73PltliSQfvcf5IrrL20E9xIFYRyJyEmOw59Oa57WIpArKYjGuNxx6nvTQNmj4MuE/tWOGZi+8ZVT/ACr0+LSHDGd22St0A7DtmvHtKkls7qC6X70WJBjkYz+dexWPiG11G0SdZBkjkelZVI31OmhUduU09LtjidJHdH+UBkbGevbvVbVGudPSe5LxlcFmzEMkfUd/wrS0SZZ/tEm0Mq7R/Orc0EEwaExh4ZQQxJ7EYIHrXVS/ho5aztUZ88alf6y2oTXUak72LYRuTn3BBrB1e81DVBEt5bShos7SQx6/X6V6tqXg0RXTx2lzJIoJKbupH49MVyV5p9/bSqnklyScYBHAGSaHWl1QvZxezOc0SxNu4edMF/3iow5Kj27cn9K9Ais1nijwnzooeSQcHB68e3+NczBYTHU1lkkaAhRjaN2Pf9a7GBb61tQ0BWVJFCqVO0tg9MEHNZyfM7lW5VZHNata3lrtPmOFBIyjYGfp6Y5qLS401a3e1mYNcq2Uc87hXRam6SZDwzw7VCHepOCOpyOlcytvPZyx39upIVvvJ0z9BUuN1YuFTlldnS+HrnW7TxRBa37ubYqwBJ4yBwK9GlWO6hPHUVxXhvy9XtheEFroSYAJ+4R1J/CurtZHhk8uVSGJ6dqxfZnZPa6PNvFWiTadeGdF2xSHrjjOa9jvbSK6RDNEN7D5SVz+vWs++srbULQw3Eauh4IYV0MpIR1/hAzuPbHtXTQle6OCvGzTPGfH9i4u4rSVnhgKb0w2QSeD1+lcFLos6HNtfeXjoACP5GvobWbKHVLCNXiWaQZYO2Ay/wCeK4DV/CkCqojKRSDhgOi59x1q5SnF6MiKg1qjy4aG/meZdzqYxlnK5LHv3/nXRaHpJ1a3XUINXt9NuLCRZ4TIu/fJkkYHtgVaHhm7lszP5jNDLuwuR0Hbn25/Gn6VpaxukUlqU3nbvOVP+cdKjnk9WW4xtoU9bufFt9pF1pUl3ptxa3JzI0cQjc8g9fqBWP4e0+FL+10/xFpimw2spnU5KseQSw5AzXUX9lc2sUrx3DZRSoEqg7uxx+dR6RbwapEbG8ZYpY1Ox8nlaU2+U0w9uay0/U7rwxpGhw6Z9g06Q3NtEGU+YwfG47vSue8ReEIrLzbuAEoOfKI+X8+30qx4OtTolxexJO8schVlZhwMZGP613Lwx6jbFJMbWHaudXWqN5wS92x4xEHBAMYK9djDOO2R7V3Pw9cJPqBDPGC8eX6jPzYzWDrmjy6Hcuz2zSQZPlyL0Ht7Gt74eRi8TVAWaMqY9gDFd33u461003d3OOastTo/EuqfYLBiWdJnxHHI+cLnkn8BntXlM8dzaSzXtpeW15I7AssxCNtA9d36Yrd8ew3Et8tlJNLGiIHUuQS2ffiuGk0zUB/qb8qB0G5hW6nBKzZk4SeyLdt8RLqGbH9nq244G2Uj8ORWpax3WqXtzeY2vJLlAOTjpxXLxaP9mY3N1IhWIFwq9yOmSe1dj4fIMJeN0DeVjA6g9z+NZVJJ/CaRi1uJFaTLtwgzuLNuAy54P+fpVWeN51JIb5SMBx155OT713Mlhauj7WWVUG9mUEkZ4Zc1z15bCB9hIcA5HOWA6DHrxWRZjzx4QhiT2K4OFyOBzVazliSMRkEPswN4BGfT2rUu4HS3LsQwwCGb+IY5GR3FZduC0KhWCgsf4c5H1/CmJi3Alkcs6nYBz/tccVQkZFmXaTwcHPpWuqsImCseuAp5GQe1ULyFQjg4LkZ91piPoy5yX8nJ2N1UDIPPSqk5cIXTK9CFYnIHTt/KrUsj+aWHAIIIx/n86yblHeKb70bRHG1W6k4H5+9bsyMjVdPS4uY7eYNGHJkZw2F2L14Pq20VCbKNpd14U8kKAEYZzjocVdtYZpnluZpFniZzbx7vmyqnBI/4ET+VOvrdYzEvkj5gQ0a8k+hOKxki0znoBNbXcjQwkxuwGCOi54GPxrZghFyFuI1RUkyrK/JU98etTIrWNuV8mMFBvcnnBFQvctc3YMLCOOIbgdvCjjJ+uMiptYd7lG40WO4hEUrHLcs3QgDv/n0rmZPCZmhZ5IbhARuBRgBtA9O5zXUSy3VykrRSb9pHzo2ABjn6/wD1qoXkmoR2yXLvtEfyAE7j06/SgZ59FZTiCOWHl9nyqOCR7U0Xl7p9yNwaI9W9MV1Gn20Vxp8cruSwwuNvRfX6iubaxfVPG95pcmq3FtGPNWLYgYsVTcF9ADjOfb1qkr6CvbU9X+G+rrqlhf5I3RGPdk9M7v8ACuq8wytube7jKLtXG2vJvgVezyR66J5GYkW+3d/D9+vU7iV/szBlLFMkqDyB6sa1grRsTN8zuyC7V3VowA6sueG5PbjHfNc4LDfdy3sfmMYmMSIwBJYD5z+eB+Fa2oTXdmDcQzPu2GQIe/OAPx4wPemwWDRBILiPfcR/eZDy2Tyf++s1EkC0MG40u3S0aWURfa1GE7kDtxUdlMqRLbXEREajAfrjJxn2FastujXTQ4fKSEDy26LVkvbIFEtuqjbjLHqwGf8AP4VFi7mVc6dMIHBVFbd/rM/ez6fhXN61oOy3eeLcpiA3FRjJJ6DHPpXYJcTt5syKjIcA5PTHQD8M81kXl1cIqME+Q4ZspkA98HvQIx/Bc40W5uIriR9lyo5kXG1wegPfIrvreWO93SDHycA15ZrF3ciF1mTCylWXdxgbuuPwps2v6jpekEQXTRNIyFCh+ZfUGolC7ubQq2jZnr8cuMRy4wehrWu1LzIoTeMkHJxxXjOo6tfQ6RDf2fiDUpka48g+eiosxC5Z4++1Twc+o+g9gkeRpEY5D4GVGAT7fStqUeW5lVmpWIJ2Dq++SMN935cfkc9c1i6tb+ZbRoWRluSIdzYZkU8sRj0ANaM8e6WVJygVUyuOOcHGPese3tM3k04l8sWqqgB/56MNxAz7bR+NVIzRDJbWrSI0Z2wK37uNRz7DBrL1G3N9eLJaoAVG1c4J/KunvIyLFi21TIVZVHVsnocflVeOKa3Pn+VHHJISUG3np09qyaLucvJZT3Fm8NypBCB0l545PWuWurIxSC4V2Y7MhxwD9BXoWrXLSWc1qcsysyuVHUY9e3pXG6rA8Uqw+dulyCyHt3x+WKaYa7nW6Eo1LRIGc7Qvy/L13ev0rasWkhkZJWwAcKe34V5xomsXGhNNaTLmJ2Drhs7D/h/hXodjdQ32nxuhDjbzisHGzOxVOaKvuW9Rt1ngeN41dSOc+lZ/gnSF0mfVzGf3L+WyA9EI3Z/nXJDWbufxrdaTPrV5bWbTFIXjljRUHB+YuOmM8dSa3/AFxfy6rrlrezXcwt5ERVnIDoAW+9jjPAzitaUGpJmFWacWjoPEOj22rW8DSWyyzqDtkwAcHtXAax4VggXdG6xbV+YZ4XAz2PPQ816dclXRmJRWIxhcEcdue9YmqW6vJBHMFlimO6Q43N5aYYgY9TgfjWs0jCLaPMR4WujZiSRmkEibxHu569OnbitrRtLj8xLa4t44yyHLYw4P19c4NdT5cCSrOfmUA7UAwB9c/wAqpvay391LPb5RiOQpOQPQ1lY0vcaumzxFljnnjeRhuQtvGPx9xVG6tJ0lLSBJlQHeoXYR6jjNdLFA8UDC+DZRwImQgMc4GBT54raJX3NGqOcsV7LwPx7UxXPNL/yyqhUuEAJIBXcB7ev6VQtNiAb1ZT5hDYOCe3NejzWtiZpbo3JXzHKlI8dOMjP1rlLu0jbUr0syygz49DggH8OvWhBcybp2wAs/7s8YAxiqUqBwzqynIyQFx+VO8UWi6fpIltpZUkMiq2TyPWszXtJ1zw/oOl3t3dXAmvTJ5kJjwIANpQE44Yhs47fXNNK5N7H0s3E+zJ42jOeec5P6Vi6zIYVu2j+VrZMxkdc4zk+tFFbS2IRl2fz2uw5Agg+TB6Hg5+uSTU1g8ktzM0kjs6YUMTzycUUVj1NCxdW6fZZ4fmxuRS2eTk85NZl8Ta6hJHAdiqjkY+mf6CiihiRFDiG13KqncckEdeCayLpBJbxKThJV+ZR06n/CiipGZWmoI9LWVSdxcxEHpjGf6Vx15q11Z+IrvU4yhuUkfBZcg5Xacj6E0UVa3FI7X4Hgq+soGYKyw5564D164iiWNN33WUuy9jx0+lFFbLYhnN3TsdRsIicpJL5hB9VUsB9MgGo5764to1lSQlpmIfdznmiismWiWKeRLaPaxBllwxHXB7UzUolF1bQgnZ5cjY98UUVI+pn3L77Z4So2byR7HA6VPcR/8SwAO4Cx7xg9DnFFFSB594gkeeJvMYko5UfTisDVXLaIxbnbNHj6YPFFFWgZZuPEcmuQW8cunWFuYQscbW6OpVF6KAWIA79OvNfQgQIwVeAoXH1J6/WiitIkPYztUwtz9nCr5SLuUe571gaPI1wlssvzCV2kfPdix/pxRRUyHEliUtfQwM7tGwLbSeBjPStSFVM0EhXLT/eyScYHb0ooqCmZF5AkOl+cgPmSSPknnrXP30CzXqFyT8inn3ANFFSxo5TUG3yAFVB2s2QOa6H4e39wZ7i2L5iUBlB7dqKKJbFQ3MjXNTOm+K9ZiNlZ3UUlxv2XUW8KyjIIwQR16Zwe+a6/4YXlxfXus3lxIWnuDG8jYxkncfwHtRRWkOhEup18oFwk+8D5FO3AxjAFY9mpTVJmVmHl+UijPQMNx/X+VFFNkouXhKwKQeY5sDjrx1NRRM4t1Icje+0gY7miioKWxHdM0nkK5JHCc/Vhn6+9MuoFSdkQso2MOD2BP+FFFSBni2jeK7DbiIot6DPQnvWPpJ/0m7GAMsF6djjNFFCAy/HDZ8OQEgHd5fHphiOK8/1LW9RvrOHS7q8nmtrd3lQSSsxLOBnJJ5xt49Mn1ooq4bEvc//Z", 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", 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nQLecLEGaRyhw/OMZ7nPJrlp7dbHVJLRIyxVAOM9T0/z70SjZXRV+hzEnhm1YKfLngZhnbkNj/Gs6XwvcIX2zxjaOkgK/413zkNGhZkOBwE/rUUyi2nCrjJHIP17e1QpMZ5tNo19CpcwFlH8SHcKoNEyH5lI9j2r1S6tVNv5ihQADyAfm/GsqHTIZdk20ISuC3TPr1q1ITPP9hIJGeK6DwnCpv3eUfuwuwn3Pf8K2LrSoUU4t4yDnJHynFFhaJbhljBAb5gSaHLQk+jr21m2h4ZQ6qSwLoGPp2wTXlPjvUNRub5YLfy8wD5ivAye4Bx2xXtUwi5Oz94nYHqK4nxd4Ytr64W+jkeKZ0AkVfu8cA9OTWkpOOqM4pPRnit3qOsvbS281rK8MilCcsf6msqy06ZZ/PkjZI4uSXGMk8DA7816Fqvh+8sCxGWRV3HIHA9eKxLnTb14UFxEYQGUtyfris3Wk9GjRUorVM39Ft42tPJeNWG4RrkYHI+9Vq90R1gbEY4TDKeCrDORn6Hin6LZypBut7hmMRVmEq4wB7j861XluhbAXFrI7s2/zUcNkD2OO/wDOsirnBy26xkKFPyjdsz8w/wA9az73PltliSQfvcf5IrrL20E9xIFYRyJyEmOw59Oa57WIpArKYjGuNxx6nvTQNmj4MuE/tWOGZi+8ZVT/ACr0+LSHDGd22St0A7DtmvHtKkls7qC6X70WJBjkYz+dexWPiG11G0SdZBkjkelZVI31OmhUduU09LtjidJHdH+UBkbGevbvVbVGudPSe5LxlcFmzEMkfUd/wrS0SZZ/tEm0Mq7R/Orc0EEwaExh4ZQQxJ7EYIHrXVS/ho5aztUZ88alf6y2oTXUak72LYRuTn3BBrB1e81DVBEt5bShos7SQx6/X6V6tqXg0RXTx2lzJIoJKbupH49MVyV5p9/bSqnklyScYBHAGSaHWl1QvZxezOc0SxNu4edMF/3iow5Kj27cn9K9Ais1nijwnzooeSQcHB68e3+NczBYTHU1lkkaAhRjaN2Pf9a7GBb61tQ0BWVJFCqVO0tg9MEHNZyfM7lW5VZHNata3lrtPmOFBIyjYGfp6Y5qLS401a3e1mYNcq2Uc87hXRam6SZDwzw7VCHepOCOpyOlcytvPZyx39upIVvvJ0z9BUuN1YuFTlldnS+HrnW7TxRBa37ubYqwBJ4yBwK9GlWO6hPHUVxXhvy9XtheEFroSYAJ+4R1J/CurtZHhk8uVSGJ6dqxfZnZPa6PNvFWiTadeGdF2xSHrjjOa9jvbSK6RDNEN7D5SVz+vWs++srbULQw3Eauh4IYV0MpIR1/hAzuPbHtXTQle6OCvGzTPGfH9i4u4rSVnhgKb0w2QSeD1+lcFLos6HNtfeXjoACP5GvobWbKHVLCNXiWaQZYO2Ay/wCeK4DV/CkCqojKRSDhgOi59x1q5SnF6MiKg1qjy4aG/meZdzqYxlnK5LHv3/nXRaHpJ1a3XUINXt9NuLCRZ4TIu/fJkkYHtgVaHhm7lszP5jNDLuwuR0Hbn25/Gn6VpaxukUlqU3nbvOVP+cdKjnk9WW4xtoU9bufFt9pF1pUl3ptxa3JzI0cQjc8g9fqBWP4e0+FL+10/xFpimw2spnU5KseQSw5AzXUX9lc2sUrx3DZRSoEqg7uxx+dR6RbwapEbG8ZYpY1Ox8nlaU2+U0w9uay0/U7rwxpGhw6Z9g06Q3NtEGU+YwfG47vSue8ReEIrLzbuAEoOfKI+X8+30qx4OtTolxexJO8schVlZhwMZGP613Lwx6jbFJMbWHaudXWqN5wS92x4xEHBAMYK9djDOO2R7V3Pw9cJPqBDPGC8eX6jPzYzWDrmjy6Hcuz2zSQZPlyL0Ht7Gt74eRi8TVAWaMqY9gDFd33u461003d3OOastTo/EuqfYLBiWdJnxHHI+cLnkn8BntXlM8dzaSzXtpeW15I7AssxCNtA9d36Yrd8ew3Et8tlJNLGiIHUuQS2ffiuGk0zUB/qb8qB0G5hW6nBKzZk4SeyLdt8RLqGbH9nq244G2Uj8ORWpax3WqXtzeY2vJLlAOTjpxXLxaP9mY3N1IhWIFwq9yOmSe1dj4fIMJeN0DeVjA6g9z+NZVJJ/CaRi1uJFaTLtwgzuLNuAy54P+fpVWeN51JIb5SMBx155OT713Mlhauj7WWVUG9mUEkZ4Zc1z15bCB9hIcA5HOWA6DHrxWRZjzx4QhiT2K4OFyOBzVazliSMRkEPswN4BGfT2rUu4HS3LsQwwCGb+IY5GR3FZduC0KhWCgsf4c5H1/CmJi3Alkcs6nYBz/tccVQkZFmXaTwcHPpWuqsImCseuAp5GQe1ULyFQjg4LkZ91piPoy5yX8nJ2N1UDIPPSqk5cIXTK9CFYnIHTt/KrUsj+aWHAIIIx/n86yblHeKb70bRHG1W6k4H5+9bsyMjVdPS4uY7eYNGHJkZw2F2L14Pq20VCbKNpd14U8kKAEYZzjocVdtYZpnluZpFniZzbx7vmyqnBI/4ET+VOvrdYzEvkj5gQ0a8k+hOKxki0znoBNbXcjQwkxuwGCOi54GPxrZghFyFuI1RUkyrK/JU98etTIrWNuV8mMFBvcnnBFQvctc3YMLCOOIbgdvCjjJ+uMiptYd7lG40WO4hEUrHLcs3QgDv/n0rmZPCZmhZ5IbhARuBRgBtA9O5zXUSy3VykrRSb9pHzo2ABjn6/wD1qoXkmoR2yXLvtEfyAE7j06/SgZ59FZTiCOWHl9nyqOCR7U0Xl7p9yNwaI9W9MV1Gn20Vxp8cruSwwuNvRfX6iubaxfVPG95pcmq3FtGPNWLYgYsVTcF9ADjOfb1qkr6CvbU9X+G+rrqlhf5I3RGPdk9M7v8ACuq8wytube7jKLtXG2vJvgVezyR66J5GYkW+3d/D9+vU7iV/szBlLFMkqDyB6sa1grRsTN8zuyC7V3VowA6sueG5PbjHfNc4LDfdy3sfmMYmMSIwBJYD5z+eB+Fa2oTXdmDcQzPu2GQIe/OAPx4wPemwWDRBILiPfcR/eZDy2Tyf++s1EkC0MG40u3S0aWURfa1GE7kDtxUdlMqRLbXEREajAfrjJxn2FastujXTQ4fKSEDy26LVkvbIFEtuqjbjLHqwGf8AP4VFi7mVc6dMIHBVFbd/rM/ez6fhXN61oOy3eeLcpiA3FRjJJ6DHPpXYJcTt5syKjIcA5PTHQD8M81kXl1cIqME+Q4ZspkA98HvQIx/Bc40W5uIriR9lyo5kXG1wegPfIrvreWO93SDHycA15ZrF3ciF1mTCylWXdxgbuuPwps2v6jpekEQXTRNIyFCh+ZfUGolC7ubQq2jZnr8cuMRy4wehrWu1LzIoTeMkHJxxXjOo6tfQ6RDf2fiDUpka48g+eiosxC5Z4++1Twc+o+g9gkeRpEY5D4GVGAT7fStqUeW5lVmpWIJ2Dq++SMN935cfkc9c1i6tb+ZbRoWRluSIdzYZkU8sRj0ANaM8e6WVJygVUyuOOcHGPese3tM3k04l8sWqqgB/56MNxAz7bR+NVIzRDJbWrSI0Z2wK37uNRz7DBrL1G3N9eLJaoAVG1c4J/KunvIyLFi21TIVZVHVsnocflVeOKa3Pn+VHHJISUG3np09qyaLucvJZT3Fm8NypBCB0l545PWuWurIxSC4V2Y7MhxwD9BXoWrXLSWc1qcsysyuVHUY9e3pXG6rA8Uqw+dulyCyHt3x+WKaYa7nW6Eo1LRIGc7Qvy/L13ev0rasWkhkZJWwAcKe34V5xomsXGhNNaTLmJ2Drhs7D/h/hXodjdQ32nxuhDjbzisHGzOxVOaKvuW9Rt1ngeN41dSOc+lZ/gnSF0mfVzGf3L+WyA9EI3Z/nXJDWbufxrdaTPrV5bWbTFIXjljRUHB+YuOmM8dSa3/AFxfy6rrlrezXcwt5ERVnIDoAW+9jjPAzitaUGpJmFWacWjoPEOj22rW8DSWyyzqDtkwAcHtXAax4VggXdG6xbV+YZ4XAz2PPQ816dclXRmJRWIxhcEcdue9YmqW6vJBHMFlimO6Q43N5aYYgY9TgfjWs0jCLaPMR4WujZiSRmkEibxHu569OnbitrRtLj8xLa4t44yyHLYw4P19c4NdT5cCSrOfmUA7UAwB9c/wAqpvay391LPb5RiOQpOQPQ1lY0vcaumzxFljnnjeRhuQtvGPx9xVG6tJ0lLSBJlQHeoXYR6jjNdLFA8UDC+DZRwImQgMc4GBT54raJX3NGqOcsV7LwPx7UxXPNL/yyqhUuEAJIBXcB7ev6VQtNiAb1ZT5hDYOCe3NejzWtiZpbo3JXzHKlI8dOMjP1rlLu0jbUr0syygz49DggH8OvWhBcybp2wAs/7s8YAxiqUqBwzqynIyQFx+VO8UWi6fpIltpZUkMiq2TyPWszXtJ1zw/oOl3t3dXAmvTJ5kJjwIANpQE44Yhs47fXNNK5N7H0s3E+zJ42jOeec5P6Vi6zIYVu2j+VrZMxkdc4zk+tFFbS2IRl2fz2uw5Agg+TB6Hg5+uSTU1g8ktzM0kjs6YUMTzycUUVj1NCxdW6fZZ4fmxuRS2eTk85NZl8Ta6hJHAdiqjkY+mf6CiihiRFDiG13KqncckEdeCayLpBJbxKThJV+ZR06n/CiipGZWmoI9LWVSdxcxEHpjGf6Vx15q11Z+IrvU4yhuUkfBZcg5Xacj6E0UVa3FI7X4Hgq+soGYKyw5564D164iiWNN33WUuy9jx0+lFFbLYhnN3TsdRsIicpJL5hB9VUsB9MgGo5764to1lSQlpmIfdznmiismWiWKeRLaPaxBllwxHXB7UzUolF1bQgnZ5cjY98UUVI+pn3L77Z4So2byR7HA6VPcR/8SwAO4Cx7xg9DnFFFSB594gkeeJvMYko5UfTisDVXLaIxbnbNHj6YPFFFWgZZuPEcmuQW8cunWFuYQscbW6OpVF6KAWIA79OvNfQgQIwVeAoXH1J6/WiitIkPYztUwtz9nCr5SLuUe571gaPI1wlssvzCV2kfPdix/pxRRUyHEliUtfQwM7tGwLbSeBjPStSFVM0EhXLT/eyScYHb0ooqCmZF5AkOl+cgPmSSPknnrXP30CzXqFyT8inn3ANFFSxo5TUG3yAFVB2s2QOa6H4e39wZ7i2L5iUBlB7dqKKJbFQ3MjXNTOm+K9ZiNlZ3UUlxv2XUW8KyjIIwQR16Zwe+a6/4YXlxfXus3lxIWnuDG8jYxkncfwHtRRWkOhEup18oFwk+8D5FO3AxjAFY9mpTVJmVmHl+UijPQMNx/X+VFFNkouXhKwKQeY5sDjrx1NRRM4t1Icje+0gY7miioKWxHdM0nkK5JHCc/Vhn6+9MuoFSdkQso2MOD2BP+FFFSBni2jeK7DbiIot6DPQnvWPpJ/0m7GAMsF6djjNFFCAy/HDZ8OQEgHd5fHphiOK8/1LW9RvrOHS7q8nmtrd3lQSSsxLOBnJJ5xt49Mn1ooq4bEvc//Z", "info": {"video_id": "184316", "label": "pretending to put a book next to a book", "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": "a1ee8470bce523465ca4f3b0a5f29870f2731e45bafdff79f3f61fe9ca3811c6"} +{"episode": 52132, "episode_seed": 103457020, "split": "train", "timestamp": "2025-10-13T03:24:23.070601", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 103457020, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 speaker with rag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "122369", "label": "covering speaker with rag", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "122369", "label": "covering speaker with rag", "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": "679dd25e11cd6fb5d3555cfdaa9918f6e2da0cb017a7701f6ba0a52cf0b18570"} +{"episode": 52133, "episode_seed": 750881035, "split": "train", "timestamp": "2025-10-13T03:24:24.796748", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 750881035, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'wiping dust off of hand bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "138636", "label": "wiping dust off of hand bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "138636", "label": "wiping dust off of hand bag", "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": "bea0b47e2e54d8443b901531c0546c0ccf92f753273c94923063b575a7264040"} +{"episode": 52134, "episode_seed": 4017166975, "split": "train", "timestamp": "2025-10-13T03:24:26.595826", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4017166975, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 battery with 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": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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"info": {"video_id": "18702", "label": "covering battery with plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "18702", "label": "covering battery with plate", "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": "7504e10195a3511a9085db1461452304fab5a67fbfe8e71d89377d78148262dc"} +{"episode": 52135, "episode_seed": 2766241714, "split": "train", "timestamp": "2025-10-13T03:24:28.470209", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2766241714, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 juicer upright on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "12585", "label": "putting juicer upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "12585", "label": "putting juicer upright on the table", "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": "046c0730c4e0ca0c8977b2a5fbce85caba40db44568b1c83316e7aee9c6fae9a"} +{"episode": 52136, "episode_seed": 2178956560, "split": "train", "timestamp": "2025-10-13T03:24:29.831252", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2178956560, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 big multi colored marble out of red bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "99871", "label": "pulling big multi colored marble out of red bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "99871", "label": "pulling big multi colored marble out of red bowl", "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": "5ee4447b9b480d7ecb0e5cdc035444392d32a98dfec47ed0fc585a8985ac8c47"} +{"episode": 52137, "episode_seed": 1924657681, "split": "train", "timestamp": "2025-10-13T03:24:33.562000", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1924657681, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting tablet with watch on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "120976", "label": "tilting tablet with watch on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "120976", "label": "tilting tablet with watch on it until it falls off", "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": "855ca4f011189453038b1e6da3c890f00dc969742e7386265b375e78676b0361"} +{"episode": 52138, "episode_seed": 2639474402, "split": "train", "timestamp": "2025-10-13T03:24:36.885875", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2639474402, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to turn dettol dishwash liquid upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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jIxVldU3wgzRw5CgH5RnjJJP4YrSniHOUoS91oj2aSU1qjwHWPh/LqFpNezaDdaFcFgkTqn+jSsThQw6xknAyOMnpXnVxoWqWsrxTWUqyISrLjkEdQRXs3ibxTPcaJdrFI6QzIhKg8E7wR+IxWLpGtQa+WF9cpDqCYRJJB8sy443EdCOme461dHEOWhrPDprmtYo/Cy7ttNOow3jNFO0kZ2MhzgA/417RpxU+YWHpivMNP0SWC+uLu7tjDLNdZDMcq8QVQCCMgjINd3Y6ioZgTjpW05pRuYKD+E6ZAhHTrVhQgzWNHfKSOeKsi+UJ171kqqB02aYCdMc0oVRwazlvVByTTG1BS2N3arVVC9kzTGxh0ArMKRWmqSXKRlppAq7lUZUYPftk/wAqjfUkWQfNxijT7pbi4vTd2zSRq8Qh2dcfNzxz1yK560ozsvP9GawpzSfL1QX1qmpaXtuVO9tyGNsHfgHH4njp6V8w+J9Ju7fxHfoIXdfNLBgOoPP9a+o7m7llukS3s2WMMAgY44759+tcB4r0ay0U3+s3E0EzxlUis25Zu25h0IxjiubBTcak9LLoa1KF4xi3qeANBMgJeJ1A9VIr6P8AD+o2dzpkEdtcJKRCn3fQKBXmN/rlld6JLiJYZLuNkWONTtRs4K+3XI9jXdeH7aHSjKsQ/cqAkXP8PevWUro5uTkdkXYtUuWVTLLHkdVHfnrVqXUU2HY+1s9R1rkZLG4hdRdXttbkjnzJjkn2C0itpMDFJdSubpzggW0X67jXE22apLsdT/bawoUebc2cnJ5qu+uIFP8ArBnknnGKwzqVkgxb6ZcTHGQzvkH8B/Wo7i91m8AWMRwReqoFIHpxyaV/MtR8jWtdaku3JmZ7WNeAGjI3H6kjIPqKZoOvPpGrSyAAPJIxZF+5Ip6D69TnrWCYjvXdOZSD1ZsEfQf41uWMmm3PlDUonAVtrToB36E+n4VzYly5bwV35G9FxV1LZnXyeLNPutxSdonGNyOvAP1rgfHt2JJobqNgyPH5Rb1xXfm10OOx+zl2TuJGh3HH15zXm3ji503zDaWU0swDbi0kBiAGOgB6/WuCjiMRUmoTi0l3X6nRTjSUrw3MLwWlve61d6RcnbDdwkqc9JFOVP1xn69K27eHUNGu3igmDwBirxSLlG7Z9q4ewvG029S6jQOVYHDcg16PpviPS9YTbcuYJ+gc/wBfX69a9t+RzVad22aXh+WzkmvFnsktw5QLg53dckela0r6bC0ThXYTHgKchawL4rpHzTYdHUssiH5WHfB/Kqg1iSSOMwxlVYEqSOgqXy9Uc/vJ6M7SG4hnjKhDHyDtNAvI45gnkrtB5cnmuSgn1q4QGC0lZTjLMhQfm2KsSR3S5+1X9pCM8/vRuH1xS+QeVzpWvoUb93tH+8agTUoJJTCXCMULDb1wK5eW70y3RjLcyXTesXAH50mku99JPdQWbxxKu1ZGJPOeg7dqTdkUkej6RY29lpB2xCMtneXPXPTn8e/U1Ak7203k3DYkHMYBzuB6Gsma8nm0mBGO2WMl1Q9W6YOPQZIP1rPnvb+FYIltGa6SJn81lz5ak8KvbIrjUVzOTbu+n9eRpGbbcGtN7mJreX1ue2tiryPPgQI4DHeASCegAOc11cNhDHbxoIEQqgBHXHHPNYUGqtaSCQaTA87DDzIAjEf981oLrkki5FsFz0DEkj610UaUabb7iqTckl2Ob8S2Oo2V8lzC/m2hbIUj7h/uk/yrqzewQ3Jjt7NWG0Mrk96p3Jm1CJo2kTaeSgGM45/GsAXOoXOTDC8mMAGJd27/AD61tddjKztudtHdRSxjeoUgnimrqIEhV1j8vB6da5ZYNXyrTvFbR55M0qoR69zQ7WyKDc61Aw7eUGNL5BozpzqsSNkOi+xGc1bnu9M862itdVtlCQ7TGWKsQduD+BFcLLqemQRMscMt0xP3923n0wKomaaQ/aPsUUJPKsVy4+mef5Vy18NGrONS9nHt5msJNXXRnqdpBLFp0yx3EU80hVMRuBhc8nPr7VB4lvV0/RZ/LwtxOvkoMc5I5OfYZ5riNHaN7pXuLmWNwuAxkIVvqPX9KZqc+q28gXUUlmjR9glGSixE8HP5Zpz51F3V35F06cbKMWc7r2V0NYUQqWkUA9iASf8ACuWSRrWTevJxXfajYf2hFaKFkWNAS4Tk+xGaqSeDLOdP3dzOkpP33wVHtjFVhrqGpo5RWhl6V461TSAFicNGeSjjcp/A13Wha8vi6KV7a1htbi22+dsOA4bODjoMY/WvMdU8M6rpitLJB51uD/rofmA+o6j8a2/h5eC0bUXMmxWCKff71dbScdTKVkuaJ6lDF5ePMuUbJ4AOc+tTuQm4yS7Ywa5GPU7aH5UVieSGGT37VOfESTAhFdsEcAc/lWXLHoY80urOpDxSRhkmJXkU1rqNEHLjHt1rmhNqMyny7d1T1YYx9c8VVvbtbZP3mpxFsY2x/Ng/596LLsPXudM2o2olCbgzHjaG71d8Oa7apql1a3e6FspGplUqu4ZOPbrwTXnllqT2qlbeSaRW+VmlA4HoMcnFXJFvoZBd27NdrckFiATgjgA1lWn7OPOuhtSgp3jI9YviP3hBchgGVo2xjHvXlXxFkE06uxBDRYII6EdP5CugsX1E2cgvbWcQqP4eGX6+1c542tSmkJnyQuA8ZWUMWJPQgdDjPFcVLGRqWppLR9DaFL2dTmucp4SjN1aanZ28MUt4mJ0Eigh1HBA9+QfetbS9VSHbbXwmtiSdssYygPuK5jw3fnRfECXxbaF+U8ZG09cjvXox0+y1qRrmyniMjncY2YDOfQ9Pzr1r9jmqQd2zmodCkWYm6uHQDnGzmtZLNIDv+9xgKwx/KkuJtmUCF4w3ypuOVx1Pv9KlkuWe2RQDsPQN1zWTEkTQkKgVFAz1C9vyqVoQDtwCOOSazo5pI3J2gjP3c4qz9oeYkycE8AKOlSUhHs43O7bjGcDHaoFiuY5NkOPLLZdSTtyB1rTtWj8xA5yMdfen3EcSMZPOIUdvX/69O49ELaai1vB88X7nbhoicrn2Pb+VPW3s9StCbRUmRhh4JQMqfTnof0NZ0l3GqLnKruGcnJPNS3MkDXpazkji1B498altrPz0I6H+dBOxymv+FHhElzpsLsi5Mtvj5o/oOuK4+OUxtuU4NeyafrFvfN9juWNvfqcg8jP0P9DXGT+GodZ8cXdldXL2bN5pVoYs+Y6oWAx0XOCSf6mtaa5tButyr3iDw/qsklpcRXCm4WMAxqx4Gc5z+QrSTVNRt4ymn2UVsh/uRgHP481ieAbf7Y94Xcgr5fbjBDE/yFd/PF9mg52knkhlyX49T+FElZ2Mm03cwY7fVLiJmvJJWD9FM3J/DNWYdMtUKIwO7HzAjr/jVm3mhFxJ0IxzHggjjoPU1HLOFkJXIBOMCsmWkSrZWyHfFFGo4GSK67RvEmmnwsbRo9s1rM6SqFAaRichh65GB7YrlI7uERFRkux+6BgD6mnoxZjlRjGc+tS1dOL6lrla1WvQ19T1DQrhWvPskizxuHjtXBwfXDc4759fSs3S9UD+Zl/OjY7/AC2PzDJ/hJ/lSy2W6EOE3554PBquIFGwmMJt9eoFZUMPGjflbd+43JtWfQ0ryzW6VZrYiSPHKg7WU+n/AOuqbrsJaN2JAxhiQAfcdjUMcM7SPdWs7RSxYCbgSrDuD7VW17V8aVg/6LqasuDG33lJOcHuK6Fq7GbdkXDcYJPGa5yW4166VYjMViPAUPtXFWtXiS10WDULHWr9w1z9n3XESok5CbmeMDkKpwp3eo9wNi5k8squTIMDcm0fL71bg4mampbGJFpEhiVZzHI3GcNnArRis7RWb93kAcqRx+VOtbiL7OwU+YPddpHuRUQnKsuAx71mapFtYI0O5FRFY/wrzVee0ZzlXIYjJA4qwLuNo1SMNnqSVwB+FSRkvktgcgA+1Gw7XMvJs5RJIvmKoOVOf6elbel6hH9mEUjGaJTjafvqPb1FMubIqoYRbxjpmoSqoxZwoOOR3/8A1UB0L93ZBpvPiImi/vJncvrwOv8AOqf+rG5G3KTkknP5UyKO5tlF7azYaQ4kjl+64zxz6+9Xree11WZxH+6uFyJo8cEj1H9RQK5UWYg8NtP0rHu7LT7W7W6LRWokyJNkeS/uBkAEf1p1n5V540l0u91G7soZJdiFJo0WPuSWkGCMZ46k4FVbaylvNX1Czvzcn7HOY1W4A3qMkYZV4zwOhx6VryNK5lzpuwr6rpEbottYvcbeMzyHH1AXvV6LVNTlkEdn9ntEI5EEY3fTJpVsLe0ZpIYVLDAIeL5h749KtSIggDgqxbg4HNQ2ykkVHtL67Uvc383T7obIz7dqaulQAiQxNI46M3Y/TpVuFwzBOcg8dyasTNGkpyQxA5wc4qbs0RkSRSecC0a7geD3H+FW7C+ls/mjneKZXBUE/KR7n9P1q4kXmYC5Oec46VVezh89fMUlhnaAKTSkrMaVmdK1y2pwPC0sgkdMmF5CVYexHWuKvfCjO7iO5khcgkJN84P0PX+tae0w2+FZhg4XcT/kexq3HeT2y/ZtTQXFsvS4Bzj/AHh6+9JQjHRKw1OUep5hqmjXelyEXKgoT8sqcqfx9ap22oXFrJmKVl/3TivTPE0KjQZZoJfMhLqoPBbaf/QhXG+KPAuoeHtD0zUWM5e8MnmwGMj7OAFKAn+8Q2cdvzrppx5lciVdLRnSJCscYkBYsjcZb1zVyQBbZ8cYQN+PH+NFFYMb3K/YN1PSpGyhBBOSvNFFCAfG54PfGadLPIX8sn5cE9KKKkZDKqzRguAecUtvYWlzbRzSwK0isyBjngA5FFFUiWV9dtUhsLe6RnEwGd27n7xH8q53TdavbLXJ7lHWSa3ZtjSjceVKnPrwTRRW1L4jCr8Jt+EreKD7Y0a7SyoDjvjNXNQu5luIUVgqPglQB19qKKVTcukJpx81PMYDerEAgdqkmAR5ABwOaKKxZqIDhQe/HNT5KA7aKKQy/DK/kgZ4zis+d3aR2ZiSuce1FFMRTtbyZJ7wA8IhI5P9wn+YrFvb2TVvBzXdykfnxTLGHjXbkdecUUVpDcifwsLjxVL4ltoYrnS9OtzAixxvbI6lUUcIAXIA5yeOTzWpdTzLcSRmVmVFAUEDjvRRWtfoZ4fqaNrGrQIxGC6jdjvxVcseBx97FFFcxuiTo6Ad+tTbypAHTNFFIZe85/KHPbNZk+UUtuLMWwSaKKYjJm1S7tdGmkhk2SI64bGf4j68dqkurqWTS7TVUbybtgGLRfKM9M4/CiiqEyudceGe7kubCwvxcOsjpdwbwGUZBGCCOpyM4PcGr3hXUbrUdR1q5u5PNuJnjkaQjByxbPTt6DtRRXTL4DlXxFm7ZmVpNxD4JyDjoen0pfMeS1id2JY8E0UVzM6o7DNoVjjPr1qWFyqDHHNFFSUaFrIwkQg4+Wp7qZhE7jGQMjiiihCZjTzSLHuDHO7r+NWXu5H1WxtJQssdzC+8sOePTGKKKYmc1rV3PYSSafDIfsrSrmNuRkHgj0qDU9b1K/0yCxubyeSG3Z5U3ysx3NjOck5A28emT60UV00vhOap8R//2Q==", 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", "info": {"video_id": "195834", "label": "pretending to turn dettol dishwash liquid upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "195834", "label": "pretending to turn dettol dishwash liquid 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": "3b182637506478d854f666e9ba462f24767ff3749671cb8959e44d685458c816"} +{"episode": 52139, "episode_seed": 3859083836, "split": "train", "timestamp": "2025-10-13T03:24:38.853198", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3859083836, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 silver tumbler onto a water pot'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "182150", "label": "putting silver tumbler onto a water pot", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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StQukbwNcOiSgzyRxnj5GKA4OezAHHvXn+mSqNRZZBw4OQaFojpWsjrtN8UzWem28dmpt51tBBOy9JV7E++OD9BXP2n/IR68nkirFjLCTdeYygxJhQe4p3kgtHeoMK4OBjtnipbubQXLKxSFy9tqswRsccgd61b2UeSZT8rhQMj+R9q5m4n2ayXI3AgjFatxcm7gijGQzthhjvQldoKjtc58Ag1paOIv7RiadtsUeXc+w/wDr1SEZ2471f0O0F5q0UMhxGMvJ/uitKaTmk9jgmmtjvtEV5ZW1W4Aj3qVhU9Ioh3/HgfjUutXC3IYuuP3TSlT2J+VR+AzUwcGIIEAFwAAv92Idvx4/Osm7mEguGOWWSdY1I67VIH9DXY5XdyEjn72FYLmMgcLcKh/FcUxgSFXPPTPoy9PzFTasyG3upASSkqOOMdNtMlXLSKg5OJF9zWDNijdIHh3gYPUe3qKakpaPk1LOQYnYfckUsPY4qjGfkJrOS1NIvQsIcEGta0l4FZCHOKuW8m3AzW8XY5Zq4niQhha+27+lYI4NamvXA8yyRuj7wD78Vn7Dt46isavxM0hH3EXtItvtepQxFC4LZKjuB2rvYjJeXYsLaQKUwJ5UHEKd1X3PTNcJolxNDdslqpa5mHloR/Dnqa9C023TR7IhPnkRgZG/vyn7o+gz+tb0Y8sOd9djOWr5UYPijTYrW9YxJtiOAPYjGR+RrnzEqttBbJk2jnsOT/Wux1VlnEsbENsVY8+rscsf5VytzGFvIwOA7yr+n/1qmpFN3NoPSwjquwqMqOoHXHY/596rwzG1fy8kITjaT90+n0qdiTgjrjzAP0YVVvFHlh1PIwQfUVlJaWLT1LckmV3A1VhjTzS+Oc/nTUl3R9aVDg/jShG+45TcdjbSxSSAOgHTNcZFH5a9cknJNdnp1ydhQ9hxXF2kvnwgj7ynDVmk02mbVmpRTRZVyR1rY0CxF5eh3fZHFhicZyewA9axsbWrptDuRZ6ePs6eZf3DkRrjOwdM1rSi5zSRwy93c6S4tkuo306GPdKV8x+eYwO7t3Y9APeuRkmngBhdN68/KecYr0HS4RpdgyZD3T4DyE5Lyen0Gc1yOs2wSeSWH7h3gfgACfzzXRVhFrToVSk1uc00cjyfu7XcTkgnpj/CnLbywTrdSMJ5QvTHCjHIHv8Azq8mTNIO6YjUenGf1P8AKmvhgRkgY3A98dvyrn5bGzZQZT5vy8xNyD/ShwCuMdacxIleJuMjPHTPqKiWQj5W5PvWTVmdMJXRVVjbzh1NO1i7E8Vq2eRu/pTpIyzZrOvFw6Ix4INWpaWMqkNeYfaAS5kJzg4A9KuqSOKytOmCzmMnh+h961ypC5x061LMJq6JraJridIl+87BRXoFtFbabaRBd8nGyPj5pCeyDt9a4nRpoIL9Z7gbo4wWC/3j2Fd7okU7zjVb3Hmyf6lD0iQc7v8AD6100IaOb2MJPWy3MjWxeaXay6cwVYJW8/y1Y4Ru4XP5H6VyISRZg5VhsOSdtd/4h2XybxwdjSL7JjCj8Sc1x8ylJxG3dzn32jOPzpVIa3R0U5WRQl3JNv5wcqw9Qa6BrqOTT1K8YGAPSsW+UKGI9fzzzUUd0RbGM965ZK2h2Rs7SM+6lIuxIOoOa3LVkmuklQEIOQPrXPSnMn41t2LbYVIrWkjnxDMrSrsXKfZ5D+9UfKf7wrodH+TUkU9H+Rvp1x+lcJGzRyK6MVdTkEdq7DS7v7bCs8ZCzxn5l9DRs7mb1R3rXytb3F52RSq+4X/E/wAqzjEwWyt9w3Z3MT6hST+pqqlwGsbS2BzvZVb6Dk/yqeeTffIM/djY8HuSB/Suh7f10MVuUNShDWd0A24ujE8Y5Axx+VVom8y3tZv7ygH8R/iKtbQzXK5Jy2Of90VR0tg+lRA8lMr+RrO2mpo99CG8xFbTIeMEFfx/yao8LEBUfiXURDqEcER3BBmT39BUUdyJo0ZRx0qN2VtFluNsVbjbkVQRsEVd8P2S614kbTp9RltVZJGi8uPcWdULBfYcHk+nvWt7GTVzK8UPuWzwem/+lO0+4F5bBj/rE4f/ABrJv7iW5jgMshbgkZ7ZxTLG6azuVlHKdHHqKznqzSCsrHfeGUSK8lnVAZ8BIwexPU11rsEkEROYoBvdj3c//WyfxFcho9xHa3Buc5jMRZT61u3Lyf2asTN++uWAc+7dfyFa09YpGc9GQNLuit/MzmWRpi34EjP6Vi3pUfZpA4OLojj3JFbUqmS82pgCKEtyfUgf0rD1aPybDIYNslV9w92z/Whu7sVFWQ1/kBI/5Zvkn2P/AOv9Kq3Q2wSJ6fMv0zWgygysDyrp/L/9dZ13/wAeiBj8ytsPv/nArJ7Frcqx52Z9anU1Xc4CjvUVzM8dqWRiGyORThohVNWa8EhTkHkVxthcC3uQW/1bHDf412mrafZWnh+DVNM1W+mVro2ubmFY1uCE3O8Q67VOFO71HuBwjIVkZfQ4pSte4RbtZnUmIEY7djXWeFLEWtt9rYBrmYlIQf4R3P8An+tcZo9z9ptzA5/eRjj3X/61dzodyINOErDMgHlRL75/qf5VVFtNpdSaiT1Ne6uRCrypkrbpsX3kPU/qB+dYuoKY4XiPIigC59STzV26IVrW0U5APmOfXHOfxY1l3cjeVdsp4aTbg89MD/GtW9P6/ruTEypPkvbz/ZMcg/L/AOtUcnyFv9g5x/sn/P6VPKxOsyoePMgHT6kf1qJ+PKk/vDY3+fqP1rJmhRvBtkQ57cH2qvOOFcde9T3SkMkX93OPp2pkgHK+1ZuN2axlZDMBo9wNZOpxNIY8FR1yS2K3/C9rYar4lj0zVL24tYJ22pLHNFGsZ7ljJxjGeByTgd6xdcs5bXWbuxdZ1NvO8QS4AEigHHzY4z0zjj0qUi5zTVjJKNE+GBVhXS2Uwu7VZP4h8rj3rn2UiMBuqnH4GrelXX2S7G8/upPlb29DVWuYnWaDYxS6oJJzmCFTIwPfHQV3ksjOnksMPccsP7kY7fyH4muM0ceVqS7j8p59j3H6iukkvibKa+x8zriMe3RfzJz+Nb02+VIwmkmV7qYz+a4xmSURKP8AZU9vyNc/e/8AHzA//Ty6n8QRWxMvlm1gz/q1ZiffGM/mTWLqDOltG7E/LdBjn3Y0S10LjsV7iIyQ/QFfy6VktwT7VvyKcyjqfvD/AD+FYU332I71zT3Ouk/dKbffrWszm3X6Vi3LFVyCQc9q6TWfDGqeGvD2kX13JOk98ZPNgMZAtwAhQMf7zK2cdunUHFw0Mq+uhxsQBYZrR0iZ7fWIBGcCR9jD1BoooIOrR2TU4QDxhjj36Ve81nvZSx58tR+poorVfD8v1M+pHCxMtx/10/oKz7BzHpV2y4ykkmKKKH8L+Q1ujh5ZGmmeRzlmOSa2rcBYYwOmKKKzW5fQtp2qvbancaNrX9oWuzz4WbbvXI+ZSp4+jGiiqZHUybobREo6AEURIrKc0UVLKOk8PO0tlLE5ysUg2+3Q4rrXdm1G3UngI7D68D+tFFaU/wDP8iJ/5fmMJJurk5IICLx6YP8AjWNqBLaFMzEk4JyfY0UU18S+RS+D7y1GoYxE+n9K53XJ3i1GGJThGySPfAFFFZMpbkZcs2TUd3/x7fiKKKpbEy3LuueKX1+3t4pdJ021NuixxSWqSKUjUHCAFyoXnJwOTzXMSf60/h/KiioY0WbKRoL2B0ODuA/A8V6FpxIvo4/4F3OB74A/rRRVw3+/8hT2NFWL6lcE9VRFH0OTVdSF06KTYpZnckkZ/iNFFVV+H7vyJp7/AHmNcca3B7wMD+dJOB9mm/2SxH86KKXYso3fN6v+6KqEktk0UVESpbIgtddbR57mM6bp1/DM6uY72DzArJnaQQQR1ORnB7g0yW9uNW1G41C9k825uHMsjkYyx9h0HtRRUsroUb4ASkD/AGf5GoFUGM5oooRL3Ot0uV5dGjkZjvUMobvgcV1ExP8AocP8BkHH+6pIoorel/n+RjU3GtIy38hB5EGAfqT/AIVjauxfTJGY5YGM5/EUUUvtItfCyRwPNHuhz+Yrn7kbZWUdAxAoorCZvR3Zm3fEOe+RVufxLq2p6bb6Xe3s09tbSPKgkkZiWfGcknnG3j0yfWiinEVXc//Z", 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", 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", "info": {"video_id": "182150", "label": "putting silver tumbler onto a water pot", "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": "2aeef0ce9e211b56a03354403d04941ce922257b2a1e19f2b54fade23d8dff20"} +{"episode": 52140, "episode_seed": 399326665, "split": "train", "timestamp": "2025-10-13T03:24:41.736747", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 399326665, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) a handle of a soap dispenser'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "193222", "label": "touching (without moving) a handle of a soap dispenser", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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mVM+XdWbnPyzY/NT/AIV0ijOPc1zF6cWyPnGyWNj/AN9Af1rq4V3Irjkbc1L2E9x2A31pMYpR602SRUjaR+FUZJqRo8v1g/8AE0cDhftIwPxr0wjivOtQtlnnlvfPjEHmhwTnPXpjHWu/tLyG/tEubdiY3zjIwa3nsghuarcc1BLKkSF2OAOaTWL6HSrbzJ3VSem41xj+IxdXLZRvJ2N+8fjJwcAD64qFFtXKbIbhW2LIOBtHA9+abZX5VhE3c8e1Le3cSoEXkbQPyFZIk2yb19citIrQzkzpxP57kngjjFQWdz9k1uUH7kgDH8sH+VRwSoqGUngjPFVpJ2Nwoj2MzDgn6/8A16l7gtjsmKeVvJzxnIrn9RvjK+yM4Sq9tqjeU9tLKkcuSjIDwD9TUUyHcSBx/I1FrFIruCt9bE5A24z7msGVjDrzjsZsH8RXSXw8q4tVVlZZChYDnbhsY9jx+tctfEm9kmP3jJn8jXRFEXPRPCA4vP8AgH9a6Q8Vzvg0F1u2A6hD/OtPUdUgswxMijHVmOAKwauzZszfER+eIA8iN+PqVFYMV88Eig/dzyK07idbvFx5gZGiVg3sWP8AhXP3rAyEowIzVxREmdALmKSIk8k9KrXo2wJJ08uVG/DOD/OqFlIZIfLB+63860Loj7M6E5BU5/KhqxMWdVayrcWKPnJPB9iKYwwcVzmn6p5MxiiDtkZI2kgj+lb8Nwlym5D8wHINZSVhooa1IU0ubB5IxXF6kdmkwuM7jIMn169a6rUJHukmCDcsSlumRgdSfauT1SRZNMVUXapnYqpOcAdv1raC0E9zo9CvEk0K2d2+ZQUPPoa7UgYzXlWgyH7NJFn7r5x9a9UupFtYd8nA7D1qai1NE9BpIHJPA5rg7gsCrp93H8yT/WtWbxBb3N2bZZc4Vidn3RgE8n8KzLuSKOEIW52qOPpSUbPUTYtnqJP7pzk5wPerzSiZ/lGMdq5gSbJQ2c4PFb1qyAtIzYBGQatpGSepa0qZbbWZ0c7VkKsT6ZGP5iunlG7Ld64iafbc7whaQrtGO/P/ANetnT9UmEQ8+J1QHbhvvKfT/wCsazauV1NVq5PVX369H328D866zh1EiHKEZBrkdU3R3cBZQfPdWU55Hz4z+hFOmgkYVvc/ZPFW/Py+cQR9RivQfD8pme6Y9Plx+teXXcpOrSy9D5oP5GvUfCcfmpdMOBhDk/jV1Foi4vc2GOKwtdmWRYokIJBZj7fLj+tVdb8TwwTvbQEyODjanX8T2rLh1RbiJfOVVmCPkLyBkjHP0FZ8nVhfUpzM9tJweQc1o22oGSFiPXBrGvLpZ3YAAY9KdYTDzGjY8HkVrbQybN65iMunzY7px9etbmjXqy2wjbhyAwz3FYct5H9nWMHawA696p2s84RJBJEkaYVgfvemRis3roU3pc7dwM8dKoau3l6ZMfUYpNP1HzZFt5mBZvuuD1pdaQLFHFKwRWJJJHoKlK0h30OCuFxoVwrZDKwyMdDkV0fgqYS6K8R+9FKfyPNc5dPJJp86tyWdVPsAvH8q1fAr/wClXMA53qGx7it5L3WKO6LHjlpr/WcLbXXlQZVW8pirHjkVx0/2hJciCYhVA5QjvzXs2r3e6XylOFT0PesCYhjk1zqs1pY3dFb3PMZL2d/vRSDHsajN2+PuOPwrtLm3UuxA71o+H9HS6uTcTJmKI8A9GNbKatsYSg11OMsdW8mLZLHJgdDtNV5tTA3CLdjOQD2r1nW5RbaewQASSHYuB0z1NTeGLGGO086SFG38KGUHj8ah1FvYIwbPJo2a6P7uaPn7wZun0ret3EdpOpmEjBFI2ndhs4/wr1Z7S0DbhbQDPpEv+FIYbcDabeHaeCNg5qfaX0sWotHkV2SLiFy4IBQtjkHn/P6VlavCftW/B+ZcnHtXtM+mabIObG2Of+mYrhV0m11HxldaY07WkOZPJESZyypuC+w4PJ9K2hK7IkuVFjwzc/YfDuoTkgSIqqAeOfmxXFXNzcS7ri7JkcDIDfdU+gFdp4QtLXVNNv49SVpoI/LdULEYJDdxSXXhvSGyFtiB6eY3+NZuqoSaZooOaTRxiaqI0ZTJkkYx6VXN8Mn5hXRXvhrT1AMcRH/AzWadCtM48s/99GrjKLV0RKMkVbPUliuBlgFbg1q3F2i7XWQEE/Mueord03wDphtFkvI5GlfnaJCAoqE+D9Im1X7LBFKEXCn96eWP+FJyiSos5yK/fzP9Hk+eIjAFaWn61dPds7DBCknK4J9f8+1dzD8NfDiKDi93Y5K3GP6VLJ4A0GIAiS9Y9w1weR+VT7SJfLI5G9ZohKighdhJbPBJxwfwOawJUL6aw24YSMee3AzXp1z4Q0q4Z5FedWcYdQ+QfzrmfEvhi30zSJp7a7nDNIoIIBzmqhJWSFJa3OT8OjN60ZP3xXT+P7/z9QjsobhQkQxKgbHOBwaz7vQrPT9Jg1PS9WvpM3P2fM8Kxichcs8ffapO07vUfQd5rNtp7OFa0t2kxud2jBJ/GirPkkpFU1zxsjx57oQsI9wCBeQvc5pJtVEuBu6V38+l6exz9jgH0jFYNzpNqrnbBHjP90Uo1Iy6BKm4rc5r7eP7wrU0/VYWh8uVwCvqeorZ0fw1a6heYkgTyU5fC4z7V0V/oGiWdjJKNKtdwGEGzqT0qnKOxlys4GXUo4iSkm7aflI64NTC8vFdpoC0iycvnn8677w/4P0S4gMt1psMo6DORk9zwa318G+GF6aRCo74Z/8AGs/aRRooSOQ0XVNuj3aS8MI96bj0J4wfxx+dc7fOxuYARyCpb2O7t7Zr1VPDHh2BJI49OjVJAFYjPI69zWfceDdDcgeRIB2IlNOM1cHF2PHtVhI1B2xhWXtXonhi4ePwzeSwwSTzbFRUjGSx5FZ/9gaRdeM5tKur29gt/NMccnmxKIxwSWLjGMZ47nFbPhNG0ibXLZ3uCLeUIqXAUOuCwwdvGeB04q6j9y4qbvOxwFxpl/A0rNY3iuSxO6I5yazCL+2XH2SYDGOVNeq3ExkYluSTk1lXqK8WCO9ZRrN7o1lRS2Z5yZbkHJgkH/ATT4ZrvzQ0dvMzLzgITXWNalpAqrkk4Art9J0xNOsljUfvG5c+prT2i7GDgeYT6kzQgPa3CNnIJjIwagjvJJZmEkbqh5yVPWvSZCb7XRGD8sZCL9f4jXb27LDEqJgKBgYqHUS6FKD7ni2midHDPdKQOUJU5B9f89a6jxLdi6lgZWIxbAlGUjLMpOR7jj869HE6BThFJ9cCoZXguOJYo2boCyg1PtLu5XIeKQoWjuIzzuwefTH+RVnwWkkGvxMUYKRgkj3A/rXfeKhb2mgSXNva26TCZFEgiXOM89q5zVNO1PQdN03UJXkiuLouXjEQHk42lQTj7xDZx2/Otk+ZMh2i0mX55GZ2JOSTVZuaKK5uh1MqyRKSeK6bTokhsI1QYBGaKKvoZMzdfG57fPbNbVr+6t4kThQoxRRUyBExlfd1pDI3IzRRSQyMyN6153qWpT6Z4uu7232edHM23cMjldp4+hNFFb09zKpsXvCcrLZ3kYAAzGDjvjdWrIxyaKKyq/Gzel8CKVyAVGabplvHLqcIcZGc4oopx2FM7BjhTjsKxPDx337SNy3zNn3zRRQ9jOJ1olbbUbyM3U0UVBZF5jBuK57xkf8AinX/AOu0f86KK1huiZbM5TUtfbWkgil02wtzCqxxvbq6lUHRQCxAHOeB15rq7uRnmcseSaKKdfoLDdSk/PWqEyKWORRRWUTWR0miQpFpqlBguSSfWq2vucWy9txbHuKKKoyW5t6YxjsYAvA25q6Zn9aKKgtDWmc9TUfmNuHNFFNAzz/VtXbTvEeqI1jZXccs4YpdQ7wGUcEEEEdeRnB7g1a0e8nvTf3lxIXnuZVklbpknJ/Ciit5fAY0/wCIXHOTULqGQ5oorBHSyXTII2v0JXOBkfWujyaKKbMmYekKBqMjdxuP45roVmfH3qKKllIDNJj71IZXx1oooQzC8XzP/wAI44z/AMto/wCdcXca/qV7Yw2NzdSSwwO0i+Y7MSWx1yecY49Mn1oorop7GFTc/9k=", 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", "info": {"video_id": "193222", "label": "touching (without moving) a handle of a soap dispenser", "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": "477f339d9968d9e28f9c2d252448562639882c37cc19a90adbd725a470215c33"} +{"episode": 52141, "episode_seed": 4076023810, "split": "train", "timestamp": "2025-10-13T03:24:42.543717", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4076023810, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 color pencils with paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "108838", "label": "covering color pencils with paper", "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": "108838", "label": "covering color pencils with paper", "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": "31c12b421b199762f2fdbb3877edc67ea80c86878b4ae2ebcec34c07bb7fb321"} +{"episode": 52142, "episode_seed": 3651713212, "split": "train", "timestamp": "2025-10-13T03:24:46.841332", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3651713212, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card onto towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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OfrVyVlNo80BD/IWAB+9gdBWc7SZSbRhLZNGwDyqQqYVEXAA9j1IqrcW6So8boHVlIIbuPcd6i0XU7/WIJ7yWONIkk8sRjqDjnnueRVyZBMpdCUVlO0kcjjris4OL0iVJO+pxOuafDHaAOkUtmnRJH2vF7o35nHtV34beH/tdxqElvL5tuwjAcjByd2VYVQu7dLfWYrXUpJLx5CGWQfdHJxlR05/nXq3wusYVOpqiIqL5WAox/e/woja9zTmly8i6lE/DC18qa3dGksZ23PbE8Rt/eQ9qxW+CdtbytJFLI+ASjEg4PbIPUivcxEoGMUeUnpV867AqVTueKWvw1l06csZhMwKkFokPrweOlZ2oaBe3fiC5tIkit1jCkqyJsGMZ425OSRXvT28bjlRXlnxGjTStXS5hsklmu4wcG187zHHy8nB28Y6da2jUctEzKdNw1aK1l4fgtzDcPp9hBdxkfvLZcbuPm7DAJ7UuraFb6rGolys0efLlThlzUmi3dmNJluCY7XZjzkMAhVDz0OBnpjNaUMsN5bia3lR1YcMOh9Kznq9RRbRgQ6Z9jSOMylhGu1UC4X0/zzTZEAwOAMcZqjo15qWpSX9xeSLDHBKIUhCfLnPr1PUD8a1CgmQsyY3ZQqD+BGayjKO0Smn1OK1xra2kP2eQrcP8rWyKHWU9AGU8D0/GuZufDE15Z/ara3FtL1a1cnHTOVPb6V1C2ZtdZMWlKstop3TmQ7ipPHD9c4/lV2+PkW8kpyoVSx546UrX3NI1JU/hMy7t1ggSRYwuxgeOK1I3tNRkEUpcuqeYRH98AdT7gZ5Arl/EWvxQwtbxSq02Pug5x9azfD/iD7BclJ989oXDsVOHjb+8h7GsKF1qdVb3o2R6M8j+Gr1bt7d5dKlTP2uJ2k8o99wPb6VrarYQa7p1vIyfaLbiRXgkIzke3UVFp1+nkxvDLHcW10cAZxHPngj0ST1U8NTWsbnw6z6joMTXWku5Nzp/IaJhyxjHUN6g1tUU5/DJr0OOLUd0UFSTSdJ1K80uIRPEFQlpGYKpIzgE9RgfmaTRdQ1K1NnBcM88t2skx8xuVQd/xOa66KWw17SJDC4a3nBR1xhlJHQ+hFULbRp7PV5bzyVmdohFC2cIi8546jt0rNRqxjH3rsblBt6WK0+mra6pca0ke8yQCMAdQ2c5PtwKq27q7IInMgCBZHUHZkY5yR1JzXTwR+Xboj8MoHT6Vn6g6WljNN5ZYRjOyNRkjFa+zXNzEc2lji79Lm21t579fNty+LV4+VQY6Eevv69Km8yO5i8yKRXRuQwORTpZrrXGljt5o4rRo1w4IL89QR24/lVW20+LRrOSGI53ku7MTjOOfoKafYGc9pyPNrerJC8Zm3ArbSN8l0nVl+vQg9jWtcaNbeKbMSK/l3iExRXMow2R/wAsZx2Ydm7/AKVxGoXggnt57ZsOpP74H5mZSBken+c13OhX/wDwkBFxZvFFrSptkif/AFN9GOqsPX36j6dJT6HV7N8nPHpucHeWFzpt1JazwGGaIFXWTOfw9Rx16V1XhfxOlpPHa3rl7ZR5SXG3cYlP8DD+OMnqvbqMGurutP0/xTppjumeO5t2MSTSj95auf8AllN6p6N3+vJ8/wBX0e80i9kt74GOdAMqo4dfUH0/wo2EmpqzPXru3stWskstTQSwlfMinjfLxDtJG/Vk/wBocr/EO9RJeyaXLHpniVlntnOLTVCBskB6K5H3X9xwfU1wGgeI5tJJhmSVrITbvKziS3f+/Gf4W56dD0NepafJa6nYCJhHd2U6/u1WP924HXavZu7J68rVNKSs9TJpw2M7W/D0Fxp1tBDGzLBN5uAQWYH7wB754/KsawiC3F5ezFUmeZUjjxyqphce3Wt3y5vDcQmSeS70THAzuktQOw/vL/k4rTV7e5hE8JjlRxxImPm/Go9mtLaWDnet9TC1DS1uIt0beU/LZ25Un1IrMNh5SOsjmZXyG3Djb04HpXTMuMAHjceCK57XbRbrT2Elw1s8J3q69O5wR34yPxq7Lcm/Q4m/lh0RgLCcSxFyv2U5OGz0B7CoPEHhg7JdR06F0jz/AKVbYy0B65Hqvfj+VXNHv4HlnsTBG5DEi4RDtlOMnr7Vv6dcHTGt8SiWwmGy0un+YJ/0xlP90no3akaNuOp5tZXE1tdxyWzyJMsilJQcFT616v4S8Qrqshi3GO9TLvCnRiOrxD1P8Sd+o5rnPE3hFYo31bToXS2Rh9ptB9+Bvb/Z9x/LpzdmZraeGSBmgKyF45FPK45yO/brS2Kdpo9puNMa7uzquiyrBqxUNLEW/dXsY+v5Z6g8H1qe0e18QW0jw7ra8i+S5tpPvRMPUdceh71heFvEw1kJHIdmpjLGOPCic/8APSPssvqOjYxXSXulDUpYtW0+YWuqxL8k6jC3Cjs6+nqDyp9qzq0KdZWnG5mpzpvRmJrvh0zHSEL427kmdT8oHLZH61NonmSPdXAd/sf2ryIUPQqBjP4kdfetyxv01QSWV9aG3vIhiW2cjJ9HX1B68dKkTSxb28cMdxIYYzmNFwBjrg469apUuVrk2RLne/MYdzZHTbYR28bND5xnJRdzFiehHpnv7VV8qY2sixqbdyG8ky4bacdSB784rppgCnow5zXO65qD6bBDKsDSQt8rzZ4iPqcdutWoqL5ibt6HI2TfYJ5ItSUpev8AemZsrIM4BDHpXqXwxBDaoDj/AJZD/wBCry+fSrjX7GOS8v1aLeSUiHBGe57HHH1Fek/DN1tIdQiG5ljWJAW6nG6mtTSDXMmek0U1GDoGHQ06kdQVz3ivTmvbSGSNykiMRkehroazdesZdR0W5tre4a3nIDRyp1VgQR/LH41E6cakeWWwm2ldHlXiDw9cXGiQRtIXnF0CcOSu1uOc+nX86ZoUL/b72S3eQWNp5cCAnhz/ABN7nJ/lW9Y6rJLcnTdXtlgvCPlzzHcD1Q/0q6mkW0SMkbOIt+/yi2FU5yf1pRo8tuTockqjd+bqZN5prQIzWke4NN57x7tu5+Oc/gPyqmbSR4ZUuAE80FcRMQVGMZz6+9dM65TaVBHSue1pL77HHLp7KPLOJYzgFx7E8ZrXkSfMiLt6HGXL/wDCLwiKR1ntF4TGPMHPIx3xS6y0b6JK6vhZo8I2OzDjirGlRaXdqy+W73kDnd5/3hznj2z/ADrN8V3gsbJPkDP5g8tT0GO+O/Wl0K3ZkSeErLUNNVbFI476KPcpU5S8XrkH19u1cpNbzQO6Tr5Mi/KYyuCMfyFdzbhLKFdQsd8+jSNveOM/Pat3ZfQeorW1nw/D4nt454HiGoLHvhkAwl0g/r/I+1BqptO0jjdD1240maZ4kD2krBZbWUHbIOoPseOtetaFq0N3Et5bztJbsFj3ytzGeyS+/o/vXirrJBNKLpXW4VsMjgggjg5rY0zU7rRrr7ZaTbW34aA8qytnh1/CknYc4KR63d6IPtUmp6QxtdRU4lhYfLOuc8jpk+o4NWdI1yHUUaJ0a3u4ztltXPzK3XjuexrH0TxBBqaxtbM6yR/ftCcy25PdM/fT26jPtWzqWmWurmC6Vkh1BF3RXMZOCD/MdiOoq15HO1bRl2X7xDYwRx2rF1bUbfSH33DBWdSVTu+McCrFnqsjXM1lqUaw3SY5bhJM45X2ycVHrdiNRgjZSsc0Lh43IyQfTNO91oBwkWmale6t/aSqljEo3KoGDKGOc8ccj9al8QzBNJuXAIyuzcDyMnH9a14tUcu1pqUcdtdK+wLvGH9CtYnitUk0mVM7WYnZn1AJ5qNLMrdnncmmXlzYXF1bQmSKyf8AegD5lVu+P+An86g0+7ktHjmgdkdWDIynBzxjH616j8M7TyJNSV+WcREqw5wd3J+vp6VB4w+GjW7SatoEGYjlri0X/lmO7Rj09R27UuT3bnTCvyS0L2ialH4m8u6tp4rPxFEm3LcRXif3XHf6dR9Om7f6XbeItOS3vYzaXMRCxMxy1nKekTnuh/hP0HXFeN2F09u8c8TtE0ZUBl+XnjGPfvn/ABr1zQtZbxHZieBIn1m2i2T27cJeRe46Z/rx3GFF9GaVqScfa09uq7f8A871DSrvSL97O/t3W7Qg7TzkZ4IPfOOtXtF1m60Sc+VieGRyk1tuOxhgEEY6N6MK9GmttO8S6GEuCQIhsguJQBNaPyBHLnqp6Bj688815xqujaj4fvFtL+1ZJHIYOGyrjjgHp7Gna2qMotSVmem6VrkF+puILkTof9Z5owUP92UD8hIOPWobjSW0y8kvNFEjR/8ALfT93yf3iUH8JOc8de3pXm1pc3Vjex3NhJILuJyAV5Rgc5UjoVOMEGvQ9A1601iHzFDRTRKRJb9SnqynqyZHTqM007mcoW1RZsr+31G3ae3fOxirqexGeo/OuX8U2Y+0LcyCeSyOPPijPCEdGwOo65rc1LS0urv7XaXEttdo25hG2EnX19Dx3/A1m2us/aLj7Hcp9nv0GTC/f6U35kryM6E2UlgDYeX9nYFkCcAE5PHp9K5Pwp4iWwd7LUF8/TbkFZkIzjP8Qq7q91DpuoI2m3B3sCGtFGUfLYOMdCD26Vzer6Be+HNTNleAA/ehkUHa6k/e/pjtUyN6UkrqWqZ63p8kmkXdtbz3Ams5l22N6xyrqeRDKf5N/wDXrn/F3hcWsjaxYwZsGbE1uTzbyf3Tj+HJ/wAgiqXhHxJFak6RqoE2lz8EOMhMn73sO/t1r0qMyW9w1lOEuHdCEDkbb6D+76b1B49QOeDwk7k1aboy01T2PHrXcnluZNhUFo9vDDGWB9u2K9R8L+KP7QxbXiGK+dQRzt+1dRuU/wAMnB9mrl/EvhVNIYatpw8/S5mIjG05hbONjj2569xg++HF8wjlklJkERZeeRjLAk9vajYTSmj2i8tYtbjjeK4MF5CcW9yq4O5SCUYdRz1X64qHTtTuJp5NP1K3NvfQj5/7swA+8h9M54rm/DHiiS4u0ttUJW8dAI5pMBbnBICt6Px8rfnXV3dumqwsjho7iIkRzY+aOT0I7n17HqK0uYSTWhIUO0DqCDj0Ncfq2qXck0+mafak3Ak2s0owijs2fQ89fb1rYttWkt7iPS9QSRbpV3Cbb+7lHrmqWvadPM7X+nz+VeomBu+7IB/CfQ+9K91oC0epzekaJPpSyTzXRczZaSELgIxxjp6dK9D+HCJLPqqMpBxE3XPXd/hXFW+rQX7Swt8t3AoEsJBBUn+ldn8MijanrpUksogVvY/Of60tFsXT1nqejKoRQo6CloooOsKO1BOBVaS9ij6so5xyaaTexMpxjucTdwWerwy2V6XVY2I3k7ZIWOep7Zx16HiqUF3faTerp2skNGR+5vhwJOp2uP4T0HvXOp4ml07xNd2uqSP9kS5lSC7HLRDdnDD+JOeh6V2yAX0DxXMUckLpuIB3KAehRu47+op9TjaaDYMZ/hOenauN1pLy81aTTJZ47ezfDhkb55EPBGegIIrTdr7w9shYC50gAkXDPmSL0B9f60/Ura01ixZJFLRsCVdThlJ5BB7GjdCWhhwaLZ6VEBbQgTYO+XHL9Cc/lXDeOZv9Jigc5HlnGfUnt36V1Fxq8ukXn2LUMNAQEhuIyWLHjIYdjyKw/Eyxtcy3N58kFuTGOzNlRnB7c8E1EnpZFxve7OP8Ma/caLdKVYyW8hAljPRuPQ969Oiltra1ivbaQto9wVYNH961k6ZA7D/HmvNdf8K3nh2bacy2cjfu7j/2Ujsc1peEfEj6LOIbtBPY3AAki6hQR1+uOoqfhdmdrisRG8fi/P8A4J3ur6BF4lijkbZHrCR5ilU/u7tR6f5yPpXmxElm8kdwjpKzA4Zfb73vwa9HCLosMNzbTGfw7N86vGctaueQwPpn/A1palpmn+I4IINUZFunGLPUIh8kvcKR2b/Z/Kr3OSM3HRnmiNJBdfaoZpILlXEieWSCgzwf/re9emeG/EkOrMIbuPyNRQ7pIRws7D+Jc9GA7V51f6fd6HqM1tdxuJn+65+6wz94Hv2okjITzftGy7CLKjRt8xOAdx/P61KbjoypJSR63qlnYavGLa7QMpwYpOhVs9P9k+3esV7240idLfUcmGSQpFMg+VV7An/GqPh7xhDqa/2fqSRreldnmtxHcY7H0b0Nbs4jms2jnjM1t9xxJyyYA6j+If7VXuYtNaM47xTfRXpjtbW1+0XBlKRSrxsfblWDDsTxz6VnalN/ZenWa383nXgdjgnI+Y459cAn/Irtfsdpb26JAqlSgUSA7iwGcZPfrXntzZDxB45n0q51Ge2jjSTyQke8l1Quq+gHBOT6Y70pLqVBczsbXwtMzaz4hE7bmVoQPp89ewWnQV4z8IZZLi61ieVizyJAST/wOvZrTtWsPhFUXvHEeN/hnHfl9X0WEi6zumtV4V/7zoOzY7dDXmNhdzaXdW11aOYbiHDMq9RgDJIPqSRj2r6fg6CuB8ffD5dSD6tpMZE4PmXVrEoH2jAOCP8AaHp3579c6kOqNaFeVORmaXqcXiU/2lpqwwa9HDsntZP9Vdx4wc+v49Oh9a1oJLXU9Ja1urN5NPwyzWk4zNZEd1PVlHHHVeOo4ryWBLnT5Yr+yndJIXJ3oejbiBgde3IPrXpmh6zD4rCTwypZa7AgDlD8syZBPvj9R7iojK5vWoJx9rS26+X/AADiPEnh+68PXHlF/MspxviuIx97HQH0PP41kST/AGafz7G6kW9hcMsqZVdvU5B69s/yr2u4gtL2yu7S5t91qxxcW5GDGx/jQ+nfA6dR6V5Fr+hT+G7llIW6tZkxZ3WRtYZB5x0YAH69abXVGMZ30Z0OjeJoNZVrSaA2uog7iittDt/ejz91sdVPWpdVs7fUIo/tJKuf9RcqAuD2BHY/7J4NebyhJwsjyuJWUhGjI3FxnHPYD168VYk8X3baeILkvHckBBdD7sy/3ZB0z7/nQncHDXQ7GTRbKzk82GMLNnd5h5PIAOPQHGcV3mqeHrHxJpTWN6nBGY5FA3Rt6g15XrEi2uhW+o2GsajKn2n7L/pEYQTYTLSRfxbFOFO7nke4HtFkflU+1awtaxjUTjZngGt+G9R8M6mbK7QbVyYZRyJgTjI9hwMdv1rs/CesQapZjw5q0zJKh/0O6RuY2BwAD/L1HHpXqWteHrHxLpT2V4nJGY5QPmjbsR/nmvB9e0S90HWHsrtT56DcJEUhDHk7cE9cn8jxWM4uDv0OqjWjOPs6m35eZ6xDLLJLcadqVpHLdLjzrbPy30YxiRc4y/HTvjB6cch4h8HpphOtaQ4uNLJOVyd0B6YYdcDPfkd6teHddh8TW0WkapO0Op2+Gsb08PuA6E+v8x712FnJIbueC5jP23aFuoGGVulA++o4G7tnuBg+zVmZVISoy5WeS/upI41md3lZXC8/dbJKkn0rt/DPixpmi0rUZiLgjbbzSHK3C9lLeuehrJ8UeG10CRdUsY1k02d+FK5ETEEbW9ufw6fXmZPNuo0N0+FjcxpL2HQ9Px60vhYO0kes6hBHe2f2O9DhX+VZP41P90n1xj2auckvb/S5J7O7iE5IP2ORP4yB905/D361l6B4tZvL03VZh55+SK4lOVcdPLk/oa6d7lPP2MrukbgESL88JHTI7jHRqq9zFrl0Zw01lqOuasLyRRZQIVeOQDDyocEDPsVPXnmvRvhPqFtcav4lWBSArwlmbqT84x9BiuGjuhe+NptNvdUurW2aYpHJHLHGsfcli/GMZ46k4q58KribRdc8U2konV0nRNtwB5gw0n3tuRn1wcU0ruxprFcx7rcX8duRvOM1AdbsxL5TTKrEcZNc/cTyanbNFyjfwuOxrxbxaPEOlag0OoTsA5HkyRnAlzgcD2A59zVyUYq4U5ylKzdj3i68SQ2919jlZRO4zGC2BL7A+tc1r97f3FkbzR4/PEWTNbsdrx465H+fauC8M+JbXV7ddD16Tcv/AC73JOGRu3zevoa7aza4s72K1vpT9tVNsFyfu3KZ+62OpA9ehNJVOwVqMqcrS1PM2uvts/2m7PmTSzEmNT0BAH5Vt+H/ABLJoAgt7rzH06RvklH3oW/vAdce3StfxZ4V81Jta0i3ZLiM5uLRVAbjncAO/H0NcI0pmglmnn3x7xjPU5Bzj06Vm7p3KVmj15ZQ8SFGhuIZ8kqnKuD3Xtn1X61g3em3cMxfS5v9GusRyxsc+UMY3Ln0/OuK0rXbrQGmRIXuNMMn75M4MZPRlPZun+ea7iDWLfUVS7tLiN43YDzVGFJ/uyDqre9UmmZOLiYqeGY4783l432qeTB+blY2AwSPqMdfSuB1e6k1W+1NZ5NwaNhGP908V3/jHUJ7TRLqS3leGeN1DBeGAOf0NcBr/h3V9E0nRdUvZbgXV+ZBNEyY8jhSoY4+8yvkjt9Qama7F04t6nry2FtqVv8AZbyFZYXHKsP1rw6/t47bUbyzTJjtwfLLHJ4IXr9KKKqsLDt3Or+Hmp3Q1VNMaTfZXCt5kLjK8DPArsrG2i0/xLPokK5sJFaXy3OdjYBG09RjJooqI7HVj0lVXojR1awt9Y0K+S8Qu1iXWGTPzjaOpPcnv615Np8a3MsfmZ5ilJwcZ2q2KKKctjmhsQXLGYJuwDllyBggA8V2HhLU7vUrCVLmUtJZqDFN/Hgj7pPcfWiilHYc/hNxpCkdkVVVEyksoHGcZ4ryjVtVudH8d3V9a7POjlbG8ZHzIVPH0Y0UVT2Jo/Edh8H1CpqBHXbEPy317HZnpRRWkNianxG3B0FXY6KKsg8k+LGj2enXdvqVqhjmud7OoPybwV+cD+9yef68158JJLC9sri2kaOVsMHU4KnOMiiiuOXxM9jAa1oruj2NLmS98K22qttjuwiHdGMDk88dKZLaW1xataT28cttOnmPEy/KGPUj0654oordbnmVNJu3c8I1u2Sy8S3FhGztBBP5UYc5IX0/WsTV23LMhUBIZQqAdh83H6UUVk/iOjqaV54tl8SrBaz6Tplr9liVIZbRJEaNF6IMuQF5yeOTzX0ZZE7V+lFFbQMMR0N61+6KxPHmj2Wp+FL6e5izNaQPLDIOCpA6fQ+lFFVP4WYw3R4XefI8UwzvZixbJzkHjn2r1/w9cyav4RtdSvAsl5CGCy45O045+uOaKK5YHqVtcIm+5rhEu7eCKeNHhvom8+Ij5WOOv1rxLX7NNO1a9s4XkMVtcFIw7ZOOOvrRRWnQ4ae5n6ovkrPaqcxpMpBIBbJUk84961vCmuX8+l6l5s299OQNBI3LAZxsJ7r7GiiphsXP4TP1TW20vWdVjOnafeQTMJTFdwb1VgMgjkEDk8Zwe4NbfwqvrnVtR17Ub2Qy3Vy8csjkYyx3HoOg9qKK1j8SFL+Gew2fCik8Q6LY61ok0V5Fu2KXR14ZGweQe1FFaS+E5lueBTxItnG4HIAA9gWfP8hXqngG9m1nw9NDfESi2k2RMR8yjHHPtRRXLDc9Wavg7vubceoXEWitf5DXEMjICRwy7sYIHXiuB+Iuk2WnarBLaQiL7WjSSIv3dw7gdutFFaPY86n8Rxt9O4dhhSGjQEY4PTn61Et9NoHiVEsSBFLiOWNxlZFP94UUVMDfozo/Gw8qxvIFJK27xmJicsoY8jPcc964TUfEmq3+hRaddXk0sFtK7p5kjMSWC5ySTnG3j0yfWiiqkTS+E//Z", 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", "info": {"video_id": "212226", "label": "putting 3 card onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "212226", "label": "putting 3 card onto towel", "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": "10c1338d08b4c638dcb7c8ab1015882ef9b0adf80bd429250ef8bb1c2e515f13"} +{"episode": 52143, "episode_seed": 3148198803, "split": "train", "timestamp": "2025-10-13T03:24:48.805688", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3148198803, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing power card wire'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "32852", "label": "squeezing power card wire", "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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9E8QuPsQGe1efXA+frUYl6ozpLQqFOeoFa2npiAnOc1nKhLDkVr242wgdK5os6Ka99BIKo3K5I46VekqpKPmBNU3odLMjXnCWSKOCQc1xcyBzhuhHauy18BrYZP3R/M1ynTIpXOepucNqEbW+qHcOAMrVVZm+0SKGznIGe2Tz/Kuk1/T/ALRH5qj95Hz9RXOaZa/bNRCDhern0FddOScbnDUi72NvRIAlq8x48xjj6V6R4X1KfUtKdJm3PauIg5/iXGR+XSuEOyKIJGMKowBXoHhSyNp4Zhdxh7lmnPrg8L+gFYTk2mbwVrIvsvvV7TIczgcVVKZ71qaaoDBieaxi9SpLQtyljGwz1BrzXVgVn5GCGP8ASvR3k+WvNNUkzcEEc5JOauHU0kRqd6kjrVabmQetSwtjvTHH70E9M0dTEcYd4zjnFVbBQvifT4wNwNwhI+hzVqa4EKEg/hUHh5DP4ngl5Kwq0hPocYH86um9RtaHtYvALLac4xWDJdxNMQHGQeRQLv8AcgZOMVTIRmLDgmta7uiILU00n34BYYHAq/A4CdaxIe1aKMNlcsHqU0LcMGfNU39adM5B4/nVZpGPalN6m8NIlDXMf2c/vXAFiszEeprutbbfpsgI9K8+LBZDz3zVw2ImW5DmL60yKLKAHvSFwy4zQZ1jTPpTMynq58uPaPvAHivadNuzFosEZ6rEi4/4CK8STOo6nbwno8o3f7o5P6V6ol7+5ABropOyJmri3V0pm28hjzTo5tyhS3FUmmV2NPiODweK5Z/FcaWhtWzKOc09qqQtheKmYn1pN6I6KGlzB8Tp+7t3HXeVz+Gf6ViZLR7RnHr3P/1q3fEjAaWSfvBxt+tY1uwS2G4HOOtS2Opucf4pgxAsiBi6HJ47VyccbPMmeVJ6ivUL+yN5bSIq8YJJPeuAvtPm0m7OzOAdymuqhK6sctRWfMaOrWC2sdtKgGWXkjuK7/4Ozsi6gCfl85CPrt//AFV5xNqk9xYfvUUDGFOMEn2Fek/DVVtNGD4AeWZix9cYUfyNbxulqRGzloeoa9dloUXPauRcs74HNaWq348sttLbRWIlyCcgFTXNiJXZtTVkWI1O4ZrUhP7oVlRuCavxMCnFcyZrD4iRulVpu/NSsTiq8maLnQzF12RRhT1JA/QmuXY/NitjXpwLoKPXv9KwRLk5znmrWxhN9BJV3yBe1UxZJHLI8aBS/XAxmrhzvyetOZlSIseT2pptGbimYVzIIopN3bNem6DcSt4X0s3JPnG2XOfTt+mK8+0yIXviuwiZA6NKGdG6EDk5/KvQZLstM4MZUA4FaT+AI/EaJBHWtGybBFYcU2Tk81qQTADpWENymi02PUV5trLqL+TGOCen1r0tgn0ryvV5M3cpxjDEfrTpathN6DI5PlbnpTHmOcZqojkd+tJJJkdeorVozG3t1hTz9K2fCiFbV7ts75WwP90f/XzXKXLNJIFXkk4H1rt9Pi+zWkMC9EUD/GtErIOp0CSlgBuNTJk96o22SBya0YUbNY1JXGkWYt3HIq2rsF6ioUBArlYrq9v/ABjdaY2sXNpFmTyhGobLKm4L7Dg8n+tRTTk7IUnZHWMSeuBUbK3bBrl/CGo3uordNd3Mk20IV3npnOa6U5H8WaznpJo0g7oydfymlyFsgAj7vXrXnEkvz59TXoviDL6VKo5yR/OvO54fLfngYrej8JFR6imUkdcVWnuMKRTfNVgSDnHFU7iTLGtUiLm14WjL38t03RF2j6n/AOtXbxT5GM1zGixfZrGNCMO3zP8AU10FudxFU5WHYurVqEHNQxxg4qn4hnmstFaa2laOUSKAynnBrl3lYrZG8hwOtTmU1xep3ElvokOoWGuajKrXP2fNxGqLOQuWeIddqnCnd6j3A66WQRwlz2GaKkXG1y6Ek7mJrkn2i4SL+GPn8az522w8dQOKlnk86Ytnkmql4+0VBU3dl6yO63Gf4uDXNeJrc7vMjfYyHk4zx34roLaQLbgZ4PI+tc1qt8JFBJGea1pP3jOavGxgR2N1qtynluJiCA0uMJGK9R0YJY2sMER+SMAD3965XRoBBZKSNpkO/HoO1dBaPjgGup1LkwpqKOjmuA69etVOC2eKjXJAzTwvGa5as7s1SJoyA3Wr8L4XiuMsbj7Z4yl0y81O7tLd5dkbxSxosfcli4xjGeOpOBWl4dmvf7S1e0upLl/sswjVbnG9MFhzjjPAzjipcGocwoTTnY6JpTionkHenVDJw3I4HesrnQcNrtzv1BmB4BPestJvQ4FTaqN12Wzjex4qmBsrp6HPJ6lvzsnJPFU7i4wTlhj602SYohPFZV1OzZ/Sko3E2dT4OiY6pPfvEfKSJkSTtuJGR+VdS0yljkVlaPF9j0a2g43BMt9Tyashjmqm9LCS1NGKQbutacEnyjmuT1u4mtdJaaCRo5A6jcvXBpmsWniDQdF0y9ur67Wa8L+ZEUwIcBSgJx94hs47fnURg3qhymo6M9CfrXmGqIPPnP8A00P86KKmhuwnsZc52nAAqtKxx+FFFbvczRDpqiTVYg3IGWx7iuxtySRRRVS2HHY37ToK04mOM0UVyzKLCsea851S/m0vxfd3tts82KVtu4ZHK7Tx9CaKKqh8RFTYseEnaJbsISB8g/nXRfbJsn5h+VFFZ1fjZpT+FGfqlzJJEqsRjrxXGau7CN2HU0UVrR+EUzDhJ2qM9Tk1YsIlm1MCQZCruA96KK6UZHVW3zCt21UYFFFZTLNOMDArJ8VH/iRN/wBdU/nRRXPD4kD2Oc1fxG+tRW8UmmafbmBVjje3R1KoOiAFiAOc8Dk812+sSutmAD1xmiitcRuh4fZmHGctVW+Pzge9FFYotjS7LBgHoCRXP2US3WpkTDcEXcB2zRRW1MRvp1rYsY1Zckc0UVciuhroikdKd0FFFc0hnDX2sNpmuajGbGxvIpZgxS7h3gMo4IIII6nIzg9wa2/CF7caheate3Mhe4ndJJG6ZJ3dqKK3qfwjGn/EOr3HNQXsjJbSY/u0UVxnWjgdSA8/djmsAyuWJz3oort6GDEuCfKHvUWnIs2rW0TjKF+R60UU4kM700+HlhmiiplsX1K3iQBdCbH/AD0T+dc9da5qN/p0Gn3V3NNBbu0ieZIzElsZzk84xx6ZPrRRVU9jKpuf/9k=", 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", 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", "info": {"video_id": "32852", "label": "squeezing power card wire", "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": "21124ab74e4e2fd957e3afe6b474de3aae2cdfa7c951505edb9aef59a1601153"} +{"episode": 52144, "episode_seed": 995099871, "split": "train", "timestamp": "2025-10-13T03:24:49.851252", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 995099871, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing white hand towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "77506", "label": "throwing white hand towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "77506", "label": "throwing white hand towel", "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": "b847a7de36cd52ba24410f70f0be0e18b5c25be058ed04d101d0b42b0e1a2f38"} +{"episode": 52145, "episode_seed": 1772383449, "split": "train", "timestamp": "2025-10-13T03:24:50.747094", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1772383449, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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W9uGJjIXknGecHgZ6c16BrMhs0ZIoi8shWO2THymVjgZ9hyT9DWho/h+30XTY7eFmcqCXdurseST9Tk1xc9SSdjpk6cVc8Y8U77XUp/CFpcGLRVhaYWu98K3UDPXGf4entXH6fBcGTS2aRAJbSSIbcBgVO7ngHp65r07WLD7f4ph2wNJK8kqIvlbg3BJz+AzntiuSvNJ+w/YmCBJLW8aByVKsSfl2kdONx/SvUpJ+zVzglOLm+U838UwOshL8sDya6rwT4fmjiWQpyeTVDxjYyhWk8lsEZyBXtnhnRUjtY/k6gdK5Kkr2SNorqeY/ECO5Fvp+lxxsXmk8wgDPT5V/U/pXaLaDTNLhtAuFgiWMcegxUtvpsXiL4lKwAe3sznJGRiP/ABc12Gs2CeQ+AKbqNISjqfNXiyUTa2w/ur/M1jrGK9K1Lw3Dd6jPK0IbLHB2g9OO1Zsvg6E/c3IfYkfzrSlUtFXQpRuzivLFN8rvXWSeEJk5SVvxUH+VV4PCt/dajBZRFTJM2B1BA7mtfbRtdiUG9iTTbfzPBOrAr/yxkYfhz/SvSPhJbwXWpS/alVoXjWSLPaTAP6g/pXX+HfhrpdhpItbmMyCRNsgY8NnrmuO0zRZ7TXdU0SxlaPaVETqeUKnAP5Vz06qbbLlDoj1TVtJtNTsrnS7+AGCQbo5D/A3Yj0NfKPjWwnt/Fl7HKpZlfbv/AL4HRvxFfUWuapdafokVvdfNeSgosgGAxAz+Brwi8h/tJLa7ulBuP3iOcdSGreM01dGLjZ6nKeFNLe91uFSvyxnecj8v8+1e/Bo9E8O3N5gAW0DSD3IHH64rK+H3hJZALl0GXOenQdv8+9dR4/02BfDaWESHdcSjdjuq/Mf1C1nGbcmxtaHMfCzTGj8P3moyMTNeTld3qE6n8WLVg/E2di0VuGBDPk/Qf5Few6H4cj0vw1Y2CMyvDAA3ux5P6k15L460G9u9bURkFUU9QepPt9BVymuZJgloeaCI5pfKIrak0DUIv+WG7/cYGqslnPCP3kEif7yEV1qcX1M3Fmdg16l8O083TY1IQ5LDke5rzZl5xxXqvw3hB02Mjgkn/wBCNY4jZepUCl8TYZrLUfD93Io8tJSodT6MjfyzWr4ptXa0laMmRCD3BNM+MEGNE0x8k4mkGP8Atmf8K1tZ05Ro8UqMcmFG+vyiolqgW5xXgPVZ7W1iSa3jYgYIGUNbHjPxVaXuq6ToxinjLYLbQGG52Cjp7ZrpPDlnAyRh4kcY6MuaxLLRNK174oNci2G23kJBRiABGu0Hjj7xrkgbM9Ak1jSYLUQpcCNIlCKGUgADgc1wOszW+oajmGWOVVGPkYN1rp9f0OyETRRXE0bkZB3A4P07ivFtQ8HahLqE1xa3Fq+XyOWib26VcEnML2R25sIscoP5Uh0qFxyDz+NcOtr4x01P3ZvXQf8APORZx+R5p6eNNdsSFvIYTj/n4t2iJ/EcVu4om51kugQEkhV/LFaPhnw9Gt5IQgPT39a5K3+IiuMXGm597eYN+hrtfBni3Rru4kzJLCcjIliIxwe4zWNaC5SovUpfFvShZ6Zo8yrgi5kXp6xMf6VsR3UEkmhSOnyajAuCO7KOaj+MF1a3fhnS3gnjkK6iowrc8xuOlYYuceBfB+oZ5tL4oT6DNXT0RnJjdZnuLK8u3smlEdtLI0oQfdwo6/lXC/DzV9TbWdQ1CUhmEZyZI/4nbJ/lXW+Nrv8AsjWPFEYfH20wGEe8incR+ANX/h/GsHh2W5df+PmUlc/3V+UfyNTJ2bLjqilqvi+aCMLJbwyEjOFYqSPWuDTxhYT3TyXEFxEWYknaGH6V6D4ka0ubScTQROo+6GXoenH51wB8K6VINyJNEf8ApnIf65qaWrbHI04Nf0afbtv4kOekmVP6113wV1ERaXc2IYHEzMcHvuIJrz5vBUTrm31CQe0sYYf0rf8AhhHJovi6+0ySQPgK4KjAIYA9KnFK9O5rhrc9n1Povy1naByM7DuH1xVtuEP0qpZHdEDVtvu1nh/glJmNTSVj551Rdc0/Wmu4ftcckM0kkbBG+XcTk9OhrAm8Taw4ttOnuTJbPfJcSBhyX8wMST9a9U1XxNf2txIWnmba58vYVGBzgHjkc1594j8U3niCfT4by3tMw3KOHgh2u3IGDzzXoR0gjNq7NjxdpiNHKoQAHIHH1rXh1vVdB0C4u5d+2CAt+9jzyBxz9az/ABF4msHDebFMik9Smcc+1b3inUktPDEdoGG+6cLt/wBkct/T864ErSZu9jF+FniC4FlqN9NawO7yLEGViM4GW/U10XiDxpZQW8jT280YUHLJhwP61teFLC0tfB1s09tCXmBmO5Bn5jkfpiuT8XaXpmoW5DQmN5Dt3QtsJHv2NVLXQS0OfsPEOiXT4XUYFb+7ISh/WtyJY5cGNldT0KkN/KuKk8BwuAINSlGe00SuP6VWbwJq9u262ktZMdDHI0R/wrqsQehSWcIRi0a8DPStjwN4fhvXTXGHDAiMegzXj18vi/SNOuHJ1JY0jJYiUSoAOvrxXvXw5ki/4RiCKJgVADr9GAb+tc9ZJtRfU0g2ouSOswF49BXC6Fp5Pj7U7xRuiGV3dsk5/rXeOodSD3GKo6RpUWk2YgQlzkkuep+tRKk+ay2IjJJMx/GkQk0qBsDKXCHPp2/rXhviL7RpF7bwxW6yLJcyZ3ZwMlSOR06n8q9y8c3q6do8VwyK4SdW2sMg45xXN3b6TrHiYT6fJHJG0Ku6qMbSeOn0FVCXs00yXrY1/BmrQf2citbGMkAAodwqO71TT9Z8eQ6V9oUvb43RMpHIG9vb+7XTWemWUNqjfZ4lIGSQuP5VynhTQbN/FF9rkbztJIHOGfKgu2ePwUVtBWiJ7neeYh4Drn61xWoWkdxqc0hXq2AfYcVqeItIlnsHeCdAyKSVkGAe/UdDXkyad4y0ti9u14y/9MbgSr/3y1VFc0tegXsjvG0mFuMH8eagl8PRuuBt/LFcgPGviLTmCX1tESOv2i2aIn8RxWra/EiOQD7Rpbn1NvMr/ocGtHBE3ZLdeELeQENCjfgDXW+E/DVvYWEZEYUc8Djua5+LxxoM5AeeW2Y9p4iuPxGRXe6JeWl3pkLWtzDMpXIMbg9zWNSmropSOS+J2hJqOh2aIzKUnPT3RhWi2kSzeHrIhy2baMEY6fKK2PEMYk09MjOJR/IirenAPpNsuBjylH6U2n0A8hm8SjRvDNxdxuPNKbIsH+NuB/j+FWfhpOtvptzqLMGkmbyUZhztXqfxY/pSX32Sz8J3s81vE5ERVA6BvmPA6+5q58MtIhk8MSyXCyNGZikC7zhVUc4+pzWFnY1JfEOtiK3mmLrkA965a2vomjDMduRnmug8X+H9PntHy86AfNw+ee3UeuK4VdDmRcQ3hGexX/ClS5k2ErHU213Gy8Op/GrhkWSPDAOp7MMiuQi0rUlHyNHJ/wACx/OrCrq8K/8AHo5A7owP9a3532IsjWuNB0a9yZtNtie7Km0/pitHwt4O0uOSQwPcQlmzgSbgOPeuaXWp7Y7biOSP/roh/nXU+FNejeR8ANhux9qzqyvGxUVqN+Kvh8WfhS1uVuTIItRgbDIAeSV6/jXOeaT8JNo6wXu5fau1+Kt4l18OblwCDFcW78+0q/415No3n6zJd6DNq1xa2ztI6JGgbc6oWA9hweT/AFq6exnJDvincNeatod3GDm7s1TIOAWHAP5Guqt76O002G1hOI4YwigEdAK8kudSvtVs9PhuJpJwi7YkbkKTgcV7hb6fa22lQWzW8LCKJUOUHYYqKq1Lhsed+ItbCvFEH5ZskEenf9aqR6tF5YOVYdPlNbHinTdOeRXFpGrscBlyPesBdGt3xjzB/wACzU0k7FSaNa21SLZzkGpvC9wrfE3cnSS1Q/kcVnw6ApTK3Lrj1XNXvA1iR8T/ACmk8wRWgJbGOpFOtf2buXRtzo+kbHi3Wk1O6FrYyzH+FSf0p1sMRKK5Tx7dO+nNZRyuhlBQlBlhnuK4YTahYFHmqHmutaiHZuRnvWR4T09NZ8ZWsUy7oId1xJ9FHH/jxFaMXgS4mA3a/IEPZ7cFgPzrl7TUJ9A1G9hsr1xc5aJpwcEhX6D0Br1PapxsjFx1udz4p8P2DxNtMq4/uvXO6jqUut+NrewdZFhUrCvUZUfM7c/lS+I7yVdBi1G11zUbhWufs3+kRqizkLlnixztUkKd3qPcC/qrDW/H1lp6rvWJo4enT+J/0rBwd7lJno1xq4FtsVsIAABjoK4HWNejbVVhEikKuTk4xXqN9Z2LQjdaQn/gAH8q8v17RdObUiY4TG5+ZirHnsOv0rOz51Yq+gq6pCNoOQfbmtOHUYGC4kAPvXMr4fjL5S4kX6gGri6FdxqDFdpj/aBrpvNdCNDpHeK5iaJyrRyKVYeoIwam+EWoPHZNpszZks3e0b/tm3yn/vkiuY/s3VouQYZPo2Kk+H889l471a2nQxtI0VxtJz95cE/pXPiG3C/Y1oq7ce576DkZpajibcg+lSHpXTTnzxUjnaszm/GFraX9hHa3TcFt4XOM461w9jpthoOqKbWUn7QOQzZxt9PzrI8U6tJf/EWTRr/Wr20tTcFIXimijWHgEli4xjGeOpOBWb4AF1c+LNatb5rlzZzCJUusb0ALD5gOAeBnHFTLWDKR6n4m8Qx6f4ZSNJNs10whU+i9WP5fzrS8HwiLw/DcNgNc/veOy9FH5AfnWT40stOXwuiy2sRmkdY43I+ZM8sQe3Ara8N27yeHLIzvIWaPIycYX+EflinFSJ0KviTVVgtvLzgSEDNY0d0hjGHH40eMPDSSGKeO8lRlPyoRkZPfj6Vzf9makiqEnSQD1PP60qUpK9xux2STh4wGww9DyKo3ug6LfZNxplszHqwj2t+YxWEkerQAE28jKO6HP8qmGr3cX+thnUerIa19oTYZdeAdIkU/ZpLu2PbbLuX8mrrPDvhZ9Ks4Al0koVAMtFtPf0PvWBD4hhdcOVyPfFdxol/Fd2EOzIO0damck2hpWMPx7Z6nP4cQaezLMlxG37uYoSOQev1pugz61B4R095zL56xbZN6hzkEjJx7YpvxRvbnT/Br3FpO8MguIhvU843V5/d6p4q0Dw5pc9zqt9FLch98JXAhxtKgnH3iGzj/AANDQjm/EviC9l0Szgbywj3ALYB5wCR3r1rwLIV8D6ZtAG6HccepJJoorN7Gi3M3xLIzW8oPTgfrXNwgFQTRRTo9QkXIgArY9Kmj5QcUUVuZ9SRgDGQeR6Hmp9CsLV7yQGBBkg5UY/lRRXPW+EuO5c+KOnwQ/C7VZULgqkTAbuM+YteFQ6ncaTrE95bbPNilfbvGR8ylTx9GNFFOjsEypYgQ67osaqCnnrwfYivYmu5Xt2zjp2oooqbhHY4/W2LyRZ/vMf5VXgAwOKKKKXwjluX4Puke1TfDoB/iTrTHqkcSj6YooqcR/DZpQ+NH0FB/qxXCeIJGfxEiMcgJkfXNFFebHoXT3kbOnKrRDcoPHcZrxXxnbwR+Jb7ZBEv+msOEA4IyRxRRXfDcxkZPiTWxrMMEUumWFuYFVInt1dSiL0QAsQBzk4HJ5qL4f65d3HjozyiN5CJnyVPXp60UVsyEe5T3ss1tlsD6CuJ1EltRbPZQKKKzh8aLew+IDHSr6geUtFFdJmTY4Fc7Ykx/FpQvAfT0J/Bziiiuev8Aw2bUfjR7xan9yn0qY9DRRU4b+EZz+Jny78Q/EEmk+ONYibT9Ov4ZbncY72DzArIPlIIII6nIzg9waf8ADTXr+fX9X1CeRZbm7dJJnZerEseAOn0oorSH8NA9z0bxlq9zdS6ZA+wIIpHwoPJ4HrXqtqix2kKKMKqKAPbFFFXHYg57xOSTEvbf/SsVEGM0UU6OzCRbjH7qpR93qaKK1JKV5Y2k6/vbaJjnrtwfzrc8OafBBZI0W9MEgANxgGiiuesloXE5/wCMzFPhzdsOomiI/wC+q8EsvEGqalpNvp95eTTwW7PKvmSMxLNjOSTzjbx6ZPrRRVwEz//Z", 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W9uGJjIXknGecHgZ6c16BrMhs0ZIoi8shWO2THymVjgZ9hyT9DWho/h+30XTY7eFmcqCXdurseST9Tk1xc9SSdjpk6cVc8Y8U77XUp/CFpcGLRVhaYWu98K3UDPXGf4entXH6fBcGTS2aRAJbSSIbcBgVO7ngHp65r07WLD7f4ph2wNJK8kqIvlbg3BJz+AzntiuSvNJ+w/YmCBJLW8aByVKsSfl2kdONx/SvUpJ+zVzglOLm+U838UwOshL8sDya6rwT4fmjiWQpyeTVDxjYyhWk8lsEZyBXtnhnRUjtY/k6gdK5Kkr2SNorqeY/ECO5Fvp+lxxsXmk8wgDPT5V/U/pXaLaDTNLhtAuFgiWMcegxUtvpsXiL4lKwAe3sznJGRiP/ABc12Gs2CeQ+AKbqNISjqfNXiyUTa2w/ur/M1jrGK9K1Lw3Dd6jPK0IbLHB2g9OO1Zsvg6E/c3IfYkfzrSlUtFXQpRuzivLFN8rvXWSeEJk5SVvxUH+VV4PCt/dajBZRFTJM2B1BA7mtfbRtdiUG9iTTbfzPBOrAr/yxkYfhz/SvSPhJbwXWpS/alVoXjWSLPaTAP6g/pXX+HfhrpdhpItbmMyCRNsgY8NnrmuO0zRZ7TXdU0SxlaPaVETqeUKnAP5Vz06qbbLlDoj1TVtJtNTsrnS7+AGCQbo5D/A3Yj0NfKPjWwnt/Fl7HKpZlfbv/AL4HRvxFfUWuapdafokVvdfNeSgosgGAxAz+Brwi8h/tJLa7ulBuP3iOcdSGreM01dGLjZ6nKeFNLe91uFSvyxnecj8v8+1e/Bo9E8O3N5gAW0DSD3IHH64rK+H3hJZALl0GXOenQdv8+9dR4/02BfDaWESHdcSjdjuq/Mf1C1nGbcmxtaHMfCzTGj8P3moyMTNeTld3qE6n8WLVg/E2di0VuGBDPk/Qf5Few6H4cj0vw1Y2CMyvDAA3ux5P6k15L460G9u9bURkFUU9QepPt9BVymuZJgloeaCI5pfKIrak0DUIv+WG7/cYGqslnPCP3kEif7yEV1qcX1M3Fmdg16l8O083TY1IQ5LDke5rzZl5xxXqvw3hB02Mjgkn/wBCNY4jZepUCl8TYZrLUfD93Io8tJSodT6MjfyzWr4ptXa0laMmRCD3BNM+MEGNE0x8k4mkGP8Atmf8K1tZ05Ro8UqMcmFG+vyiolqgW5xXgPVZ7W1iSa3jYgYIGUNbHjPxVaXuq6ToxinjLYLbQGG52Cjp7ZrpPDlnAyRh4kcY6MuaxLLRNK174oNci2G23kJBRiABGu0Hjj7xrkgbM9Ak1jSYLUQpcCNIlCKGUgADgc1wOszW+oajmGWOVVGPkYN1rp9f0OyETRRXE0bkZB3A4P07ivFtQ8HahLqE1xa3Fq+XyOWib26VcEnML2R25sIscoP5Uh0qFxyDz+NcOtr4x01P3ZvXQf8APORZx+R5p6eNNdsSFvIYTj/n4t2iJ/EcVu4om51kugQEkhV/LFaPhnw9Gt5IQgPT39a5K3+IiuMXGm597eYN+hrtfBni3Rru4kzJLCcjIliIxwe4zWNaC5SovUpfFvShZ6Zo8yrgi5kXp6xMf6VsR3UEkmhSOnyajAuCO7KOaj+MF1a3fhnS3gnjkK6iowrc8xuOlYYuceBfB+oZ5tL4oT6DNXT0RnJjdZnuLK8u3smlEdtLI0oQfdwo6/lXC/DzV9TbWdQ1CUhmEZyZI/4nbJ/lXW+Nrv8AsjWPFEYfH20wGEe8incR+ANX/h/GsHh2W5df+PmUlc/3V+UfyNTJ2bLjqilqvi+aCMLJbwyEjOFYqSPWuDTxhYT3TyXEFxEWYknaGH6V6D4ka0ubScTQROo+6GXoenH51wB8K6VINyJNEf8ApnIf65qaWrbHI04Nf0afbtv4kOekmVP6113wV1ERaXc2IYHEzMcHvuIJrz5vBUTrm31CQe0sYYf0rf8AhhHJovi6+0ySQPgK4KjAIYA9KnFK9O5rhrc9n1Povy1naByM7DuH1xVtuEP0qpZHdEDVtvu1nh/glJmNTSVj551Rdc0/Wmu4ftcckM0kkbBG+XcTk9OhrAm8Taw4ttOnuTJbPfJcSBhyX8wMST9a9U1XxNf2txIWnmba58vYVGBzgHjkc1594j8U3niCfT4by3tMw3KOHgh2u3IGDzzXoR0gjNq7NjxdpiNHKoQAHIHH1rXh1vVdB0C4u5d+2CAt+9jzyBxz9az/ABF4msHDebFMik9Smcc+1b3inUktPDEdoGG+6cLt/wBkct/T864ErSZu9jF+FniC4FlqN9NawO7yLEGViM4GW/U10XiDxpZQW8jT280YUHLJhwP61teFLC0tfB1s09tCXmBmO5Bn5jkfpiuT8XaXpmoW5DQmN5Dt3QtsJHv2NVLXQS0OfsPEOiXT4XUYFb+7ISh/WtyJY5cGNldT0KkN/KuKk8BwuAINSlGe00SuP6VWbwJq9u262ktZMdDHI0R/wrqsQehSWcIRi0a8DPStjwN4fhvXTXGHDAiMegzXj18vi/SNOuHJ1JY0jJYiUSoAOvrxXvXw5ki/4RiCKJgVADr9GAb+tc9ZJtRfU0g2ouSOswF49BXC6Fp5Pj7U7xRuiGV3dsk5/rXeOodSD3GKo6RpUWk2YgQlzkkuep+tRKk+ay2IjJJMx/GkQk0qBsDKXCHPp2/rXhviL7RpF7bwxW6yLJcyZ3ZwMlSOR06n8q9y8c3q6do8VwyK4SdW2sMg45xXN3b6TrHiYT6fJHJG0Ku6qMbSeOn0FVCXs00yXrY1/BmrQf2citbGMkAAodwqO71TT9Z8eQ6V9oUvb43RMpHIG9vb+7XTWemWUNqjfZ4lIGSQuP5VynhTQbN/FF9rkbztJIHOGfKgu2ePwUVtBWiJ7neeYh4Drn61xWoWkdxqc0hXq2AfYcVqeItIlnsHeCdAyKSVkGAe/UdDXkyad4y0ti9u14y/9MbgSr/3y1VFc0tegXsjvG0mFuMH8eagl8PRuuBt/LFcgPGviLTmCX1tESOv2i2aIn8RxWra/EiOQD7Rpbn1NvMr/ocGtHBE3ZLdeELeQENCjfgDXW+E/DVvYWEZEYUc8Djua5+LxxoM5AeeW2Y9p4iuPxGRXe6JeWl3pkLWtzDMpXIMbg9zWNSmropSOS+J2hJqOh2aIzKUnPT3RhWi2kSzeHrIhy2baMEY6fKK2PEMYk09MjOJR/IirenAPpNsuBjylH6U2n0A8hm8SjRvDNxdxuPNKbIsH+NuB/j+FWfhpOtvptzqLMGkmbyUZhztXqfxY/pSX32Sz8J3s81vE5ERVA6BvmPA6+5q58MtIhk8MSyXCyNGZikC7zhVUc4+pzWFnY1JfEOtiK3mmLrkA965a2vomjDMduRnmug8X+H9PntHy86AfNw+ee3UeuK4VdDmRcQ3hGexX/ClS5k2ErHU213Gy8Op/GrhkWSPDAOp7MMiuQi0rUlHyNHJ/wACx/OrCrq8K/8AHo5A7owP9a3532IsjWuNB0a9yZtNtie7Km0/pitHwt4O0uOSQwPcQlmzgSbgOPeuaXWp7Y7biOSP/roh/nXU+FNejeR8ANhux9qzqyvGxUVqN+Kvh8WfhS1uVuTIItRgbDIAeSV6/jXOeaT8JNo6wXu5fau1+Kt4l18OblwCDFcW78+0q/415No3n6zJd6DNq1xa2ztI6JGgbc6oWA9hweT/AFq6exnJDvincNeatod3GDm7s1TIOAWHAP5Guqt76O002G1hOI4YwigEdAK8kudSvtVs9PhuJpJwi7YkbkKTgcV7hb6fa22lQWzW8LCKJUOUHYYqKq1Lhsed+ItbCvFEH5ZskEenf9aqR6tF5YOVYdPlNbHinTdOeRXFpGrscBlyPesBdGt3xjzB/wACzU0k7FSaNa21SLZzkGpvC9wrfE3cnSS1Q/kcVnw6ApTK3Lrj1XNXvA1iR8T/ACmk8wRWgJbGOpFOtf2buXRtzo+kbHi3Wk1O6FrYyzH+FSf0p1sMRKK5Tx7dO+nNZRyuhlBQlBlhnuK4YTahYFHmqHmutaiHZuRnvWR4T09NZ8ZWsUy7oId1xJ9FHH/jxFaMXgS4mA3a/IEPZ7cFgPzrl7TUJ9A1G9hsr1xc5aJpwcEhX6D0Br1PapxsjFx1udz4p8P2DxNtMq4/uvXO6jqUut+NrewdZFhUrCvUZUfM7c/lS+I7yVdBi1G11zUbhWufs3+kRqizkLlnixztUkKd3qPcC/qrDW/H1lp6rvWJo4enT+J/0rBwd7lJno1xq4FtsVsIAABjoK4HWNejbVVhEikKuTk4xXqN9Z2LQjdaQn/gAH8q8v17RdObUiY4TG5+ZirHnsOv0rOz51Yq+gq6pCNoOQfbmtOHUYGC4kAPvXMr4fjL5S4kX6gGri6FdxqDFdpj/aBrpvNdCNDpHeK5iaJyrRyKVYeoIwam+EWoPHZNpszZks3e0b/tm3yn/vkiuY/s3VouQYZPo2Kk+H889l471a2nQxtI0VxtJz95cE/pXPiG3C/Y1oq7ce576DkZpajibcg+lSHpXTTnzxUjnaszm/GFraX9hHa3TcFt4XOM461w9jpthoOqKbWUn7QOQzZxt9PzrI8U6tJf/EWTRr/Wr20tTcFIXimijWHgEli4xjGeOpOBWb4AF1c+LNatb5rlzZzCJUusb0ALD5gOAeBnHFTLWDKR6n4m8Qx6f4ZSNJNs10whU+i9WP5fzrS8HwiLw/DcNgNc/veOy9FH5AfnWT40stOXwuiy2sRmkdY43I+ZM8sQe3Ara8N27yeHLIzvIWaPIycYX+EflinFSJ0KviTVVgtvLzgSEDNY0d0hjGHH40eMPDSSGKeO8lRlPyoRkZPfj6Vzf9makiqEnSQD1PP60qUpK9xux2STh4wGww9DyKo3ug6LfZNxplszHqwj2t+YxWEkerQAE28jKO6HP8qmGr3cX+thnUerIa19oTYZdeAdIkU/ZpLu2PbbLuX8mrrPDvhZ9Ks4Al0koVAMtFtPf0PvWBD4hhdcOVyPfFdxol/Fd2EOzIO0damck2hpWMPx7Z6nP4cQaezLMlxG37uYoSOQev1pugz61B4R095zL56xbZN6hzkEjJx7YpvxRvbnT/Br3FpO8MguIhvU843V5/d6p4q0Dw5pc9zqt9FLch98JXAhxtKgnH3iGzj/AANDQjm/EviC9l0Szgbywj3ALYB5wCR3r1rwLIV8D6ZtAG6HccepJJoorN7Gi3M3xLIzW8oPTgfrXNwgFQTRRTo9QkXIgArY9Kmj5QcUUVuZ9SRgDGQeR6Hmp9CsLV7yQGBBkg5UY/lRRXPW+EuO5c+KOnwQ/C7VZULgqkTAbuM+YteFQ6ncaTrE95bbPNilfbvGR8ylTx9GNFFOjsEypYgQ67osaqCnnrwfYivYmu5Xt2zjp2oooqbhHY4/W2LyRZ/vMf5VXgAwOKKKKXwjluX4Puke1TfDoB/iTrTHqkcSj6YooqcR/DZpQ+NH0FB/qxXCeIJGfxEiMcgJkfXNFFebHoXT3kbOnKrRDcoPHcZrxXxnbwR+Jb7ZBEv+msOEA4IyRxRRXfDcxkZPiTWxrMMEUumWFuYFVInt1dSiL0QAsQBzk4HJ5qL4f65d3HjozyiN5CJnyVPXp60UVsyEe5T3ss1tlsD6CuJ1EltRbPZQKKKzh8aLew+IDHSr6geUtFFdJmTY4Fc7Ykx/FpQvAfT0J/Bziiiuev8Aw2bUfjR7xan9yn0qY9DRRU4b+EZz+Jny78Q/EEmk+ONYibT9Ov4ZbncY72DzArIPlIIII6nIzg9waf8ADTXr+fX9X1CeRZbm7dJJnZerEseAOn0oorSH8NA9z0bxlq9zdS6ZA+wIIpHwoPJ4HrXqtqix2kKKMKqKAPbFFFXHYg57xOSTEvbf/SsVEGM0UU6OzCRbjH7qpR93qaKK1JKV5Y2k6/vbaJjnrtwfzrc8OafBBZI0W9MEgANxgGiiuesloXE5/wCMzFPhzdsOomiI/wC+q8EsvEGqalpNvp95eTTwW7PKvmSMxLNjOSTzjbx6ZPrRRVwEz//Z", 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", "info": {"video_id": "196992", "label": "holding remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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Fkcp694Vh8ywj3OwXaOnauf1GMWPxWiklYSxTRLl8cDMZUA+/FdZ4WhH2CMDjgCuf0a1PiCXULsgBoGQLn2ZhXPTd0XJGd4vt45LWTypFZSDkHgiqngnw/PHEshTk8mtq40K7mvI4riMmKbcgIP8AFg4r0Tw1oqRWyfJ2HSsqt1KyLivdueYfECO5Fvp+lxxsXmk8wgDPT5V/U/pXaLaDTNLhtAuFgiWMcegxUtvpsXiL4lKwAe3sznJGRiP/ABc12Gs2CeQ+AKHUaQlHU+avFkom1th/dX+ZrHWMV6VqXhuG71GeVoQ2WODtB6cdqzZfB0J+5uQ+xI/nWlKpaKuhSjdnFeWKb5Xeusk8ITJykrfioP8AKq8HhW/utRgsoipkmbA6ggdzWvto2uxKDexJptv5ngnVgV/5YyMPw5/pXpHwkt4LrUpftSq0LxrJFntJgH9Qf0rr/Dvw10uw0kWtzGZBIm2QMeGz1zXHaZos9pruqaJYytHtKiJ1PKFTgH8q56dVNtlyh0R6pq2k2mp2Vzpd/ADBIN0ch/gbsR6Gvm++0S4k8b6jHICXiYDfj747N+Ir6E1zVLrT9Eit7r5ryUFFkAwGIGfwNeW+HY21A/a7hAbg7kkbHUhjWkpKUG0ZpWlqcH41tZbPSra1By0z7yMfwqP8SK6Ww0e403QrODysFIQWH+0Rk/qTS6haL4h8fwWCrmC3YRtj0X5nP58V3uo2yGJ+Kzc2kaKKPn7xZ5n2xUZGGMnpXPqPWvTNa01bjVXOF+XA9Pf+tUT4fVusec/Q1VOT5dUJxOMsrOa/vIbS2j3zzMERfU/4V9A+Gfg74dstOgfWoRf3EmA7s7Kqk9gARx9ao/BTwrp11Zy67NGGujK8YBHEaqcYH9a9Q1mQ2aMkUReWQrHbJj5TKxwM+w5J+hrnrV25WXQ6KUIrfc8/8J+A9Hm8TeIZvs0cmkJOba3twxMZC8k4zzg8DPTmsjxTvtdSn8IWlwYtFWFpha73wrdQM9cZ/h6e1ez6P4ft9F02O3hZnKgl3bq7Hkk/U5NebaxYfb/FMO2BpJXklRF8rcG4JOfwGc9sVeG53V97sY16lPlsjzHT4LgyaWzSIBLaSRDbgMCp3c8A9PXNcx4pgdZCX5YHk16ReaT9h+xMECSWt40DkqVYk/LtI6cbj+lcj4ysZRG8nktgjOQK6qrUWjGGp2/w51aU3ztdWKbg23glW9+D9RXs2s+IrOw8OXF27PANojUlTwzfKOn1rK8K6RamJPMhSQAfxKDTvHOmWN3p9tYHfEGk83ETbT8owP1asqbu3IbNLwd9k/sCO7glRkuiXDjjIHyj+VWvEGyXTdnDb2A4596fp2jRWGi2mnxO6pbwrGCcE8Dqa848YeHtcGoRnT5g5UFiYbgxMc8DI6dqtq7SEjdGmRFPukfQ1G2iRPzgfitcUmp+M9JH76O8eNRj9/AJl/76XmrNr8R7yJtl1Y2sh77JGib8mrVwRN2b9x4YikyWVW/z71Bpngy2/tmJxAoIychR6H0oh+IWmOP9Js7yD/aCCRfzU10Hh7xJouoaigt9QhL4PyOdjdPQ1nUprlY1LU6u206G3jVVByPevO/B/h42njHWtsrBZVk647S5/rXp4IYZBBHqK5/TYxH4juSFAz5gz/wIGpUbJJDPMviHb3Ol+ItHlCIwYShtyEjgr3roNO8Vw6bpE13cWp2wQs5MbA9Bnoa3vGcCSX+mMwB4k/8AZawvF0Gnp4Ra3mt4i126xdMEjOT09hWLXv6mi2Kfwx1fT54NR1SYzLK7iLLxnr95v1I/Kug8Q6zp720ix3kJbbgKW2n8jUfhPwrptl4OtmCSQ+bunOHP8R46+2K4rxv4b+2xhbW8Ub2zsnTcB34I5x0okrtIE7E0VlHIudgI9cUv9nRMSNuPoa4OPwx4jsGBs5P/AAHuyv6Gpf7X8X6Yf38d0VHXzrUOPzWunlRNzs5NEgkHIH4iqc3h6JsfKPzrAg+Il4hC3FnaS467HaNvyNalv4806Z1FxaXUGSPmCiQfpUuCsFz1LQ9AQQL8gwCOwrzbwBEE1/XNLK5L+fsHukr161oWu6VcWy+XdoCezgr/ADrybwnMkHxfuFVgUfULuPI5HLk/1rKgrIc2dDPc2114cg1Bcq32oLu9GB6fpVdNb1XQdDuruXftghZ/3seeQOOfrWbLG3/CC+KLJSRJp+oidcdhvrf8U6klp4Zjtdw33bhdv+yPmb+n51VTdCg9LGJ8LPEFwLLUb6a1gd3kWIMrEZwMt+provEHjSygt5Gnt5owoOWTDgf1ra8KWFpa+DrZp7aEvMDMdyDPzHI/TFcn4u0vTNQtyGhMbyHbuhbYSPfsaylroWtDn7DxDol0+F1GBW/uyEof1rciWOXBjZXU9CpDfyripPAcLgCDUpRntNErj+lVm8CavbtutpLWTHQxyNEf8K6rEHoUlnCEYtGvAz0rY8DeH4b101xhwwIjHoM149fL4v0jTrhydSWNIyWIlEqADr68V718OZIv+EYgiiYFQA6/RgG/rXPWSbUX1NINqLkjrMBePQVwuhaeT4+1O8Ubohld3bJOf613jqHUg9xiqOkaVFpNmIEJc5JLnqfrUSpPmstiIySTMfxpEJNKgbAylwhz6dv615PLHeaQ1zJb+aqRSSyPs5GOvP616x45vV07R4rhkVwk6ttYZBxzivO/iFr2li1vJdMnjY3kUcYCDG1myDx/ug1cPdTixbtHn/w81fU21nUNQlIZhGcmSP8Aidsn+Vdfqvi+aCMLJbwyEjOFYqSPWrvw/jWDw7Lcuv8Ax8ykrn+6vyj+Rqv4ka0ubScTQROo+6GXoenH50pu+haPPk8YWE908lxBcRFmJJ2hh+lasGv6NPt238SHPSTKn9azD4V0qQbkSaI/9M5D/XNDeConXNvqEg9pYww/pXQlZWIZ6D8FdREWl3NiGBxMzHB77iCa9p8tZ2gcjOw7h9cV86fDCOTRfF19pkkgfAVwVGAQwB6V9F2R3RA15lRWrNdzqn/DjJFtuEP0r551Rdc0/Wmu4ftcckM0kkbBG+XcTk9Ohr6Gb7teXar4mv7W4kLTzNtc+XsKjA5wDxyOa9OHx28jjfwnlc3ibWHFtp09yZLZ75LiQMOS/mBiSfrXV+LtMRo5V2AAgjp9ax/Efim88QT6fDeW9pmG5Rw8EO125Aweea3vEfiawZX82KZFJzkpnHPtUYrVFUtGeg+EtQjaJCGBBHY5rOtdUXxL47aNHDW0DkAc/cj7/i1avhLT4BaruiU4HpWXolvb/wDCwrv+zohb243I6QgBSqDH6sc8VFNNITO9urhYYic849a4ebVEutRmctjDY59q67UNKju7dh5siHHBGDXl7+H7iyupUtr4uoY8uCCT3zTTkqgaWOqguR5nysPwNSzQ2l4hW5toZl7iSMN/OuRjsdVjYkBZD1+RhVlbrUrYYe1uAfZSa29p3RNi3c+DfD9ySwsfIY97d2T9OlR6T4Bt4tW822v5gApwkyh/14NNj8QNEwEylfZ1Ird0PXLd9QUeqnoc0pzTiwSOms7Ka0hCbo2x6ZWuC0621+1+JV2Wec2Urzlf3odQCARwenNelq4dNyng14neaxqDfFTUNO/tu5s082byVjUNkiMMF9hwTk+nvSSVtBnU+J765TU7JLtsbd+3K7fT864TXNabXvGFrpEcpEUTLB0yAzcufwXir3h/W77xFdE6hdyXSxAFPMwdu7rj8h+VQ6tDDe/EWws7KNYpIzHEzwjY2WO58kdfl4rJrUuL0PRrzVUS0SCIqkaKEVfQAcV5/qerpNqnkk5CLng5xmvRdU0bTzEQEdQQfuyH+teTav4ct49Ula3uZQzHc27B57enaslzc5btY1EvYdy4kGfQ1oxXAPCsPwNceNHvQ+VulfsN2RVlLLVoSCIVf/dcV080lujOyOjuLa0u8i5tYJgf+ekYNZj+D9CnuIyLTyDuBJhcr3/Kqf2rU7b5pbWdQO4G4VPb+Ik82MOQG3DgjB60nPQEtT0vSvCsC2wMN5MPZwGFeT6fAdJ+LF1FuDGPWJDuxjhgp6fjXsOh6wjwgFD+BzXh3ji6msviDrs1rK0cgvonVl6jdEv+FZ0WhzR1Ymz4g8Zaaw3LdQswHvXLahqUut+NLaxdZFhUrCvUZX7ztz+VV9aka0I17T9b1GWa4uTau9xGqC5wgZ3ixztU4U7h1I9wNjVWGt+PrLT1XesLRw9On8T/AKVpUV7EwPRrjVwLbYrYQAADHQVwOsa9G2qrCJFIVcnJxivUb6zsWhG60hP/AAAD+VeX69ounNqRMcJjc/MxVjz2HX6VzWfOrGt9BV1SEbQcg+3NacOowMFxIAfeuZXw/GXylxIv1ANXF0K7jUGK7TH+0DXTea6EaHSO8VzE0TlWjkUqw9QRg1N8ItQeOybTZmzJZu9o3/bNvlP/AHyRXMf2bq0XIMMn0bFSfD+eey8d6tbToY2kaK42k5+8uCf0rnxDbhfsa0VduPc99ByM0tRxNuQfSpD0rppz54qRztWZzfjC1tL+wjtbpuC28LnGcda8B+Jej22kXelCwkkf7U0ikF8gN8oH8zXX+KdWkv8A4iyaNf61e2lqbgpC8U0Uaw8AksXGMYzx1JwK8m1ya/l1260+6e6dre4aJIrnG9TnaNwHG7pnHFC1iyl0PVbe+jtNNhtYTiOGMIoBHQCuQ8Ra2FeKIPyzZII9O/616Jb6fa22lQWzW8LCKJUOUHYYriPFOm6c8iuLSNXY4DLke9czT5kaJ6GPHq0Xlg5Vh0+U1fttUi2c5BrJXRrd8Y8wf8CzVyHQFKZW5dceq5ro94nQ0PC9wrfE3cnSS1Q/kcV9H2PFutfN3gaxI+J/lNJ5gitAS2MdSK+krYYiUVwV3arc2k/3KQ3U7oWtjLMf4VJ/SvDNa1EOzcjPevSvHt076c1lHK6GUFCUGWGe4ry+LwJcTAbtfkCHs9uCwH510YequeTZnKFoIzvCenprPjK1imXdBDuuJPoo4/8AHiK6HxV4fsJIW2mVMZ+69cPaahPoGo3sNleuLjLRPODgkK/QDsO9a/iuPxFpGhade31/dmW8MnmRMmBDgKUBOPvENnHb862qe/sZrQ9Q8N6/drZOwWLKoSPlPYfWj4XyNcy3txJzIYkJP1JJ/lRRTgSz0O4OIGxXBEb55Se7n+dFFVH+IJ7E8QAdcVZH36KK2JCWNJBtkRXHowzVOz0qybVomWBY2LEZTjiiis6qXKyo7ncQRCGLYrMQP7xzXzB481S50n4v6jeW2zzYZmK71yPmjCnj6MaKKzp7DZY8J6hNp8pEIUh1UHcM9M1p/D7UJtQ+I8s9wFMhad8gdD0H6UUU5fEOJ7Bqsz+RnivOb47tTkJ9h+lFFZQ+Mt7DkUVa/wCWi0UV1GTJlHPp9Kr3UEUp/eRI+P7yg0UVEh9TuNC0y1eIEIU4/hYivDfibEtt4+11EJIElofmP/TOiiuejuaS2MzVvER11rdZtL0+3eBFjikt0dSqLnCAFyoHOTgcnmnfD/Xbu48dGeURvIRNJkqevT1ooreexnE9ynvZZrbLYH0FcTqJLai2eygUUVjD40aPYfEBjpV9QPKWiiukzJscCudsSY/i0oXgPp6E/g5xRRXPX/hs2o/Gj3i1P7lPpUx6Giipw38Izn8TPl34h+IJNJ8caxE2n6dfwy3O4x3sHmBWQfKQQQR1ORnB7g1xum6ldan4ztr29cTXF1eLLKxGNzE56DoPaiitKf8ADQdT2xruV7ds46dq4/W2LyRZ/vMf5UUVH2kX0K8AGBxV+D7pHtRRXQZk3w6Af4k60x6pHEo+mK+goP8AViiivLxH8U6JfwkcJ4gkZ/ESIxyAmR9c1s6cqtENyg8dxmiiqo7FVeh4r4yt4I/Et9sgiU/bWGVQDgjNYOs6tfahpsWnXV1NLb27tKgeVmJZsZzk8428emT60UV2R2OZ7n//2Q==", 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", "info": {"video_id": "196992", "label": "holding remote", "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": "d1f597e2670552f820c7cacfc2cd722a11f5fb6f412507ff79bc34d489a55575"} +{"episode": 52146, "episode_seed": 2374575050, "split": "train", "timestamp": "2025-10-13T03:24:53.931548", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2374575050, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chapstick into makeup box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "131799", "label": "putting chapstick into makeup 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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", 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", 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", "info": {"video_id": "131799", "label": "putting chapstick into makeup 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": "002ff3a743b303a90e7be5c8dd65ca0049e205ac7f95dd3724e93d525500ac49"} +{"episode": 52147, "episode_seed": 1109905062, "split": "train", "timestamp": "2025-10-13T03:24:55.824818", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1109905062, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pair of glasses onto a metallic box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "109965", "label": "putting a pair of glasses onto a metallic box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "109965", "label": "putting a pair of glasses onto a metallic box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3e04975ea6b88673be6a0738c6b629f9848b1597a7bc4089fc9d2e05c7274ce0"} +{"episode": 52148, "episode_seed": 3085962641, "split": "train", "timestamp": "2025-10-13T03:24:59.570441", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3085962641, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spoon with a bottle on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "110166", "label": "lifting a spoon with a bottle on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "110166", "label": "lifting a spoon with a bottle on it", "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": "8e7405ea2d55e16da9209f66dce99183a696ed1ca490d810d2c3d62e277bb2e7"} +{"episode": 52149, "episode_seed": 2776033385, "split": "train", "timestamp": "2025-10-13T03:25:01.528235", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2776033385, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 comb on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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worvbeVXtwwYED0NXGrNq9zWtOala5j2XhLTbS4WeQPPKhG15ju2gdKnhlMeomGTJIARR+pb8gPzrRMkqQO6DMi8465HpWdDtutQN+G3LNGoQH+Ed/wDCpcnJ6nO22tRb5Ve3lOCCuG/KqVzKIrQqAGkccKKtTXKvdvb9CQV/MVipMSMggzODgt/Ao4zVI556HgWtWT6XrVzBJgNHKVYDp1r31bswxMqJI0kqKqrnG098mvDviFLax+KrhbSTzCoTziDn953/AKV7jrk81hDbfYLU3Usgy4MZbYoPYDrnP4VEVa51Sd0ri2x2bIrorPIDnzWOcE+3pV6G7MVykUYG+WZeehJ/zmsmxZJHa9KANO4f5mwMgYA56d+PatfRbfztQmu5cukB2rjoXx1+gBx+NNhexZ1fWI9LvjGYZJJZlBjWNSc49hVM6zrzR749HvAhPykRj+pzXSkgTROwHORx1qYsNmVzz0q04roCkuxjaZNqSxBtTTyjJKCikgkLjkHHAq7ONt2rggblKn2x/wDWNFw6yTojtwmHCEfxc8+4qhqFzvWXoyxuu3HQ5zxmpvdkz11PEfH+jQ6D4gnnt2c2l0fNTec4J67fbNeb3tyZHIBNerfFy+hntLdEUPJDLiSb3I+6PbivHsF3AHUmsXC0jp55ciTC7lVEWOMDGOT6mvUvgfAbn+3RtJI8gAD3315MYWeOSUHIBxj1r2L4ATtA+vMozjyOo/362RzTeh6WLeOxSZ2aMyquWG7LHjpjtUUE0i2Mlwy+V+6Dsp6jPQfXFQy6JIl210k7vJM2ZFwMYPv7VZmt3uILizXcHaIncR8qnHAP6U1vqEdWOsr0m+VgpcqGO0Dk/wCRk1rpqqzTb45g4IwSD39K4jTru403w9eandt++ldokXdkBB1x9T/KmeF9Bur2EmW/WF2CuREpO3d0ySfSmnFytc6pUoJXZ6At+5T7xqK41B/IceZ27+1Ysnh3X7SPdY38Nwv9yX5TWdc2/i3YEaytkUsP3nmLwfzq+RdGZqnF7M6vSb43ts6Oc+XhefQiqt2yXGmzWTHaroUlY9h0x9az9KsrzSrKQ3t0kt1NKrbU6KMYApdXv49Pku5XIO1jsT1c1DtexzVIvmtE+dtbVtPv7izKlTG5VgwwRisEkySqhP3jWz4nvH1DxLfzMyu7THJTpmshQI72ME/w/rWKVmdE30Z9HaRo0TWyxCO2ldl+cBQwx6ZrprCARWK2wQIkTEBMk4+mawtW0+C11C0W0V4p5ycSRnBXHpW1oc88umCa+AW4K5kAGPm6dK2mkjSe10UNenEVk6RgKiDpXnGiaT+6866c/aL2Yu/bEWTgf59a6jxVf7YZEzyQa8/8beIbizvodOtHVAtsEkcD5gDxgenHeufqXCXKrmP411qLWdf22x/0KyTyIAOjYPzN+J/QCuamZ7d1lJ6/wjtUbvltq8Ut35vlI0n9/INaJ9TnnK7LkOoT4Rt525GSegGcVe1OYNA0E0FzAxG/zJAApA9PUVgxr5oaEHAPTParZkufs/2e4V5IBztzkD346VUpz2uaU5txtckuLR7WBomf52KcqfUZPP0NZ5f7MHAYs5PBPWtO61EX95vWJY0HOwcKDgDj8BWfNAGZnJPsccfSiLsRUd2dX8P9RW1+3faY3mXKMvBbB+avSfDyDWfEqagsPl21qpKjH8WMAfhzXnHw8sru9/tGK2XaCYhJNux5Y+avc9KtEhs4re2XZbRjBcjBkPc//XqdW7mMpWVi8/lKU2LuZm+8x71T1if7LpM+D0RmNacqxRQrx9wcVy/ia7C6VcKT94Bf1qKrNsMupk+G7iVZjK7gb4dq+wJya9D0i4ElooDjauQD615To87+TJLghQNox+teg+HJN+nJl+B0z1p09hV3eeh0Nw0iWMzQgn5d2B37mq0dzGFaRE2Rjkge5NWpG2omOR0OD1zXOySiO2a3jd2EuwrnjjIBH6GnsyF7yJkcT6wXRiFyzZ9fp7cVzXibWU0KzvJmY+Y24Jz0Wry3y21409sjSljLjnrgHGBXnfxTN1FolmwjwryfvWHO30H0zn8qq9ieVc130PO7maS7vJZ5OZJ5NzAdBzX1aux1Xy0cggAjp/kV8l2p+6znk4/LNfVMOprtUujFFHDgdT9KaHV6XG3ulmaWOJDAImOQhXLL2JA6fia3YEtNOtBGzJHGg+6G6eufU1StruzQNMRIWbqzfeb/AD7UxppczzNbhYSAd2MnGfT1xnn6UPQmL5tDRkuROYfKO5Q5BI4xx3q3JKkRHm5Vc4z2H1rHs0S3lMyowWUhmVj90/5xVi7vEuYmWMBgGAwOpYc1Jpa7E1CThpkOdoIBHXB4/rXONqERmuUY7TEgfb0BJ4AJ9cE/lWpeX0dlEoCq96RtyOQvsfU1xGvanDp2lXdzKwDO2cf3j0/+t+JpoXNryrc8r+IN5I/iBbAOTBAiyA5yHZhnd+RA/OufhiESF3B3MMY9KW5lbUtTknmPzSHLkfyFTysNgA9OKlmsndmZbyILQoxAOTxXrfwH3xjXwihi3kcH/gdePKjCYoo5zgZr134Ms9g+smTPzeTtx3+/Vrcwm/dPZ4VZiwJGMYxUM+nrJatBDOyq5+ZgeaIr2Bk2yZj3csB1P41JpxG5oy2QhIzRIVB63OZ8VWCz29rZwKqQq3I7BQCa2vDtotvo1uVG55ZN8ntxgfkAPzrC8QXhGqRxn7pVgfxGK6HTo1tmwrOY3wQD24rKO501Ze5Y6KR1RQX+6B2qreCOVNqkFSoz+dJcTL5ZAyCUYfTiqVsomjZQ5RUb72f51rc50tLmHqd8sSu8m3KHBz2IGB+oNcz4+llt9DuJ4nZ7hYzLuzwN2MH8M10GryW93dRrGg8tX3HPRj6n8a8t+IfiVjdXGmW0u5ipWZlPHYlaOgRmnPTocBbQeXHvk+8apXa4uAfUVbjnLoFZRzUV0hZTJjhTxUrcu11c9+m1+4OuSify/wDR5T5Bxn5ccj2rqreST+zBNO3zum5u3JFedW5Op62yREFZJuD6jPWuw1/Ult4DDGflUYq6jNp6WRx3iG6866MQy2Tg4+tebeNn2+Krrn+FNv02iu5t5PtN67sc5BxXnXiWcXfiK5kOCFCxj/gKgVjHUJu0TMjGXGema0LyKR4wJOQVyMVWt4vk3EdfWrsjbolJbpxj3rQ5rmbFPGXg+UrJGpV89D6VZu2ZZGKk/N82frTGtozPuzjd1Pt3pkztIdxPHQD0HagadiCPhs4yQeK0BKs6+Vjaegz3qooYNleGzmtbwxpFvr3iH+z7q9ktQ8UjxmOPcWdULBfboST7UDTO2+EdiZLjVvM5CeV8nZj82Ca9XuNQktYAVhZlHB9hXl/wWlLDWmlbOBARn3313uv6hHGViGTvUhwGOAvcmm9EZPWdjQe7nkwsmNpG7I7+lcp4unPkqg6EEmtuK7822icLsXywFU9QAOM+9cxrsgml2nnJx+dc03dndSXLEv2NqINHihKnPlK7MPU84rTsJHh0tZlk2tbSE8nqMYx+oqzeQRxKFUZDDb9McVnRXERsb6FkaRO6r1Y5HA/OtbWRy813c6q31USWfny/KkYIJ/vY4J/nVLUSb0QS2r79287x1UY4/lUWl3DSzTASeZhiXkH3EHQKPU1LqF7HaRm0tAACNz46CmtQlJQbMG02tqZvHm2Jbjcq9Nz7QD+fP61wXxE8Tafd2tzp0au0kjBkXtF8wJ/l+ta3iPxnaaLbzRW6x3F9JgKOCsZOfmb6f3fzrx67lkluDM7szscszdSe9VsRCTk+Zm2A/wDYwgWIZ3bt+Bk9OPXFe/3XjAacpMlmFhYfuQ+EZ8AZOD0GeM/lmvC9d0nT7bw7a6ppmqX84N19kH2mERJcELud4gDnapwp3D+Ie4HohivtZ8QXdzCqTRwlYI0J6KoALAHr3+lCv1NnFVJJI6eHx/aPbLPdaXMjB/LYLkhT9K6m21mDUIxEiGFXh3t5nUdhx9a5b+xbc25jZCj7RulhPzA9iR0P41Itprsc1u1rNZiCPaJLksBuUcZdDjseRnrUy5kzT2MYxb6nWNfwWtvNPezR2yRuMsx6gc/riuIlvNRv5ENm00NlI5G2MEM2Dyx9Pp6U66sdPiMMtxrT6hcM+NgG2EDvgDpgfWubvbm/1G7U2sX2W03Om2NipRTwSPUnB/Opd27GlG0U7K7/AANS51ye9YQWEaB2+QtjiLnn6sR+XNeZ+Mte+26gLSGbfbWx27h0d+hYew6D8fWuw8R3qeH/AA45hAiuLn9zAB1QEfM31x39TXldyEFvuH8IzmrtYznGNPRbjXyq4UbcHIbvUiXGVOSWxxj0qpHIXU5HTHFXtLMEUjPcRQyrvI2THA6UOy3IhqypMFR1njOQOG9Qa9h+EN3apBq9xMVwgiPPb72a858N6fpereLV0/U7qW1t7htqTRTRRpGepLF+MYzwOScDvXa/DrTYrDU/FFrdxzR21pKqOlzgSKFL8MFJGcDnBx6U0Z1bWZ7HHe6dOiyZQKehPSpLdo42mmDgp1yOleYSX8+uSLIr+THn9zCnG1e1dPNO+keFooXf95tLMSe9KctApUpRd2Y+t3y3GvqVbKxnJFekxsksLyIMkgYUdef/ANdfPY1mU6jJLySxxj68V62fFMGnwNb2g824IGPTdjHJ9sVnBm1Vc1ki/f61Dp1zcfapiFdyse3kgD/P61WuNbjnsI1jAhR+x6855Nc5ckbJJ9WZlmuJVZfoeOB2HNQOYpJpnDt9kADEt/dUVcbtlVKcXaMXqUfFPiZtL0t3tztnlBW3z1A7ua8dNyZyWLbmPJY9Sa2vEWpvqt5d3BzswRGP7qjpXOxqECMoOCuOfWqOdqMdIj4hvvETdgdSfSr19AdPmWMzJMrrnK9P84rO3lJnZBghRgetdL4l8KahoXh3Rr+/81bi+aTzIDGQLfAQoGP95lbOO3A6g4RalZHpngRQ9xNOw+dE+X2/zmpPEMz5fmiiiruaT+I5mGRoondcBgGIrzUEyzu7nLM5JNFFTAmpsi+qgIgxSKNy8+9FFaGBG3Lj/db+RpIIEcnIOMZI9cDNFFIZGrtKskjsSyKCp9OcY+nNR2GrXOiasmoWmzz4twXzF3D5lKnj6MaKKBndfDG4kgttTMbYJ8pc/wDfVek2ttELSR2BkYjJLnOTmiihmUvjCVyqDFc1csX1S2VuQZ0B/wC+hRRXKtz0X8J3OtnYtwB/CQR7ZFcdY3kywEq2DLIFYj0J5oorae5y0lodNoyqvh9rgKN65CjsOcVyfjm/udO0CR7WQxySuUZx1Azjj0ooq4fCZ1n+9a8zxlpG+yxD15z+NOmP7joD81FFNlI2tc8Vv4isrdZ9I0y2e1VI4ZLVJFKRrnCAFyoXkk4HJ5r2vRdOt0s48BtzwrMWzzvYZJooprc3o7s2PDcxku71HVWYEAuR8zD39avXA8mSTyjsyCOKKKo3ZxHiDX7rSLSS4tYbUPjPMQwTUdpdPcabDcsqLJJGHO0cZPpRRU9SkeceNrya58QvFK+UgjRI17AFQT+ZNczN/qJB22/1oopM46vxMZzvRsnLDJNWdOto7yG6jlBOxWdWB5BFFFKRMCXRNcOl/aY203Tb6GRVk8u9t/MCsgO0gggjqcjOD3BrrfCupXep2Hiq/u5jJc3fktK/TJdjngdOOPYUUVSIe33fmej6NpdrC0UqId2wHrTPGEjC3jQH5dtFFZ1djse55x4dgju/F2m28wzHJdIGHrzn+ley67BBY6Qy28MacjnHPJwf5miiphsYz3OLvZG1DVpzcHd5cuxR2AHT+dQeKJntfDUvknb5riNj/s0UVtHZmkVanp2PNr2JRC+PT+lYYP7mKiikjlFm/dhJFJDZ61o3/iTVtU0600y9vZp7a3keZRJIzEs+Ackk5xt49Mn1oooL6H//2Q==", 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", "info": {"video_id": "122628", "label": "putting a comb on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "122628", "label": "putting a comb on a surface", "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": "38aac1cfaf1ad25f5f3d4a13d605ca0fae1f6ad28d8bfd9f05778be01f031473"} +{"episode": 52150, "episode_seed": 17190689, "split": "train", "timestamp": "2025-10-13T03:25:02.641579", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 17190689, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 something'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17684", "label": "opening something", "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": "17684", "label": "opening something", "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": "18c27409f1967d5fb1cc459d7314a0a618810070dfcee7c3862402472ce2a4e4"} +{"episode": 52151, "episode_seed": 2866407438, "split": "train", "timestamp": "2025-10-13T03:25:04.173758", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2866407438, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tape dispenser onto a placemat'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "10205", "label": "putting a tape dispenser onto a placemat", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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KxlVqczsti0gUJtz93rVbUW/0c+vTmnA9SzD61X1ByYTl/p8tDRnc5KQkSHk9agD5IBzUs6tvY9B9agHDZ5Pvmk0K5JuwwGeKkDDPXioPvH3x3qlrMs1vp7SRSFG3KMrxSSuS2aqOFPTPNemahemHEaY3kc57cV49qkMVroUGpadrGoTK119mzcxLGs5CBmeLHO1ThTu9R7gd9fXrM28tyetbU6dtZDh7zsVPtsmZFm2g54461nz3BZjtTBpZZySTVFpyc465rOpJydjvi1FF+2t5r648lGxnl3/uj/Gupt7dLa2EMYCoB/k1maPbG2tVJUh2+Zj15rW3MAeAc+9NKxyTqObOZ1g/6T6CsqRgDz0xzWnrBPncdR6Vkvk5z27YquhkxScAsG5pwJwDnmo26Y5pwVgOBUNDuPJUMK63wbJkX2B02f1rz7SfJv8AxcdM1DUbq1gkk2JJFLFGsfcljJxjGeByTgV1ngFriDVPEVncvcf6NKsYS4AEigFx82OM8DOOKORrUnm6HbysQ/TjvUZbsDzTZHGS2aRXGzORmmMVnK7VyOaeCRgGotycHuOeacZlYAdKBlHVXxbMTwK5V3zHnJwO1dHq8gNu2cYxXJtIAhGevFNAxzOMdM0okBOBmqqsfmOTSq5VyelAmWSSVPPFKGxHtyOnUVi63eS2+ms8EjI+9RuX0qLXNK1vQdD0u+u7u6Wa9MnmQlMCDAUoGOPvENnHb6g0ctyGxqxr5Ek3VySSTRpUzrcKQx60UU4bMzikoR9DpTeT7M+Y3XHWnfaJsZ8xufeiik0rmibHC5nIH71qxtUmmyT5z/pRRRYZlGWTrvJ+oFNMsmSN5/IUUU7CQfaJlBxIfyFYQ1i70rX2v7Yp58TNt3rkfMpU8fRjRRTiSzT8IOwF0ueBsH862ruVzMFzxmiipX8Q7E7Yc2tNuZY4MK2MnHSrou5iB8/6UUVclqcq2Hi6nx/rDVS9up/JI804FFFIo5uSWRmOXPX0FQu7j+M/kKKKbQhnmSf3z+QqlrMjnTWy5PzrxRRUpaksr6z4nfXobeGXS9OtjAqRxvapIpWNeiAFyoXnJwOTzXod87ZQZONo4ooq5fCzbD7mVKxIY0yxAa6XPbmiiueHxHTU+BnYxSMEUe1K8zLkgL+VFFaM5DmNTunEpACjnFY73L+g5HvRRWnQTIhdSE9vypwuZSMbv0oopWJZhtrsml6heI9hp99FNIHaO9g3gMo4IIII6nIzg9wa7f4a6jc6jqOt3l3J5lxdPHLK5GMsd35fSiiiXwiW56A4zkEnHNQlBkDmiisjRDCo9KeoAUcZ+tFFCGjJ1Y4iIAGDXMzoEwQT1ooq0JkBJGeTSp94g+tFFDJZmeIjjSnx/wA9Frn77xDql/pcOnXV5NNb28jSJ5kjMSXxnJJ5xt49Mn1ooprYl7n/2Q==", 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"info": {"video_id": "10205", "label": "putting a tape dispenser onto a placemat", "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": "1f9f71ec557983f454a3f25601ffa988ac9f64e39d9508dc0938e2cc3e2f5c1a"} +{"episode": 52152, "episode_seed": 143979960, "split": "train", "timestamp": "2025-10-13T03:25:06.037656", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 143979960, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of peeler without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "20370", "label": "lifting up one end of peeler without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "20370", "label": "lifting up one end of peeler without letting it drop 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": "6e43c73ce4ace6a2225e24e2efbfccb48b11d810b05ccf27c51373aae034b73f"} +{"episode": 52153, "episode_seed": 3313775526, "split": "train", "timestamp": "2025-10-13T03:25:08.104480", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3313775526, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wheel over cd'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "50522", "label": "holding wheel over cd", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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tviRqLxDPmJEzqO58sYP6VO524WSpz8jhLwBJo2HVuuPqMVCXfLndJtB9dwqS4mWUqdoyM/K68j6VLD8lzIgAA57EHFQdztKWh0/gvUDa2Wquu1XzEVK9z81NuvFhjupJS2A6EdfetHwPpVpqQvvPDYjMR+VsbvvdfauvOn6Dp7IY9OsQ68qxiUkH6msJbmU3ySaOI0u21/WYt1vC1vbMSxmnyqkew6n8K7TRNM0zS4MsiSXKrl5yPnJ749Kqav4mEK44+ua46TxCYDLIZSxkJJOeg9KFvoQ5XWp3lpr8Wq+PfDkMXLQ3ZPH8OUYGvTdT1q1tLtYnjmfHDvGAQn17n8K+ffhfK+ofE/SXAJRTK+PojHP8q7jxfrt7aa9p8FqxETgGTCbt5J5BPbGc11wTPPrNN2R6laWa3M/2rcGibBQg8MO1eZfG7RUE2ka1Gihstayt6jBZP/Zh+Nd/4EuJLnw0jSEnbM6jI7Zz/Wsj4w2oufh9cE4DRTxSIfQ7sf1ok7seHSptSR87XMQkidSOMZ/Gs1ZX8sFWYEuc4X6dRV17pSu18KxHccZqlhFiB2qNrYwWOOR61nax685KVmhVkG8fKrnPXGD7cV6Zpnw6sxEn9pTyTt12xcKOPXrXAmNJUBcAEgYIxx+Ne3z3nkxYUgcVEnYyqpwsUbbQdG0wFhaIWHPzDcfzNUNT1iEbERxEiHJA449Ky9Z177MGYS5Y9q5iCG71lzPLL5FtnHmt/F7KO9Z3uRq9zU8Q+IDqFsLaAeZcSoQi54X3Ncpp8sFvEBdmJZQ+WIBYDjB+70bH4VajkGm68t7BFJPbW/7uZ2BIIbj5j0GecVeuNJspLgS2r4RpfMYcHdkdMdq3grI467bZr/D28a3120ZIzDA1ykABOdyP8pye/UflX0Rc6Rb3mjXOmzqGiuImifIzwRivnvwjZRReIdI0+BixkvY3wTkgK24/oK+le1aNmMIq/M9z5BltXs3ktZAPMgdomx6qSD/Ksy4UR3iAcbiGOBnnkfhXVePFWy8e66qLmNrpn2jqGOCf51ykkkc1wjgKeQOchhzUNansRqKdNdyLzW2guzFc9HAIx9a6Pwp4dl8SyzoJEt4YAPMP3s7vQfh61iWmP3kYCgDg+v4g133w8KQ/2oyHbuEWR7jdUN2FJNQ5kdPp+g6P4eVXt7cNIuf30h3Nn27D8Kpax4mhtwQH/WqHiPUzbo25+o4965zR9Ik1x3vr1njsEPXODIfQf1NZXbM0m9WX5/GMcVu21Wldjnk1hXetAh5wwE0pO4Dov0qxrdtbXuo2+laPbxRvIcOUXoB3J9Kv2HgqyXxxp2m3U0t3ZTxu7BcKdyqTg/7PH5VpT3Ma60N74XaXHFqKa/qsEgVlK2bkDameDIR19gfqa93tbRY2Mjcsa8U1bWr2LxtNYwErp0MGxYo1HlhQvB+ueK9l8PzSXHh+wllyXaBSc/Suh6I4lFOV2eHfF7R00/xx9tjVVXULYSHAxl1O1v02n8a83vVHkmT+JCCvqK9q+PES/Y9EuFwJUllUZ7jCkj9K8SubhHRo2Xbz/GvBFQ11PVoVF7JxZWDsBGFMgGwZC4/lQsuMhgDwQWAww9aevyvCwUAnjkHHB7GrU6K8ZB4fqG9KhmkYOS0PTdSmkRSVG4d17/hXA61qzNJ5at0OBjvW/qesYDc/hXCXErT6i1w6kpnGfesEtTnQ+8WS3dRJ94xpLj/ZavqnwtrlveeFNLmjkQxmzjG08YIUAj9DXybe3jXV75jEk/cOe4r1z4YatBc+GJbWaQZsX25LfwNkj9d1dtJR2ZxYyc4wUoK+ozxL8Mkn8RSt4ZnjjhkPmNby/cRjyQhHb2PT1rrPhl4Ck025bVdQw0yEonuR/Suj0QQNC1wMYI+XFdDoixRWjRRn+MsR9aiVam5csWclBV3K9RaGp2r5r+KdxFdePNT3RFlRkj3p1BVAMfzr6MvLqKxtJrudgsMMbSOx7KBk18m6vfPqmo3GoOrmS5leYnuMvnb+GaqJ6FPcx2WLlRcOoA43fT/69MaYpcbgflyMjPGD3FTXFtIiEgq4Azhl5qqEBOzlu3y/3D2/A1DO27R3Pgqdo4tRxnny+n/AqsatqKIpfdkHofesbwZcCC3v/MLZ/d4B7dareJLxGU+WcOTzjofr7+9c8l7xFR802ylc3s16ZHL4RFJJJrpfAWlWviPSfFOkzGBb2SzU2ssuPldXyME9ATtB9q4QT7bUoc4kO0n3xWx4MvRF4ktBJKyJc/6NKQOeehH44rooxV1c5q8pKnJx3Ox+H+j6r4X1aW81CyktbgxmGASY6swDMPUADGfevQNZ8M6je6mslmqvbzsWTLAGPPVT9PbtVbS7iPU9fgsY48rbwYVn5bAbua9Hjtx9utiCQIQcD1yK6J2i7HjU606kuZbO39fqS6Hpi6RpMFmDkoMsfUnrXL/FqZI/AVyki7hLNEu31w27/wBlrua8i+NerKE07SEkO7D3Uir1wBtX/wBm/Kslqz1YrZHiM6RZLRzso7q4yBzVd1MURHmAhiOVHT6j0q3LG8pcqwbB6OO3BrPePYzB0CDgOB3U9/zpS3O2LdixDKZEG4YYHaR9K9X1SZDFgsRx1HUV49kpIDvKknDHHHB6/wAq7PWtWJJUN2rCaHUlzJXMqfN7rQgfLx7uQv8AF7e1aklza3OkXaM4DqSkQQ4CgDoKz7W8trTQp7gKpvpWIEn8SL0wP1rn7hmgAMbExkYY56E1KQr2R9M6Na+F9S8B2+kra26Wd9aoZkRdhZyoJbP94HkH1FeNah8PPEdrqs9rpX/EytYnOyVWCtgf3lJ6/StfwZ4jU+CPswdTdWjmJST/AAn5lP8AMfhXaeGtZkTTmluMb3Y/MBzyK7KqUafPFXPDVapKs6bsmn16kXwq8B3en3n9uaqpWcArCh7Z4Jr17tWR4duYJtKijikDmMYPr1q1rGpRaPo95qM5AjtomkPvgcD8TgVjCcZrmidkIyUVz79T5n8fS2914z1mVkcA3TgSJ3x8v/stcmyru/4+fun+ID/PatC8le6laZ2kMkp3s+eGLE54+prPubd0BZwjqOp284rSWx3U72GLMy3BBztYlSCencfpXU+GL77JHek8btn9a5ApkFTlmAw23noPlNXbC7MMFwjMcvjgjkdaxktDXnfI4mvq1+l9exRyE+TuG7B7VvudRvrSK3SFrO1A5kcbQFHoO9cdpN6lvqsVw4DGFw+08g1t6l4iudQcwxZ/fHb9cmsrEp6G3bGx0rQ7m6hjXzJVbY7cvtHQk+pPP5V0vgqHy/DcmtXCq+p6iGt7Ut1ihIwzj3JB/ACuQ1GFLs2OkeasP2hkiZzxtXuf0q9dan9l1JVsTtgt8RwJnICjgCuihDmu+xwY2ty2prS/Xsa2i+CNXm18W7o6QIB5jnlSvrmvc7eFbe3jhQYSNQoHsK4bwr4hg+2CO4bbLLGuc9Miu9BBGR0pRqSmveVmZ0oNK7dzyL45Tx+Ro9u0fmHdLIQOoGFXP6mvDpVhDHZLJGG4Ib6f/Xr0f4s6xHqnjSeCMl47BEt/lOBuySx/M4/CvO2t5HjDB+vVXGa1+yd1FPoVpG2hRHLvPOGB6nqARUySeait69faqxTDEMACSRgDow6GmsGjYk+ZGOucdzismjphNxZe1G9YgknrWapxlie1MmcyyY7Cq8km3jdzUKJhcj3/ALwnjjvWpomqT6TfCdBuicbZVU/eX/EdRWODyTxVq3PyfjWidiORT91n0Lp9+X0VbmxuVeJo9yMDweKt+HPEtxb3yLKxYSMAxH+FeCafr2p6Ln7DdPHG5xJERuRvqpq/L4y1Z4QouEhDAgtBHtb8+o/CtH7KWskcnsa1NuMZaHsPxc8cwNbP4b06bzCxBvJYzkKAc+Xn19fyrxqbmOMt5hzkb16jn0qvbCOYHbIQWHOT+tTzgqVQyHzCp2MD3zxUJnVGDiWHHHrWYUSKV1DFTywI6rkZP8qvxS+dCHIwx6j3pmh6bHrnip9Pn1CS1Vo5DEY49zM6oWC+w4PJ9Pep6nbVklBSG6devHDcfvQ24jGBj161n3ztcOWz8qnJFVrG5fyJCxLcA8/SlLYUknr1qGtTmvfUS6lUwhFH8WeKrRsV2Mm4MvIIOCDmo5Tn+lPiP75ataEbs94+D+qf25rF9d3DL9sS3UOnc88sB6H+tevbnW6Qr07mvkHS9SvNI1CK+065kt7mM5WSM4P09x7V6Tp/xv1z7OEudPsJplGDJlkzjvtHFXe7uclXCuMly7Hv+p6paaRps1/eyiO3hXcx7/QepPYV8xeItem8R+IbrUpWI84nZH3RAuFUfh+uaNe8a6p4umR7++xGnMcEQ2on4dz7msgxyoGbcCu3kjqOKFobxg07jLc7lfEjOBjgjkcVXvIgdrnjaefcHjFSQzYl8vJZHUMrfzFQaszLZOUOG3Cpe53Qt7IhkkKbVSRCMcK45Ap17c+Yc5JJq7rWk6ba+HrXVdN1O9mU3X2UG5gWNbghNzPEOu1SQp3f3h3yBit8zZPapkjDn5hzbyrNkeUoGRnqarTykRqjHvmp5MBSCcKRzWdI5d8k+wpJCb0NTQ9TbTNQWRl/cSYWUL/d9QPUV7+P7O+xo9jKr27gSJKGypTb/SvnGA/L+NbWmeJdW0OIxWd2RbyH54HUOh98Hp+FbwqNaHBi8DGslNLU9w8DahPYeJTE0haG6kCgH0PQ1U+LfjiG8I8O6fNvijcPdypypYHhB64PJ98e9eUXvjfWL07nnSAuu0tapsOOnXqPwqpahZl+SUg8HH60TcW7pWLoUZwioyd7FiTrCSZASo+Ze/PpUsgyDkZqvOWRgoc+cqBlIPBwelTLIJYg4/iGcVDZ6eHtqjOAWHeocqVz8w644PT8agluDs+Z1b0wMVqeHrTT9W8Wf2bql7NawTtsWaKWKMR+pYycYxngck4FZl/Zva6rfWLrOn2W4eMJcACRcEj5sZGfXBxUvYzlNXcUR27t82OpFbvh8CTUYpWGRHz+NZVlbkyEY4PBrZt2Sw0lXHD85rFgil4s1RpNaU27kGIhgR2Nb3hi6Gt3cbnho/mkX0P+Ga8+mnNxdySk53GrFjfXWnXK3NnO8My9GX+R9RW8JOOxyYij7ZeZ7XITaagGDEsABxXoniTxvB4X8H29y7B9RuIALeHqS2PvEf3R1/SvnJfHWqy5kkFqZMAlxDzn6Zx+lVH1KbVbs3F5dyzTtgb5Gycdh7D2rWc00kc+Hw84PV6FuWV7gzyytJK7Hc5Y8lixJOfXNEIBgHLEH+/1qJ18qBmZiyZBwDz1ot5DuaJjkLyhz1U1Deh6dD3ZJMgulRJRIw+8NpGeuOaglmZJGAmOAeVZafqzlLdWRwrbvTrV/X/C2peHdE0nUbx51uNQMvmwmMgW4AQorH+8ytnHbp1BqS6s1GdjAfgEjriqLHOM9zRRUo55CdB9TVmHheKKKbKp7ksrFUyDzkUpdlWIjuMkfjRRQh1Ny7bKsm0sBnOOKnlGyOVAThNjLnsaKKYuhFdTvBNL5ZAy2Tx7VTs9YutK1lNStvL+0Rs2N65HzKVPH0Y0UUdSZt7EFl/GvULwKJ+gHaiip6gtipjmpIwN+e9FFUKO5fi5/KpIm5lOACgJHHtRRSRvU6E9viXG5QCRgkfhVlmaJQyux56E5HXFFFUzHoMcBFkK8bJxt9s1SvLh5bVlcKRuHaiigtPRlnXfFcmv29rDLpGmWpgRYo3tUkUpGucIAXKgc5OBknmqY+5+FFFTIzgVrwnAXtVPuKKKIg9yZPlAxUrsQgI65ooo6mv2RWcoyAdCoOKvWaLIFLDkjtRRTMupbPy8AnEcy7c9s1Xnnkt5HSMgKHbjHvRRR0LvbYjsvED6XPcK+m6bfxzsHaO9t/MAZQcEEEEdTkZwe4NEd/c6vfXeoX0nm3NxJ5kj4Ayx56Dp9KKKUtiI/EaFoMSj3FVNZmkWHywxCs5yKKKxW5q9jCSphRRWxEdhUY+UzdCCMVatmL8MAeKKKZBpxKEaErxvO1h2IxULuyQQsvDAOufbNFFCLKN1cyywEOQcMMcdKsXniTVtS0610u8vZ57a3d5lEkjMSzgZySecbePTJ9aKKCXq9T//2Q==", "info": {"video_id": "50522", "label": "holding wheel over cd", "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": "bd31bf31cce3f4bb19ac6e5c37876774e32917ef38d588ec40dc5975cbad8a9c"} +{"episode": 52154, "episode_seed": 2381025910, "split": "train", "timestamp": "2025-10-13T03:25:10.218531", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2381025910, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spreading powder onto brown wallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "178375", "label": "spreading powder onto brown wallet", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "178375", "label": "spreading powder onto brown wallet", "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": "216325597bcbc6bb51509af8dddfcac81a03e0deec5b5e48811da17d5a0648c2"} +{"episode": 52155, "episode_seed": 3089264303, "split": "train", "timestamp": "2025-10-13T03:25:11.393212", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3089264303, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toilet paper next to mug'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "125908", "label": "putting toilet paper next to mug", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "125908", "label": "putting toilet paper next to mug", "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": "951e16dd55e730cd1ac614dc3eb0cb4d101a7878da843e2683f546f60deddd00"} +{"episode": 52156, "episode_seed": 2003403805, "split": "train", "timestamp": "2025-10-13T03:25:13.547750", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2003403805, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a hammer out of a basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "217563", "label": "taking a hammer out of a basket", "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": "217563", "label": "taking a hammer out of a basket", "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": "1ac72f57fbd0f1bd831dc4ab00a8a76586c2d3ce9288e840fd8c8ab5cc036661"} +{"episode": 52157, "episode_seed": 1062910185, "split": "train", "timestamp": "2025-10-13T03:25:14.955720", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1062910185, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a medicine container roll down a slanted surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51026", "label": "letting a medicine container roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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NkdbqpWPTZmf7oU5rzIW9ok7zR28KsTnciAMfqa6nx74igt7SPS7Vw91c8tjpHGOrMe3pXKRsWQeW24Y6jgVpUl0Ipx6ln5epIHstOyu3CoB36c1EIzk7W9uKkRSV6jd9efyrGyNdRhy/48Z9KkSFTwSSfc04RYU4AJxk5NAijEnmCNfNZcFsY4+tMQ8pszgr6DBrhRcQ7j5XLFcEY75613LhQCSRmvPoI/s0zSSMixgDlz6n/Cpk0NJnV+FPB7ayz3N7IYrQNwFGWk/HsKh8ceHLbQo/tEKKsWAAyMcMM+h6GvSfC8CpoVuFAA2DoMVT8YwwyWcYmRWCsCAwzXUoxUdjC7cjxkaRf6rNGqSNbWrDcZMHJ9gP610On+GNKsRvW2SaXGN9x836Vq7lBIXgngY5p2WAAJAyO3P4Vzm1hyLHGmxEVFA9MD8BTxsDcgsR37VGAXGSevTPU08AqwyTj64osuoxzEk8cA+gpojDEksQPQcVJ5e5ucY9jxmlaFXBSWNTGy8gjOR9KL9EIcIVA3Lt+pNYPiaSKM2wmPBD7e+DxW8qrsAACqOgFcz4ui8xbbYclQ5/lSbVgszEuZDJErIuVQDp398Vm6hdRwKg8wbmHQVavriaG3jtrZUknY+WVUZIyO/p0q1YeFppRuvZhtOSY159hz27/n7Ur6XHy33M+3d7l5YrRGkmCggD6evatLT/AAgs4E2rTyTu3/LJCQq10dpZ2tjAIoY40wcnaMfn61ZDFySv3QO/H4VQrEVtYWVkAILSCMKPl8tAD+Jqz8vUkD2WmfMeAeT1xwBThGcna3txRa4bEgK7cKmO/TmmEF+/XjPpT0BK9Ru+vP5U8R4U4UEkZOTRtsHqNSBOhJJ9zU23YTgr6DBqMRxiTzBGvmsOWxjj609go5JFF+4HLxxw/bozNyI33ICeGbHGfTHX8q21uMABAi9vlHNVLbTSZlEsjbYz8u4c8gc/yrUSC3TITLfU96xpR0u0azbWlyFRKWHDE54J5P8A9apkt/mJk5PoKck4UP5fI65X/GkWRfKDAgMTgYWt0ZMeixxsSFC9yfSnJsK7skkjjikGJEyV+bux6mpI8bvvnB7f44pbBuNBBxnsO9Sh8A5bk9hUUpjUKW3Z6EZ6VGryMuANv+FPdC2LRc4yTgnsaQquwbmxnJ4HJquBuJO4nHenEcbGYexHNFkg1Zj62ihYyu4tnkE4zyMVDpht4LcLEEclizs/UsTyT7f0q/qcEkhhkRmVlPYZGCRzSWthbQQKGY5B46Vi1eozZNqOg4TPIMqWI9BwMU5ReFcwlYznhmzx+HepWMUajAUH36nHWnNMWlRWBwemRyK1SM2UV0a3Nx9qu5Jby4OCWlPygjphRx+ea0CV3Bc7SRnAFIJAXI+/HnoBjNO2gEjcF79sU33Euw4lVPyg4x0pynAwCB60uFKjczYwQWqt5gD4jUk5wSTQnfYHoW9+44UnB70ine4BIIFVyXIO5jjsKcFKnO4ceposkF2xZUjYDczHuSBgVykccP25DNyI33ICeGbHGfTH+FdUQDnacg+1YlvpxM4EzttjJ27hzyBz/Ksqqu0jSndJs7jw/wCK7CzsfJvnMewfKwGRisnW/EcWuXYWwzLEh++oyv59KzDZWb5Vk81f7r8rn6VKkyorCIDaBxsGAB/StuZ25TLlV7gkHzEy4J9BUg2rnjAHJJ7VGsi+UGBAYnAwtSDDoSV+YfeY9T9KTVx3sKmwruyTkccdKcCDjPYd/Wljxu+/we3/AOqmSmNApbdk8EZ6UkwaJg+ActyegFBc4yTjPY1WV5WXgbf8KdgsSSxOOpp27hfsTFV2Dc2M5PA5NYGuooSIruLZOQTjPIxW2RxsLDPYjms3VreSUwSRsysp7DI5I5qKvwOxUF7xnaabeC3CxBHJYs7P1LE8k+39KviWSUZGSPQcDFJaWFtBAoZjkHjBFWWMUYGAoPv1OOtEY2Ww5Sb3Y1IpHXnhc/SpvLjQD5T05IprzF5UVgcHpkcilWQFyPvx56AYzWhA4lSwXdtJGcAU4lVPyg4x6U3aFJGQO/bFS4UqNzNjBBapvbQdr6gpAGAwHrT/ADNxwpOO5qn5gD4jUk5wSaflyp3McdhVNX3JTJ1O9wCQcdajkSI4LMzdyQMCgKV53Dj1NG3JO0k59ulGgajVWFLVXTLM3OWGF+vqaGkU5C4XaRn6/wBai8uR49sAxztLMOFHtUqwlUIkw757DpWSetkjR7XYJACMksFJGARjJ/rVlAsY2557CgFGUseJAflGOPemsiGPMnIzx71epGgOI2BUg/hTSAoYAYI7AVZAjA5QsxpYkVW3OV57HtVbC3K/lkqd67ehGT1qRC+MYCr2xU5ERJk+ZmIwD2FRsWBGecdKLLqF30E2Fg2RtPcimbwsmyNGLdCwp7YkGBzjrXKW1ze3vjC60w6vcWcX7zyhEgbLKhYL7Dg8n+tCjzbBex0lxGjSwJKzcZIVRk9qgMkaM2FGwYAzyfxrnfDmo3eo+c95cSzMuzbu5IznOPyreW3nZyzsqJn7uOQKifuuy1LjqrsUr5rbckt6KM4qeOFQS24ls/Mx5oQBGbCBQTUm1TJtjOU3cZHJpq4nYVmQjPUY4qMpGCXC8+p7VJGkQZgBkcbqeVVz8i7B1JPeqSJZXwzEhVLgAZp4Uo52AMx59cVaxH5fl7sE8EIOtNbC58sFQBjHtRvuG2ww7mX5huz1z2psoRAzvyP7opyvtyGJA/OsXxPcXFjozT20jRy+YoDKecE0rdEF+rNmPfJhipQAY57CqIEKWwdMszc5YYX6+prB1O8ni0SG/sdd1GVTcfZ83Eaos5C7meMddqn5Tu9R7gbIjkeLbAMc4LMOF+lKcVEqLciVpVOQuF2kZ+v9aEgBGSWCkjAIxk/1oWAhCHw757DgVZBRgWPDg/KAOPeiLe+w3b1BFWMbc/QU1hGw2kGhkQx5kwRnj3qcCMDBjLMaaV9yPQrEKoYLxjsBS+WSp3rt6EZPWrMaqrBnK89j2pxERJf5nYjAJ6AU/ICBDJjGAq9sU/YWDZG0nqaRywYZ5x0+lK2JOByR1zRZLYd2yMyBZSkaEt3YVFcxo0tukrMMbiFUZPasCyvXuPGc2l3WqXdnbPLsjeKWNFj9SxcYxjPHUnAosZbttV1C2vJbp2tpvKRZwPMXkjB28Z4GccUOFldgpXdkaxkjRm+UbBjGck/jTCvmvt5LeijOKRbednLOyomfu45FWEAR2wgAJ/Gs02+hbSFjhXcW3En+JutSMU4P3hjigKvmbYzlM8ZHJoRIt7ADI43fWr1vqRp0IykYy4Xn1PajazMQqs4wM1YKq5+RdgPJJqUCPyxGWwTwQg5NN6CKoQo52AMx59cVIdzL8w3ZPOe1SNhQfLBUAYx7UxX25DHAosh3YkoRAzuCR/dFERdyHKlAOOewrH8S3E9lo7T28jRyeYo3L1wTWfrMPiLRdE0y8u9Qu1lu9/mRFcCEDaUBOPvENnHb86ahfUTlbQ68qsY2IoVcZwKid2DHmiipe4IYzHaQOMDPFNtXaWMlzna3FFFNbj6F5ztCgd1pVAY+gHpRRTZIpP7wL2prKDIc96KKnoMcFAz9K851a/m0rxjd3lts82KZtu4ZHK7Tx9CaKK1gRI0fA0Sf6cxUEqIwCe3WurZjsJz1wTRRUT3LiR7zknjjpUEkrpPHg/eIzRRSGi/AoG76ZoDEjPHSiimIlI2qSOtN+9Dz3ooqUMaEG3NYvjDA8NycdJY/50UVcdyWcjq/iBtahgil02wtzCqxxvbq6lUHRQCxAHOeByea9D2rGoRFCrjOBRRVTFEjd2Dnmo3Y7SBwAM8UUVktjTqMtXaWMlzkhuK0H+XaB3WiiqWwnuCAMcHoPShj+9C9qKKl7ghjKDJz3p4UA8elFFUhHAarq50zxDqcZsLG8ilnDFLuHeAyjggggjqcjOD3BrR8LXEmo3uqahdt5tzM6yO5Hc56elFFaS+EhbnRsTsJz1wTUW85J446UUVitzToQSSuk8eD94jNX4FA3+wJoopoGAYnk46VKRtUkdaKKGJDPvRHPekCDGaKKAMfxaMeHZPaWPH51xd5reo6hp0OnXV3NNbwSNIoeRmJLYzkk84xx6ZPrRRWsdiHuf/Z", 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", "info": {"video_id": "51026", "label": "letting a medicine container roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9ec7d85cf061cb9216d1922015daa78b1d4dff5d5c826b7884211a3e0be5efe8"} +{"episode": 52158, "episode_seed": 512449024, "split": "train", "timestamp": "2025-10-13T03:25:16.305849", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 512449024, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 keyboard from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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7sIkWRCzAR5z8i4fBz61r2SebbXFzEt4I41CZjYMVPqSeik1l26RPuDXESKkbP8y8lh0UepOB+ddJpenXE2kJJb6ek8LTb3ljuNrgL1XbnofU1UXG+pLEZJbcyiS9vItsYXEltnLen04611vgie5h1i+W5uEkzYuFwuOf/wBWa5ySWbE+YtUg8+YRgO/mKmMfK7H61NaST6drUQS4LtJIEJIA+Uggjj61dWlF020v6tf9UTFu9jZls8LlRxivL55zKzbznrjI6V7U9mfKbjtXhxbk/MRXm4VXbOqT0sPyoPAGPYkUnbHzdAOuajLHPXNGc9hXXcyJOvc9+1AGR1XoO1NXt8rYzjinBkxgsw7HinqIVgMfw/hV+BrdIYonSUuTvdkfHyjORj14qjGgZ1VXBJOMEV09jaxQ3t26RWWoJbW5dkefaoBUDg9yCelUmkrtCZVt3hnlRIprxZJW8wK53DaM9fU8GrTGRQ3l6jcD5wEWaAgluOvHHb9a0P7EfT/7Oubm0mV5YhIkds3zsnX5ffBobUFaJ4/teoRSTy71jngB3LnGWOODweldNJQmrNa/8GK/zM22tSm9xefvTb6hBcoOSwQjnj9a1PiNDBZzafPEuHurZZSFP8eBuqhMzag0stteQzrjDOISnpxj1qb4hXC3ekeGLhTn/RXjb/eQgGubEUo3i1/WhrTm0ziS248gnnPIzTDj0X8sU3IHqPoaTJ9ajYpj8jPHv0ajt36CmZJp6qTgCMnI7U1d7EjgBnlu/cU5tp7q3uBimAxkc7wD+PNT2kcb3Ea+aMfxBhjA700ruwF5ZbWMxpJaO3kLukZZCC+cYHtgmrdoIJp0hhF4soXzHCtuyD0Cj15FaUIhij1U2v8AZt/HCnls8r43Anhox35FW59Fk0bVoPtFpNJOYlkaKykG8rjqpHTGP0rWnOPNrHQh3Mso4GUvb1P3nyeZD+eT2PtTzNciRjb6glxErA7jHtzz6du1WXvQtssJn1KGRn80xzRgrt5ILHGd3/1qilZr6SWeC8jnj/ik8nZnkdu1aypxcL2/r3f82JSd/wCvM5o6cGGUY/zqF7GdO276UyKeW3bKNx6HpWlb6nFJhZRsPr1Fea3OPmdSUWZDIycMpH1FNrqViilUEbSD3FRSaXbyZOwA+3FQsQuo3RfQ5uitmTQ+8bkfXmqcul3MfRAw9jWiqwezM3CSKeTyMnnrT3cyNufBOAOnpSPG6HDqyn3FNrXmJsX7e9MXkqskqIn3gDw3OelamkX8t1e2wuZy8n2iPG7rjNc8K6DwXpMGt+JorKe+ktDseSJo49xZ1UsF9B0zk+laSqyas/60sKyOn+K0a40l4xkHzc4/4DXm1dRq2rzXSWovbh5BglN3Rc4zVQW0E65wpB7iuOMuSNmbcnMYVJitptIjb7pK/Q1BJo0o+4+fqKtVosl05GZRnjFWn065T+Dd9DUDxSJ99GX6irUk9mS4tCbic5708ysZC4O08D5Tio6BVXZJpw6pPGIkW6nEajLIWOGbkg4z64rV0K+ku9Vsjcy75PtK5J644/8Ar1zIq5YtLHdRSREh0cMGHarnVbjb+un+QKKufQLCFoSwI5Br5xP3j9a9b1WY22gQajp+t6hMpuTbZuIljWchNzPEOu1SQp3eo9wPORaQTcgDnuK4qa9ne5rbm2MmkrVbSQc7XIqF9KnX7pB/StVVj3E6cigCR0OKcXYggsTnk5qV7O4TrET9OahZWX7ykfUVop9mQ0xVdlkDj7w5pQwwBtH3s5pgpafMxF6HUpoGeaKeZJwR5Tq5ygzzg9qvReJdUnkVLm/aRBz+9wenI5x64rDpelaRqtSUu3/DhZWsb7+Ibt0M0qQNJISrbFC8YHOBWr4zWNfDHhgR43GOZ3x6sVNZPg/TdK1nxFDp2r3M1tDOdqzJNHGsZ7ljJxjGeOpOB3pl+8un6ld6TctdLDZ3EkcUVzjfHzghgMgHgZwSPSprVOZKy2t+THGKuYdFbS2kE43AKc9xTG0hG+6xFc/tY9TT2bMegZFaMmkTL91gfqKrvYXKdYifpzVqpF7Mlwa6FfceOTwcilR2Riw6kEH8aGR0+8rL9RTRVqT3IsSJIFaMlR8hz9as2+oTWimSCeaK43DbIjkEL6ZqnRVKbQWNuLxHqkzbbjUHdQCw83B+YA47etSSeILqQedKsLPLlW2qFGOOcD8awDntXT+IvBl94a8PaPqN4JVnvzJ5sJjIFvgIUVj/AHmVs47dOucXGraHLb+tP8hOOtznKjPU0UVgaMkguprZsxSFfbsa6iymae1SRwNxHOKKK5sQlY1pMtKM09UVgciiiuM2ILi2iaFiUBxzWbPp1swJCbT/ALJxRRW9JsiSRjvGI7jYucZxzWzpN5Lomsx3tmE86Ett3jI+ZSpz+DGiiuuTMCnqyjbAvZQQP0rNinlgbMblf5UUU4/CI6HT53uLcO4Gc9qvAUUVw1NzqjsLtB6igwRsOVooqAKNzY2zYJiGc/Ss27sYYlLJuHtmiiuqk2ZzSKEY+cD14rpFtoobEFF53L170UVpVexnHZmxrfiZ9cgghl0vTrYwIqRPbI6lEXOEALlQOcnA5PNcCkskTZRyp9qKKqPUk3dNuHuYyZMZHcCtBRRRXJU3OqOwoRT1FIYI2HK5oorO7AqTWFs3WIZ9RxWbc2EMUe5CwOPWiiumk2ZzSM4iiiiuo5zT0jXm0ZZkOm6dfxTMrGO+t/MCsucEEEEdTkZwe4NQ6nfXGq3s2oXkhlubl2llcjGWPJ4HQe1FFLqCKcc0kLbo3Kn2re025kuI8yYyPQUUVjWSsbUnqaGOaXYpHIoorjNxGgjZOVzVGewtmI/dDk444ooq4N3JklYzbyyigGULfQms+iiu2D0OeQNwK1L7xNq+q6RbaXe3009tbSvKgkkZiWYKOSTzjbx6ZPrRRVmZ/9k=", "info": {"video_id": "49200", "label": "pushing keyboard from left to right", "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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7sIkWRCzAR5z8i4fBz61r2SebbXFzEt4I41CZjYMVPqSeik1l26RPuDXESKkbP8y8lh0UepOB+ddJpenXE2kJJb6ek8LTb3ljuNrgL1XbnofU1UXG+pLEZJbcyiS9vItsYXEltnLen04611vgie5h1i+W5uEkzYuFwuOf/wBWa5ySWbE+YtUg8+YRgO/mKmMfK7H61NaST6drUQS4LtJIEJIA+Uggjj61dWlF020v6tf9UTFu9jZls8LlRxivL55zKzbznrjI6V7U9mfKbjtXhxbk/MRXm4VXbOqT0sPyoPAGPYkUnbHzdAOuajLHPXNGc9hXXcyJOvc9+1AGR1XoO1NXt8rYzjinBkxgsw7HinqIVgMfw/hV+BrdIYonSUuTvdkfHyjORj14qjGgZ1VXBJOMEV09jaxQ3t26RWWoJbW5dkefaoBUDg9yCelUmkrtCZVt3hnlRIprxZJW8wK53DaM9fU8GrTGRQ3l6jcD5wEWaAgluOvHHb9a0P7EfT/7Oubm0mV5YhIkds3zsnX5ffBobUFaJ4/teoRSTy71jngB3LnGWOODweldNJQmrNa/8GK/zM22tSm9xefvTb6hBcoOSwQjnj9a1PiNDBZzafPEuHurZZSFP8eBuqhMzag0stteQzrjDOISnpxj1qb4hXC3ekeGLhTn/RXjb/eQgGubEUo3i1/WhrTm0ziS248gnnPIzTDj0X8sU3IHqPoaTJ9ajYpj8jPHv0ajt36CmZJp6qTgCMnI7U1d7EjgBnlu/cU5tp7q3uBimAxkc7wD+PNT2kcb3Ea+aMfxBhjA700ruwF5ZbWMxpJaO3kLukZZCC+cYHtgmrdoIJp0hhF4soXzHCtuyD0Cj15FaUIhij1U2v8AZt/HCnls8r43Anhox35FW59Fk0bVoPtFpNJOYlkaKykG8rjqpHTGP0rWnOPNrHQh3Mso4GUvb1P3nyeZD+eT2PtTzNciRjb6glxErA7jHtzz6du1WXvQtssJn1KGRn80xzRgrt5ILHGd3/1qilZr6SWeC8jnj/ik8nZnkdu1aypxcL2/r3f82JSd/wCvM5o6cGGUY/zqF7GdO276UyKeW3bKNx6HpWlb6nFJhZRsPr1Fea3OPmdSUWZDIycMpH1FNrqViilUEbSD3FRSaXbyZOwA+3FQsQuo3RfQ5uitmTQ+8bkfXmqcul3MfRAw9jWiqwezM3CSKeTyMnnrT3cyNufBOAOnpSPG6HDqyn3FNrXmJsX7e9MXkqskqIn3gDw3OelamkX8t1e2wuZy8n2iPG7rjNc8K6DwXpMGt+JorKe+ktDseSJo49xZ1UsF9B0zk+laSqyas/60sKyOn+K0a40l4xkHzc4/4DXm1dRq2rzXSWovbh5BglN3Rc4zVQW0E65wpB7iuOMuSNmbcnMYVJitptIjb7pK/Q1BJo0o+4+fqKtVosl05GZRnjFWn065T+Dd9DUDxSJ99GX6irUk9mS4tCbic5708ysZC4O08D5Tio6BVXZJpw6pPGIkW6nEajLIWOGbkg4z64rV0K+ku9Vsjcy75PtK5J644/8Ar1zIq5YtLHdRSREh0cMGHarnVbjb+un+QKKufQLCFoSwI5Br5xP3j9a9b1WY22gQajp+t6hMpuTbZuIljWchNzPEOu1SQp3eo9wPORaQTcgDnuK4qa9ne5rbm2MmkrVbSQc7XIqF9KnX7pB/StVVj3E6cigCR0OKcXYggsTnk5qV7O4TrET9OahZWX7ykfUVop9mQ0xVdlkDj7w5pQwwBtH3s5pgpafMxF6HUpoGeaKeZJwR5Tq5ygzzg9qvReJdUnkVLm/aRBz+9wenI5x64rDpelaRqtSUu3/DhZWsb7+Ibt0M0qQNJISrbFC8YHOBWr4zWNfDHhgR43GOZ3x6sVNZPg/TdK1nxFDp2r3M1tDOdqzJNHGsZ7ljJxjGeOpOB3pl+8un6ld6TctdLDZ3EkcUVzjfHzghgMgHgZwSPSprVOZKy2t+THGKuYdFbS2kE43AKc9xTG0hG+6xFc/tY9TT2bMegZFaMmkTL91gfqKrvYXKdYifpzVqpF7Mlwa6FfceOTwcilR2Riw6kEH8aGR0+8rL9RTRVqT3IsSJIFaMlR8hz9as2+oTWimSCeaK43DbIjkEL6ZqnRVKbQWNuLxHqkzbbjUHdQCw83B+YA47etSSeILqQedKsLPLlW2qFGOOcD8awDntXT+IvBl94a8PaPqN4JVnvzJ5sJjIFvgIUVj/AHmVs47dOucXGraHLb+tP8hOOtznKjPU0UVgaMkguprZsxSFfbsa6iymae1SRwNxHOKKK5sQlY1pMtKM09UVgciiiuM2ILi2iaFiUBxzWbPp1swJCbT/ALJxRRW9JsiSRjvGI7jYucZxzWzpN5Lomsx3tmE86Ett3jI+ZSpz+DGiiuuTMCnqyjbAvZQQP0rNinlgbMblf5UUU4/CI6HT53uLcO4Gc9qvAUUVw1NzqjsLtB6igwRsOVooqAKNzY2zYJiGc/Ss27sYYlLJuHtmiiuqk2ZzSKEY+cD14rpFtoobEFF53L170UVpVexnHZmxrfiZ9cgghl0vTrYwIqRPbI6lEXOEALlQOcnA5PNcCkskTZRyp9qKKqPUk3dNuHuYyZMZHcCtBRRRXJU3OqOwoRT1FIYI2HK5oorO7AqTWFs3WIZ9RxWbc2EMUe5CwOPWiiumk2ZzSM4iiiiuo5zT0jXm0ZZkOm6dfxTMrGO+t/MCsucEEEEdTkZwe4NQ6nfXGq3s2oXkhlubl2llcjGWPJ4HQe1FFLqCKcc0kLbo3Kn2re025kuI8yYyPQUUVjWSsbUnqaGOaXYpHIoorjNxGgjZOVzVGewtmI/dDk444ooq4N3JklYzbyyigGULfQms+iiu2D0OeQNwK1L7xNq+q6RbaXe3009tbSvKgkkZiWYKOSTzjbx6ZPrRRVmZ/9k=", "info": {"video_id": "49200", "label": "pushing keyboard from left to right", "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": "750a9569377c91d5a8336dc99b3b0e4404e76312e00289f08776a5ff654d5eaa"} +{"episode": 52159, "episode_seed": 3974898263, "split": "train", "timestamp": "2025-10-13T03:25:17.369643", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3974898263, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51492", "label": "holding pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "51492", "label": "holding pencil", "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": "ebd87b53ce6222b4e6ef552cad687e49322d561208852c55bd4dbd29a5851221"} +{"episode": 52160, "episode_seed": 2338419243, "split": "train", "timestamp": "2025-10-13T03:25:18.333260", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2338419243, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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l5ZGLMx7k1dg1G908/wCjXU0OGyQjEA+5Heua07UPtIhlyCGya25ssA4/KvN5pJ3PRSTVj1vRNR/tXR7e7ON7LhwOzDg1yHxJtCGsL1e4aFiP++h/WpPh/qYWS50t2+9++i/kw/ka2vG9p9q8LXDAZaBllH4HB/Qmuyp+9w7/AK2OGP7qujz3wlfG08QRRu2I7tTbt7E/dP58fjWj8Rm3DSyc7iJM/X5c/rXJ/OrBoztdSCp9COQfzrovGl8moabot6vHnrI5XH3W+UMPzBrioVL0JQ7HVVhatGRzdvCbieKFM75GCge5OK9ttoVt7aOFBhY1Cj8BivKfBtp9r8RQMeVhBlP4dP1Ir1peAK9DAQtFy7nJjJe8oiikNLSGu6xyDTTDTz1plIRG3WsnxLafbfDl7FjLCPzF+q8/0rWbrTSAylWGQRgj2pSjzJpji+Vpnh0F0bO6iuo874nDj3HcflXr8F0J4llRtyuqupHdSMj+teQ6hamzv7i2I5ikZPyNd14LvTc6Mlvn95auYT67T8yH+Y/CvOwMuWbgz0MXHmipo57wHZBLO4uyOZX2KfZf/rn9K7QcVjaDbGy0m1t24ZUBb6nk/wA61w49RXVSjywSOapLmk2SUlAYHvSFgB1FaECE9aguJ44IjJNIkca9WdgAPxqRzxwa5XxDo7akzq813MGGBGoUIv41LdgSuyhr/jLRYYJEhuTcSFSo8gZA4/vHivL7aNHRpJjuadSpx0256fpXo0Xgi3C/vVVB6A7m/M8CuV8SeHptGbzrcb7MHp/En+NRUTa0NaMlF2ZhXOmxtZNDblVBfeM+tQwxm1jSJmDEdxVlJg6cYIqGbBORXM5N6M6bLdHSaDm43onLEqAPc19AaZaLY2FvaoOIown5df1rw74a2pu9fVSMpGRK30XOP1xXu8b4HWrw0LOUjOvK6USyKKYHHrUV29x5DfZBEZcfL5pO38cV1HLoSsflPp61594/1W3j0ia2gu4WuHZR5SyAsRn2qHXtE1PUbsHUtdiiTHMMO5/yXgfnWRc+CkS0Z7OOeR1+bzJ2CA/RV/8Ar0t4lK6kjhp9GS6tGQun2gvuMg6gY+79KiubNo0sQq5+zqVZqtGby7l1IZWU4IIwQabO4cHBrhlKS0PQdpak1hNtPJrcibenXNcvbsQ1btlN2NYNFJmlZXLafqNveKCfKfLAd1PDD8ia7LwbYfbPEluTkpDmY/h0/UiuKYAjIr1L4dW58i7vGGCzCJT7Dk/qRVQjz1Ix6bk1JcsJSPQk4FOqJH461WvtY0/TIy95dxRY52k5b8hzXqnmHK/EXUzYaK8Ktte5bZ/wEcn+gr5v12e4ndZWVkiO4K/ZsdcfTNev+OPE2l+KL20hs/NKQb2dmIAkGBxjqOcVyN3ZafqFj5MkO1Qvy7eNv09K5a0uWep34e3s9CCybyo7JeBtt41A+igV0sUgkiAPXFcm7CGSMKSQihQT7VtWN1uAFcVSzk2jaGiNrTr19M1S3vY+sL5I9V6EflmvXrhI9Q02SNTujuIiAfUMOD+teMd816X4NvzdaIIGbMlqdn/Aeq/4fhXRhZauLOfEx0UkeUyKI2ZHb5lJUjPcVFdXTPaw2hyY4pHkQ56bgMj81z+JrX8V2f2LxPfRquEZ/NX6Nz/U1gyH5hmvNUXCbj8judpwUjvPh3Z4gvLwg/MwiUn25P8AMV3i9Kw/C9sLPw/ZxlcMyeY31bmtwfSvoaEOSmkeLWlzVGxaQ0y4uIbWBp7iRIokGWdzgCuB1PxpqGr3/wDZvhiFiQfnuGX+XoPrz9K13Mmzvz1phoUnaN2N2Bn601qQCE80wnig000AeXeN7T7P4jkkA+WdFk/Hof1FQeEb82OupGTtjuh5LZ7N1Q/nx+Nb/wARLc/Z7O8UD5XaJj7EZH8jXn/muvKsQwOQR1B7GvIqt0sRzI9Sl+8o2Z6IjYFSB/rUC9KeCK9I88mWSgy1Fmmk0AS+bzTd241Fu5pVPNAEpUEdKxtYsluraSNlyGBFbXUVBcR7kNAzwfULKbSdQeJgdpPT1FRMQRuHINd94w0gTwGQL868g1xvhjS4tb8QnSrq+ltVaKVo9ke8s6oWC+gHGcn096ynC5vCpoegfCFVabVZcfOqxKD7Esf6CvVlevIfgq7P/bJZieID/wCh162DVQVlYio7yJPMpGlypBHFMJqNjVkWI1ghRyyQIp9cc/nUjgMhzyabmlzxQB5l480YKRfQoFcH5io61w6SmRPRh1Fe46rZpdW7xuoIYd68d1vTG0vUW4/dk1jVhdXNqU7aFOBhvrWhyMEViSDZICDwat3Vy8Wm74XKvkDIricdbHXfS50UMq7cGvbfDFt9h8PWcRGHMfmP9W5/rXgGq29va6Fb6ppur38wa6+y5uYVjW4IQM7xAc7VOFO71HuB9IRjESgdMCuvD0uWTbOXEVOZJIo61Nq5hSPSliy2Q7u2Cv0rko/BF/qcpk17VHki3ZFvb/Kv4+p9672kNdSVnc5ntY5+fwho6aRJaW1okBYcSouXB+pryjVLK40bUHs5iGI+6wGAw9RXupIIIrgvHmgnULX7TDxPCMgeorKrBTWprSqOLseYTncwPfNXbRyhXms3czAsRhgdrD3rQtCJVHtXmzjY74u6Ohgk8xMd66Dwvqn9masgc4hm/dyf0P51ykEnlkCrrSfLuB61MJOMk0OSUlZnTfEa0C6hZ3g4EsRjY+6nI/Q1xUNsbzU7S1Uk+bIFP0zz+lWl1eXxLrX9l6tq93BAkwVGjmiRYuMFiXGMY7dScCk8D2l03jPUIrprgjT2dVW4A3oclRuxxnHpx6VtPD89ZTWzMY1uSk4vdHrEUnloqrwAMAVR13xJb6Dp7XM3zvglIwcFiP6VOOtZU/hvTbzUXvbqJp5GxhZGJUY9B0r12nbQ8xeZyUEWv+PrlLi9drTTAcqo4yP9kf1r0HSdLstGtVt7OFUUdT3PuTUkarGgVFAUDAA4xUgNUxLQsb6Cc1ADUinIqRi0xiB1p9QzD5c0CZg+MIBdeGrxQMtGolX6qc/yzXkKuD3r0zxtfXFr4dlaCVonaRULL12nIIrynxBoOseG9E0q+u57hZ7wyCSEpgQAbCgY4+8ytnHb6g1w4yjzSUkdmEq8sWmepCloorqMRM8UhPFFFSAwnmnrRRQIsL0pH6UUUxmFrESPA4I7V49dajP4f8UPf2IQTRO4Xeu4fMpU8fRjRRUsqJ3vwQOV1r6QD/0OvWx1ooojsOW4pNQsTmiimSMzSrRRQASgFOa8/wDGlrE1uWK84oopS2GtzziQk249qhmkY2TAnIDDiiiuKXxHavhNLWPFD69HaxS6VptsYFSOKS2SRSka9EALlQOcnA5PNfUq/wCqX6Ciiuun1OOp0E70hoorYyGGs/UEBQ5HUYNFFIZ4rr8Edvrdyka4Vk3Ee9VdOY4NFFebX+I9Cl8Jp5JXNXIDmMZ9KKK5jY5ifWn0rV9Ri+w2N5DPJuaO7h3gFRkEEEEdeRnB7g12fwwvbjUtQ12+u5PMuLh45JHxjJO78vpRRXo0fiicVb4ZHpHelHUUUV6Bwj6AaKKQCg81MnSiikA6o5Pu0UUwZwnj/jw+/wD12j/ma8f1rXtTvoU0u6u5pra3leVBJIzEs4XOcnnG3j0yfWiisMRsa0D/2Q==", "info": {"video_id": "118418", "label": "pushing pencil from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "118418", "label": "pushing pencil from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4bb89d878819f4ebade6e32ba6847353fc1f50337096d61690986bc516e4eff6"} +{"episode": 52161, "episode_seed": 3528953651, "split": "train", "timestamp": "2025-10-13T03:25:19.914575", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3528953651, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic glass up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "126971", "label": "moving plastic glass up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "126971", "label": "moving plastic glass up", "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": "33ee6ae6baf290c8fb02e1769341cd169bc7ce77b56c24b4f5d3d99bfbedf2f4"} +{"episode": 52162, "episode_seed": 1973828599, "split": "train", "timestamp": "2025-10-13T03:25:21.686530", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1973828599, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open jug without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167775", "label": "pretending to open jug without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "167775", "label": "pretending to open jug without actually opening it", "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": "e2830e6aa391fda886d002e4c11f316dca528b87d4c2baa87663607753ef1648"} +{"episode": 52163, "episode_seed": 2508572549, "split": "train", "timestamp": "2025-10-13T03:25:24.331059", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2508572549, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing scissors'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "48305", "label": "squeezing scissors", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "48305", "label": "squeezing scissors", "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": "4068c493170536b21dfcb5d2d0d1b8ff75038384d2b95fdebcfab75510a949d3"} +{"episode": 52164, "episode_seed": 1723994153, "split": "train", "timestamp": "2025-10-13T03:25:25.806338", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1723994153, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tiger toy away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "71797", "label": "moving tiger toy away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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8ou0fWh2SsIyru6mm1zbHIpSNMBR24rN1W5ZdIeJmjAlfDBTzjH/160reygE1xdl2yxIGT6//AKqoaxoz3FhBLaHeVkIbnt3rPEa0mkbUGlNNnnN1ZmS0MaKWkEZMsmeiqMKPxNdCl15ujxXsYJWJ5ISWGAdpIOPbNI/hvWYtVdI41EDXUUvmM42mIEFlwOc5/DipvEMC6L4Le035kBYRn/eYkfjzXFGnaN3ubTqJytHY7Oy1Q3ejaPqAhJE0ChiD7c/1q5a3YEcsLxyBom3qB6VyfhWRJPAdvEzuGt3ZQwPbOR/OugtpI/tEEiuw8wbXbtXoxacEcb0bQ++ulhu0mSA7ZxtJPrXOX0Mv2SaZlSS6st8kBIztyMMcDrxzXR6lYyTafJGk+TE24H2//VWXFbrDdwXLyEgrtf37GqspRsCZRNtdX1ykK58pTjAPbua2yXQR21vEUjjHOF/z/k1n6LKShcoVU8bvYVtWtzG8zElsf0pSl0EjHvrqSS8hhZAcDn8ay9Us5rvUIZ4kPluWjJx0INbiXsdzcyXB2k5Plhl7ngVNZywRRiKLBRWznOeT3rKvBTp8ptSm4SujzW/8Pa2ZNUsILWYPPIhimcfufKDBiMg5yeRiu0tNNGlPqtwz7lu3ExA4w2xVOPbiuiYidxtxgcsfQVzHi7UDbaY8cSlnkPlx7f7xziueyigbc5HCeGbn/irb6ZnwkvmxDHoOR/6DXZ3lzD/ZMRC7iGBzn6ivObOT+zNStI1AO3LSepXof5mvTF0gPpDuzblAyuD2zmtMNNNCrR5ZDxfFra1niC5AwQBk1rk280jglkSdOh+lUbTyo9M2qVGw9F/z71oW729xpySMF3xORnoa62zJmPb+Wl59mZywjY5yO3+f51vuiTFA6KSTn6Ui6ZaGeS6jb7yjPOelJDYtPOWDkAccis5yu7jQzVra38lIwCrPzhfQdKozWEsPlrBtYRKdxJx8x9Pp/WsrxTqs+n3qvAVdiGEec4AUf1NZMfiBtfsbKXDxow3ujZyGyc1PtFFWNVBsg+Jeuajo2g21nbXUtvcjbKxjfBBz3/w96xdWuLjV7C0tzdSTSkH7RJn5cE9PrWX48dprZ2LE5bjJya17TUoJdAtItOtxI6W6KWAwPM7gnv71yV5tq6NqcFzWZkXULX12mmW/Fnbqvn46H0T/ABq/pWovp+rQMhC75ZI29AoXj9cVLaWosbe3h3ZnluQJXP8AExBZv5YrJ1hxBBLIo/e75ZF/BsfzIrCndPQ2qarU9I0+6ll1MzRnekjldq9a2LMTw3U8TR5jk4AJz7ivMT4lWwthKu6OaOEOrjkE8dvqa7zRPEkWpxWd+iEGTaWBOMHoa76FaUlyy3OWrTUdVsaV+YJdPWUIwkgPOD2707RZYb6+N1KPlj+bb79q1HNpLPNDKqkOD1FZMBh0zT1hiQGVuWPrXRe6OdGvFqEbST3M6YjH3QOeBVH7faNbTOx2bjtyw6etU9Qv1jshG8eSSF4/M1TdIri3t4wdgbdI3biiMdCrHS2aQnSZpIJk3bwV564FLG7zQ+bKNqp0yeTWVezwaR4VMyypvPMat/E2c/jXm2meKdW1LQLrz75pJ2ndYEUAEAHqcdua56zS1KjFtnQ+ML1dSf7DDIjrEd0wHO0jBVfr3rP8A6oINSnDN+4nBCf8B4B/Hmudlt5Y4IdLtpGE9wWkuJM8qp+831PQU4yf2bdxrEvlpDPGuB2jC5IrjjU9/mOqVO0OU9TsL63M15CqtuGcDH1rdsr6GTT4pi2x43KkE9q4XRdVtkm8+dQN3AI7gAf1FdHYXMUks9s2ArAlSvr/APqr0YTjUjeJyTpuGjL97bbLx0WUbJ13LjHWqZuVhto1nJYRE8DuOuPzpNRhSWxjuFm+aE9fb/OKxrwyN5f2eTcs/UDtj/8AXWqV0Zm/o08N3eNeS5xENwX37VfXUI1inubiMc/cA/SsuJotOsUt4VBkblye5qPUr4parG0eSWHT2qLJspFl9Qtfsg8wFFd/TNaQaL+x4GhcbtxYD1z/APqrnJVil8hXUqqR7j9TXQvHClpbRqWAA4/LH9aJpWG9BoLvEZ5lKqOi+tec+L7tNSuCqyxtb2x3OwP8Qzx+ArV8c3dzBPJp1pPIsjKjgL0QEHOT/IVwb2hlaDSLckQRqHuT6gnO36sevtXnVZ/ZR00af2mdR4K1Vo9LuraXkSDzY1JxjPb+VdNZ6hJPpuY48PG31rzRLp7O/jb7oEkit6dgPwrs9M1xIbbypxtM38X16f0rejXStGRE6Lu5I7oX8LmB3QhZUCt9ayJxarLPbB/mQ7kzTLC7M1k6SpuKNuBIwcVHq0kCCG9RDz8rV1pa2Odmq0lja2scKvHnH4mn3D2tpp7EmMSSDb17nr+lYYgkutQ6jy0OThh2qnrnmvIkaKSqjJwc5NSo3Y0akMUYtHmxhR8wwfyqxoFoGhuXLZ3fKMiuWuZ5ba28mN3Q8bsHHuf1ra0G+uhpwAZS8jEjcPwokrIqzLupa7BpljMqRHMaB3AH8J7/AKGvMJNdutUnudUuyq2seVt4x0RR95j7n1rtvGum3U199kjUJapbxpM/Qytydo9v8a881G1NzdQaLGMRHEk4H/PMHp+JrzKs7vkOujBJc5Qtme7ma/cbTduEhU/wxjJH4nk12+g+I5JtFEUkmUyYlDezlc/lj8q528iRltWi42XOzjoMAg1n6XdJZ6ktlI37rDSH0G0mlGTSvEcopu0j1jS1hEU0RbduHGe/arWlJHLbzxEEZweD7f8A1q80m8RxWE1q5vA0UpKMSTuBI/hA/Ctzw7qE0V7JC0rBsEcHg4r0KNT2kddzlqw5HodReXbw2yJEzqSxHB6ntUsupXOn6Yx8z5wMZ65Y1n6bL52ozC4fIjbK7hwP0+lS6xNDIUQtGec46Y/l71qlrYzic54il+02VlNtYsM72J45HA/SqOnkB9wIC46Ua3ctGUtAPkz5g57kdKzJL9bOAknDEYrjnG0mdkX7pgeK7jz1nXt2qfwfr9rbaGLKUgTq58pAMlyaxdUuROXOc5qHw/qUWl3GJVBRiPnxytZzjeFgjK07nokkcnmab5mBIJmkkx6lG/xrH1WxmuvIjThrhli+gLlj/IVuxSQXlyttbyj7TGvmkMeNuDzmsyJ7maS3nVslJGywHuf8axV4K7NNJSsjI1G3EWuwW8Q3xQoFlLdMAH/EVv8Ahm5a2v5hJJ+6fBiToFAqnqUck2oBmIEajc6qPmc/4Vj/ANpE63AFH7s/L9DW1B+8mZ1lo0e73Lx4gnVBzjpSpDFJcgtEpx1NckLuV9Gt3jkYABeh/Cuos4pyTIx+UHOd3au6Ssca3K+q21vLcpbqCGGMkHgE1xdzrzjxRNAJtlnFHJEiEcyFTgfTnJ+ldCZp5L+SeUtsJLHnoO1cNcQL/bM77NpEjBQf4QTms6k5Rskb04p7jtQ837I7vLLIXYkK7k7RVDwTqFvFp1/aJB5t21yXPHSPHr25/Wr+szCKzU9yMVx3hfVm0nX7siJ5VlGCka5Y88YrmmnKLNVZSR2nkSW0N7d3GBcyqD8vRFzhQPzz9aq66REbrC/MzHB9Nsec/nitGUyXWmTtKNjzbWEZ5KKCDg+/FVNZt0ukljL4eSTbn0DYH8gawiay7GP/AGndppMNogVzJbBUDDqemT+OfyruPAusC4MVpdlDdw7RNjtnoPyrk9aski1S1ZNqW8ACwqh++ew/WrmjyJba7FCXVZJcuT/eYdP5VvQl7yt1Maq93U9ek06JpJ4A7Krg8HnqKx9LtjZ3bxSHcYycZFaN0ZleGdZOCOeTTRat9olnZxyo9+ea7lJ2scZcREa4UsikgdTVPU0tpLsQsigIBuI7dzU1raOC0zSfIOefauR1zVW09mmY7nlbr6DNRe2ppFXNO/1bTrSVpX3c4AQtjA7VHJ4xt7vUraNSiRsCQu7PcCvPry8S5vEjlc7CzMzscZPv6UwXQYpPYQx+ZExUKWyT7gntXLUlN9dDeKj2ueieLtThuNUlt7GNZ5lANw4+6OMBc+vt2rjorc2VuVkIM81wnmuO7MRwPYDirP2w2liDp9uspOC0SuBlj1bcfemujNaRea+X85ZXx0Bz0HsK5m7yZvGPLFHPeImK286LxlnfI93AH9arXt3qFwPsUUoVzsdSR90AA8fpWxcpaXVzbxuwKef87diAd2PzqpfwL/wkDS71MjKdgXoidCT+Aq01sTbqd74D1xb7EUpLYBiJYfewOtdRJb2tzbzW7hMjpXmXg/ULeLxL9kLYIClff1/nXpFwkcd6jZOH4Nd9N+6mcVRe8ylps8ggZ9q5Y4HJ/wAf84rI1i/ji0+S9mmSIb8KFG5m9Bz9K6ObT3s9LbMiBwuOP7xrjtQnhsbRvOCyyR9M8BFOST7mnVV4OwU3Z3IZNba5SOcKGQ4JyKn0jVzP4jSJAcRxqcfVuf0FJaJbx6Il7E8bSvGZCs8eUY54UDtx3Bqrb3V9p96mp28KzBo8yWwIBTPXk9RivN5LO0pHd7S692JveLdc/tjVpNP0tg8cJBubhTwrD+Ae/rXKw2H2a68wsXuLh90jH0HYegq3dXMWnwu2nQ5RVMrQx8ly3Jwe+c1RsriW6ka+niNuWGxIGbJUdcn3NRKXM21sVCPKknuU4XE1lbueou5G/Jmrm7WKSfWLWPBZzBmQ+gYsT/MV1ESRW8CCRgFSduCeTuJ/xqtpogW41CZHVJXRY4wewA/xrS9k2Ra7sc3aJDd3zicZeDMijsDuP+ArrPCd+8dxA14y+Yz/ADADgA9BXOW9vHBezQKwd/vTyDsOwqfw9F/a3jGTTn1GazUpIYTGm4s6IWC+gHB5PpXTQladzCqvdsevWkaG7uHjA+YL0H1rnta1COOeQnudqj2rP8JeLpLLSdVub64eaZ0hECMeSTuzisDUNSkuGe4nb5j0HoK6XU5djKnEXUtSUytM2Nx4A9BXI6pq7y5GaNQv95PzcVgyvvcmsLXd2at22JWumZSM9ajMrMNgGc0xUZgSBwKvaTYvdX8S8ABxnNWombkdR4HlWw1lZdRZik0RQhm6eld7q2qWmm2wGyLDHcCW5/Id65CXRZEaMIwPy/THWujm0CW4sQXxvUDBz2pypxluNSa2Oc1C/nuxHeQxmAIeh5JBqlbaaLhoZI3Kopy1dPNo00mksAo4TOc1z9zDeWWmyywnYyyAZB9aUqa5bRHGet2d1o2r2VzYy6bKyieHONw6jqDmurv9bhtdP8tVIL4X8O9eQanb2mn6TFrumarqEryXP2QtcQrGtyQmWeIddqkhTu/vDnOQO71dGmmRQy7UXse5rSleWkjOSV7ouw3VvLaTu0m3Knr2xXGicz3JmkPzMSxP1rW1WT7FZC3JAJUjg5yT1/ma5G91NbWIhDzis61rmtPREmv3ySLsB+6MVxkVxJaaj9phbDg0X2pNLMecis8yMzYHJJrNRHKR6LpvipLxLK2CDzp5NkwIztXuw/pXQNoMs09yVjZIRIGTcctgdz78V55pWny2hin2sZPvA46YNeiatqF/NYRr5J8yQgMzE4P4d6UsOrWQKs0+ZmdrBt7G4gmuML/ArdShPcVzcT3D6nbXcaMzK4KYPYHv/nvW1f6PKbMTOpd8gks2etGnj7LCpmTagGC/pVex5I3juP2nO9T0qDW4rjQYZGVgVUA98EcGnNrRkjiFvnJAByK818L3IvfEs+kXuq3VtYzzERyRTRoidyzGTjGM8DknArpvByXD6zq9rdvdYsZ/LRbjAdeWGGxxngZxxW0ZKRzyjZnT6vr7WOn+V8oaTCj+tcJrV6b2eOIj7uC3860fGsiLeW+WIVRnBPvWZcGASSKoLSlslz6Y4AqKktGbU47HNa+721sJUHGNp96ydKvpIbeMJxt7Gug1eEXVvHbno74rnE0C7jmbypCgHTNZqHOhynySOttjPcW5aAqH64zViy1iS81qy08RMLcuUmXcDvPYA/Wub0aPUf7QNpJcsI84IBxmuik0x7fUYGjYIw2kYHSnTwyTbYSrOSsbZ0IQh5riSOMrKWVc4C57Vzus39vb3TJGBKZEIJTse3NdBq8FzcfZ43l2oCQxA5b8azNW0OKKCNlyMErwKIYeN7sHWdrGHpltd2+opeowBQbi/qa9Mm12S4sbe5ikRlbB3D3Feeaq0un6R5kbnDFQSvUVJqmka14U8KaVdXV3cxyXzSF7coQIMbSgJx94q2cdunUGrV4Np7ETtJabns2tyMIYwDwWYmuM1yJDBkrkshJz3xRRWv2TJGZqSDUtAsobgtsV4Auw4KjC9P1qcSMl4xX3oorycT8R6eF2Zz00r28zpGcBWIA9B6VNY3UhjZzgkZ6iiiso7msvhIrlRc2C3r8SeeowvCj8Kjs4kW6lIH3l5ooret8Rz0fhKVyiR2t46KFYZYkfxEetc3a6rc6NrcepWmz7RGTjeu4fMpU5H0Y0UV0UjCqaGkDEsseSVXaBk/Wk1SV9xGeBRRVkx2OZunJYjNQxgHdnsKKKtESNOxiQooI6tzWpoQA1gDHR8UUVoiDvpwN6cdh/M11bqBaJgdUH9KKKcthlWFFaMqRwQQR+FcPrHGnSDHG9f50UUlsxGZrXiQ681tBNpOm2xgVYopLZJFKRr0QAuVA5ycDk816E8zPektzlwOp6UUVdLqBx2sXc1xdzSSNltxA9hmuP1CVzuyaKK5nubrYwWOWOams1DXsIPTcKKKtGTPSxEqrbgd1rpr7CWSYUZAU5oord9CXsVbu4ZtLfIH3B6+tY6OZNNmVgCOaKKFsByqeIJNEuLqAafp99BLKGMV7B5gVlzggggjqcjOD3Bru/h9qd5qT6tf3Uxe5uXWWVxxuY7uw6fTtRRWP2insVfFzNJqMe9ieG6ms+1kaSXLHJI5oorOt8RrS2INbcw+SycEMp/WuktESaHc6KTt9KKKulsZ19zGt1Ca4SoAJetG+mkOoxDcfuiiiuhbEI1NSZjApJOc+tUtUJ/s3OTnK0UVKGczq7MdAOWP317+9YmoeINU1LR7fTby9nmt7aR5U8yVmJZwM5JJzjbx6ZPrRRU1AR/9k=", 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", 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", "info": {"video_id": "71797", "label": "moving tiger toy away from the 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": "2b3da6f13b00c7897783679b79bbf4d8f275c5818b060b836acc535167bf7556"} +{"episode": 52165, "episode_seed": 4265111228, "split": "train", "timestamp": "2025-10-13T03:25:26.371070", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4265111228, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bathroom door without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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DET2ArlbqYzTs2c1ta1diKARg8txXO5Gc19PQjZXPl6ru7HKu2w9Mg06Niy5IIPoeoqAuGH3896RJCG68j2rxnue0WF+S4I/hkGfxHX9MflT9wztODz3FVpmzGHB5Q7h/X9M0rOODnPcUmND3k2KBnpmubuTmX/tqf51tzPgVg3LDzgP+mppS2KjudD4KXz9WBA4V935Amtm6vhLfTyZ4LnH06Vj+D7V2aa6jkEa22ZW4zu7Y9qrXLXMtyLCOLZLcMDHcOSEGM5U4HeuvCJ06Tn3Zy41qdVR7I3hqCI3LVdgvI5sAMM1x0mnSRXCTys4ilHyouc49TWnBf20EYWNHDEYBI6H0Nd9KrzK70OCpSttqa2oyAbCffpVGOTemQGA7bhg1NdtvRMY5FUxIQ/OARXmYv+K/66Ho4VfuV/XUew8u5V/4ZBsb69v6j8qR32niklHmxMA3J5HsR0/WoWkEkSv0yOnoa5zdEcrhc49awLqXdLMD/wA9P5gGta4f5TWDcygTSdOqn/P5VLLRs6QxaSfOfvY5qzMTkj3B/MVS0yUCRsHq3PPSr77SCxGTgVwVF7x6EH7qIh8z7j34NZ93GPMZWAKnqD37VoucnHSqV78xDDvxUopnB2d/PJqV7bXMh3yPsOenXGPYEfyr1pX4A/nXjniKI2PiBZ1+VZwGyP7w4NetIXyCzDGOmOc16b95KXc82aSSiulyZ22SJJ2B2t9D/wDXxTwrDzBkDd93jpTSFkjKt91hg0yOYvEu4/MvDfUdaTRCK32eVJMyzBs5xgVl6g/+rAJOGP8AI1sTyfJmuevmyyn/AG/8ah2NU7jYPmx0/wBZXRytjIHQg/41zNsCzwjjHm5OfwrpZgH2lfX+lcWI+JHdQehCxLbSK9B8D2K2mnyXLL89w3B/2R0/XNcHa2rzzRwr9+Rgor1W2RLS2ihQfKihR9BXbl1K8nPscGZ1uWKh3LN9eLa2zSk844Hqa4DVpmkeN2OSxYn9K09c1L7RdeTG3yRnnHc1gX77lQH3r2aseWizx6LvVRErdqYTsuVbs42H69R/WoEZUJxnJ5OTUsrb4SF+91X6jkV5h6Q54sw+UZGGf4u9VvIWFXDOzcZzmpzL5iq47jIqtcSHZ+FS7FpmHqDZvDjp5Y/mal00A3dvnHTP86p3pP2nP+x/WrWlA/2hGzYwI+P0rnrfCzqo7my7YJHoQa9I0GEWWjxAjBZd7fU81wFnam81KGFRkOwz+ddzq12LOxYKcE/Koroyule8vkcmbVrWgvUz9Rv/ALTdtzlV4FV/NqhExYZqbNfQpWR4DOIbUkgfAOUJ4x2P+FEmqIyHDMOQePUV0kk0Ez+S2nwYbjb5YrG1TRIyGa1QxOOTFnIP09K8d0WldHrqsm9RsWpJIgww5HempdsIigK7k4GfTtWGqMrDIYAH1x+dPLukgZWwGGDWdtDS5smcuvJ5rDv5jHOD/wBND/KrKXZAw/51naq4JDZ6nIx9Km2hadmeg+D0Mfhi7nPBuJFQfQcmtWMFHVlIDKQwz0yOazNElWHw9a2wPKksfyq55oxXs4SFqC8zyMVO9eT8ye6t2aFSygFWyMHOBknFc9eRbMnHJbP411seJ7JSOSBg1wDJcal4yutLk1W4tYv3nlCNN2WVCwX2HB5Pp71zyXJobxfNsa91drHBbFjjcCM9s1Tkv0KEq4UkYz6e9ZXhWSPWra4GrzTzCNUMY34xnOf5CtW68PQ+WWspnJ/uS9/xrkrQcpuSOmjJRiosWHUFZAAwJ71A1yVkdOAG+Yc/n/n3rCkWSB2jIKMDg5HKmnySOFDKxyv8u9YJdDa/UuyzuVIYgnPasS+JDlgf4R+hNTyXbKfnAIPcVUlnWUZU5+Uj9aVi7mxoxZw8mehxW+pBB9xWHoIA04uO7k1txYPB7cV59Ras74PQjzzk9CKp3Q+QjuOKuycEem6sPxBPLBpryQsyPvUAj+VRFXdi27K5zfi+287TobgDmJ+cehr0In7pUdhXKazY26+HY7/T9Uv7lHufs2LmBUW4ITczxAc7VJCnd6j3A0P7TkUbXjZT3B4r0acZRios82pKMpcyN+OVSSoIODg4PQ0nmBZ2Xs43D6jr/SsCPU2WU/LgH09alfUFdQ4Y5Q5/xq+W5F7GtNIChHrXO6jKFIH+0KumdXfcD1461l6kdyE98j+dQ4mikOsrhS8eecOa6iNiwGe2K43RR5moBT0AY4rroOlcdZe8dtGXunVeGNPDSi+ZlKxMyqvcNgcn04PH41u6tqP2OyZh/rG+VPrVXQoRaaUmcB5jvb+n6Vzutaj9qvTtb91F8q+/qa93B0VCmkfO4ys6tZvotAQ7ssTzVXUZhH5Xzdc/0rn9N1AX3jF9Lu9Uu7W3lk2RvFLGix9yWL8YxnjqTgUsFnqOo6hqNnNeSxtZTFFW7wHXkjnbxnjnHFbYialBxjuKhBxkpPY0GmUfNuz9O9SQ3SsgbOM9j2rEvLLUrAbpfmT++hyP/rVSivZo85JbvjHWvNcWnqegmnsdMs6jemfunI+h5/xqCWdHQ4II9qyftxDq5XGflNSLcK2dpHrUyiUmZuoT4n/4Af51e0yfM5I7KMH6AVk6pzJkf3T/ADrT8Prm1kfHV8fpXNWWh1UHqeheFId17JcMOI1wPqTUmv3nnXvkg8R/zqPRrwWGlzl0KkIJgxH3u2P5VzV1czeTDdk7xdSOoxyQy4zn8xXq4RKjRTZ5GLk61eVumhsxXKIMEirEcySfdOa8/wBQvbr+zZbjzmhw6bCOCQTVzWbXXfDeh6Xdz3t0k16z+ZCUwIQNpUMcfeIbOP8AA13e3VkczoM7TVbeMJvC4Nc5bzOmoNagkxbdwBJODRRXLL4jdfCZPiBRHqA2cB4w5A9aylkZock8jmiiuSfxM6qfwjnJ+b6VnXTF4wpPFFFQaHfaFIz6TbsTklRn8q0wxOKKK92j/Dj6HiVP4kvU09HkYyOhPykZxXnuvX82k+Mr29ttnnRTPt3jI5TaePoxoorlxHxHXR2JfAMKPb6kGGdnlAf+PV0huZVuDGWDKcAbh0+hoornZ0dCh4ghRYIrgL+8JKE+oAyK5kSscg4x0oormn8RtD4SnMT5aHPOcZrM3ssxAPrRRUSNFsdP4XYtb3MROVDAj8RXRJwCaKK4qvU7KewSfdP0zXO+JONOf/rotFFYw+NGs/gZm+IfEJ1mxsoJNL0+22oqI9srqUReiAFyAMnPA5PNegylbuPZcRpICP4l5oor2afU8efQ43VbdLW8kijztU8ZNQwnKYwMfSiionuWthn3U4J4OBVa5ldtyk5HX9aKKh7miJvD3/IRm9k4/OuttAHmjU9GYA/nRRXHU+M6qfwna61O9rpVy8JClYxt9s8V5nqF1MkJ2tj5etFFe9PSOh83Q1epkx6p/ZN1dKbCxvUmZXZbyHzMMoyCCCCOpyM4PcGtHw9f3Opanq97dSl7iZkkd+mSd2aKKiR1o7C4jWNUUchlyQec1x2oWsUV5KqAhQNwGelFFZVi6LK7AGNh6CmP8uCPSiiuZnTEzrmRmyCc4z/St7w+f+JUh9Wb+dFFc9bY6KW7PSNdjWLS7WFBhCoH6Vl6Rp1t9qcbDteOUEZ45QnI98qD+FFFe+0vZM+fi3zfM5vxzaxRaVDsXbt2YxXGXmvanqGnW2m3d5NNb20jyJ5kjMSWAzkk8428emT60UVyM71sf//Z", 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", 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", "info": {"video_id": "161802", "label": "pretending to close bathroom door without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "161802", "label": "pretending to close bathroom door without actually closing it", "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": "a105ec25b15c32417b9bcc684b2fc3f2fd563c1e63f0ed914270b086253ee632"} +{"episode": 52166, "episode_seed": 2036161338, "split": "train", "timestamp": "2025-10-13T03:25:28.210568", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2036161338, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen onto notebook'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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OVcd+cen4VUI3VzCo+VnzvcaBPEf38miWWf4Fbe35DJpIfCF9eEeVKNhP+skj8tfwH3j+VekQaXpVkM21nAjf3ggrX0rT5NTvY4IiY0bJL7egHcCsVUk3odHsorVnndv8PLVFBubm5lPcRqIx+Zyf0q7H4B0dSGkicgfwmVjn69K9QTwzG5lU3Ljy227mQc8A9M+4pv8Awi0aZJvGY4z/AKv/AOvVuFXqEZUjz6PwvpEOPJ0y3/3nXd/OrsVnb242xxInsigD9K6V9Da5iV4rsKrDIDRkfnzVOTw/LCqlrlCGYLnaep4FS6MzRVYdDOWJCc9f5VZRQGLDB4AqdtCvEwEeI/8AAj/hVa6hnsWVJlAZhkEHINLkaWoOakVYp0QXImgMapy3lpu3++BUdlcXGlTC509xPZyc7A2QR/sn/JH6VmauTFqNpeCRkR/3Lsp+6eqn+lP8y4srhnGyJ3OWBB8mb6j+Fv8AaH45pO8LSRnpNuL6Frxc9n4qg06WKwmvmiMgKCbyvKJ25D/l2rFtvBVu+Dc28EK/88oSSfxdsn8gK6Kwuorh5fKhaG44EsbD5h6HPQjrgitiy097y7hgZv8AWOF2r/MmiU22EKcYx1Maw0Swso9tpbwx47ogLf8AfRyaveVGhAYF3/2jnFejSW0EN8kccaBIoc7QoA5OB/I0h2ckRoP+AitfYPqyY10uh528Shd0jAD0FVGmjzhAB7130pX7ZOjBGUBCAVHGc1A0UDHBij5/2BT+r+Zf1jyOKWTv2/nU8cwb8Oea6SC3gkgAkhid1JUkoOSCRUN/YW7WExit0SRV3KVXB4pOjbqP21zk9XmW3gW+WMO0JGRkj5ScHp+dQLfSM5J3zo/zNBI3zjPdGPDD2P4EdKu7EuYZI2GY3UqQe9Z2iwpcW8+nXQJms32hu5X+E1k1eOnQTk41Ens/z/r8i3aO9uTd6Rc5T7stu2Qp/wBll6q1cvB4RWU5fT7azTPQsZXP4ngflW/cWk1rc+aJWjlAwlygzkf3XHRh9fwNaiRSvyzBRjnHJqPaO1hunG9zHsPDmmWLAxW0RlP8brvb9eB+ArUaFFGHLMOyk8fkK7qz02K00C2TaFlndSTgbvmPr7LV1/K3nESY/wB0VuqDkrtkKsouyR535e5cjCLVWSSFDhcM31r0C+ID220KAZCrLtHI2k/0qo8cTdYY/wDvgVSw/mP6x5HDrISeMH1NKWV/l79K6/yIRdyI0UbKyK6goOOSD/Sg2NoThraE/wDABT9hbqHt79DhL+yW4iKYyccYODntWPDqDzxo2fJcDaEkJMb47eqn3/nXUXERgvJITnMbEc+nasZbWKLXJbSZAYLweZHns46is0rpoU5OLT6f5ldCfP8AMtZXtL2P5inf646Mp9RSazfNrMNtDd3dxZyQbgUtoTJ5uccrjp06H1q3eaQ0KgfNLApypBw8Xupq7oJmhNwZ9koYKY5gMFxz1Xsfp19qhVGlYt003zHKw+DxencqXgQ/8tbt8E/8BH9TW3Y+BdLtlBlia4f1mfA/75X+prqlilmbhduTjJ/oK7L/AIR6ytDaQtCrOykysSSWwOfpyRVQU6miJlyQ1aPOYtC06H/l0t0HokIGfx61cS0VE2wxrGg9Biu8bR9LLZ+yKT7k/wCNUrjTrH7S0JtlEflhhh2z1x61XsJDVeK6HFssUbcHc1OVlJxjNdO2h6aWyIWBPo5qCLRrOSMhkdWVmUhX44P/AOqj6vIr26MeMoe2eaq6nKLeNbrzWSOMjzAozkE/41vz6JBFayyQNJvVdwBOQcVgyxJd28sD8pIpU/jUuPK9Q5uZPlK015DdK32lU+ysflmjBwns46j/AHh+lXrO/vdGZF5ubEjPByy+6noR7Vi6RbtcwSQmTy7y0by3YfxAdCfXipVNxZTGOJAMnJtmOI390P8ACf0qW3TloQrVoX6nQQQKp5yzHuRXW+FoAn2i6f0Eak/mf6VziRc7iK6sD7B4dWFeJZEwAP7z8f1/SnQjeYqsrRHwN5tsJTkGVmlP/AiSP0xVXUtWsNHtTc391FbxICxLtyQOuB1J9hVwKqoEX7qjA+grhPiN4YPiSG1ZJzE9sH2nGR82Ov5V36X12OZFaH4j+Go4Uja8m3AckQNjrT7nx/4Za1kVdTUsVyoET9eo7Vwdr8NLi4hjle+bLqGwE9a0ofhZCSBJcyn3ziiVSnfQpQdjp5PiR4YAyL6QnOeIG/wqG58TaN4ihVNOvA9zFljGyFW2dzz6cVjWPwx06SBHmMzNjDfvO4OD/Kun0bwjp2kJKtpAEMyFHc8k/iazm1JWSZa0dzn7+0+2WEtv/eHyn37frSadO93pUaXcWGA2sG7kcZq/JG0LNGww6kqRUBIAIA6VyX0sauK5uYtaNC8HmoGLx5GzPJUc8V23hi2L3r3BHEK8fU8f41yOhLuM+ecbf613mnuNO0NpuN7Zc/0/SilC8xVJWiWllMlxdS9jJ5a/RRj+e6sfxPq0+ieHrvULa2FxNCAViOcNlgO3PetO2Qw2sSsfm25b6nk/qTUV2izoYzyCOa7epyo+erv4g+KLu7mkS+njZm5jhjChcHhemeKfD4u8bTLtiurxvcxDP5kV6xb6PB9qu28pB+9A4A/uiry6bAoGEWnKrJ7RNEorqeOx3vj26d1S4vwc5b5wvJ5rY0PSvHDX8UlzqtxBDuBkzN5hI7jB4r0hLeKPUpF2KN0YI46kH/69WdqK3Sk3MLxOZmh+zXssWMKrfL9DyKZHBEl21yqgSMoUn1rV16EGKO5Qf7Dn27Vko+7r2rinHldjpjK6uTSkMCpAIIwcir+m2pu72CHHDtgn27/pWXLIETJNdb4biVZ5rhsARptGexP/ANaoUeaSQSdk2at4+6/giH3YUMmPc/Kv6bqYSetQ2zmeS4uH4LSbBn0UY/mTUksgC8EV6HkcSKF+3+kWg9XY/wDjpqJj7Uy7kLalbrkbVR2/HGP60/INV0GRSEi6gY/xK6fyI/kaex+cVDeNtFu+OFlBPsOh/nUrHHNFhow9dt9l1FcKOJBtb6j/AOt/Ks2S3imkhd1BaJtyn0rpNQj+06fKqjLKN6/UVzMcmQBniuOqrM6abuiy7fKPWksIYkllZRycZHbNMZwqkkjirOjr5hnY5xx/WsXsXc6DQ7UXOqQjGVQ+Y30H/wBfFdNNL5upSnqIown4sdx/QLWf4fjW3tbi6Ycn5QfYcmp7V2kiac/8t3aT8Og/QCuuhG0bnLVleViLU7+HS9Nur+cN5NvG0jhRk4HpXkWpfGCV7+R7HTofIxsQzOdxAOckDgHmvXdRhS6tJbaRQySqUZSMgg150PAmjtql1/oMRxt4xxk5zgdu1dEZqO6uSlfqc6vxfvcfNpdszdiJGA/Koh8V9WMknk6ZbZdt2MOccAf0ruYPBulQjKWcQ+i1Zj0Oyg1AKsKjdD6dwf8A65qPaN7RLsl1OI074heKry6WNNGglVjgqY2QY92rp2hNtcvCeCD2PauijtIY24UAfSqGuW4QR3Sd/kb+hrGqnJXaLhJJ2MaOxWLVnvUbHmR7XUdDjoas3EUc6lXXOenqKjWTOMU5n+Uk9K5nruapJbGzbETXkUP998H6da6eeCS4mt33ALE24qe+On64/KuLjlNlcpcvuOzkIvFdBB4ospEBZpYz6PGf6ZqqVXkM6lNyNl43xwVrPu4WkjeM4O4Y61Ul8TWGSPPk/CM/4Vlz+KbFSxDTv9ENafWER7JmlBZ+RbxRnblECn8BUgjwegrnG8VWpPyx3JP+7UJ8VRj/AJY3ODT+sIfsWdFb2zwRsjMuC5Zeex5/nmnYK870A9zXLHxFbyHm2u/qV/8Ar1Cdctt23yrsj/c/+vR9Yv0D2LLmvQ+XeLMv3ZV5PuKx3wPxqe61G3u41WNZgytn5kwKwdP83VfFU2my6pPaRsJDEI03ZZULBfYcHk+nvWT956Gl+VanRaRKVknUZGSo6fWvToxA1soKgrgfKR/SvFvBF/Pcx3z3EryECPYW7Zz0rroNTvoVJjvJQmcBWwR+GanncJaDcVOKO+Z4wO35VTnmQYwv6Vxk2u6iel2+O+1VH9Kz59Vv5sbryYAnGA2P5U/bSJVFHaPMiE7YwMnnGKha9jU8qB9WFcC8k8h+e6nP1kPSk8gSHG+Rif8AbPAp+2mP2SO6kv8AH3BGPQsagfUZwekf1FccdPg6kM31YmmNZQsRuTOPUml7WY/ZxOsuriS5s5Y3KHK+31rn0bGDnkiqa20CnOwY7DNUteu5LXS2kglMcm9eVPP0pXctwsom48inbnGB07/lXb6Ayf2aCSQzEk5715LqXl2uhwanp2tX8oa5+zbrmNY1uCF3M8XfapO07vUe4HVx3dzHJuhuZogBk7W4/LpTbcHcWk1Y9BTyI12oFUdcAVBPOgViAT+FcTJreo7cC8fPsAP6VQn1a/cEG8mAHfdin7aRPskdpJOqnIjBPrVdr0L1AH/AgK4OWSeU/PcznjvIev50wQqfvM7H/aY8mn7WQ/Zo7ttRQDKmMe7NUDamwGd8JHrmuOGnwYy6ZPXk0hsrfBXykxSdWY1TidgNSLnmWHHpkf41zjgRzyAMCAxC46VRFtaqQNkYA+lP82JFwronpgjik5N7lKKWxceRdmCVx3zV7TJvLWZugOMA/jXJaRPb6j4vOn3up3FrbyybI5Yp4kWP1LGTjGM8DknArY8P+cmpazaXT3DG0m8tUucb1wWHzAcZ4GccUnGyuJSTdj1SwjR9LhXdlWQZwe/1q0sUUcSoOFUAAZ6CuJtdevbfKDynjUcBlII/KppfFNyqjEEIz7k1SrtKxDo63OmnMS/xc/Ws9lt0kd8nc+M8+n/665m58T3zg7EgGO+0nms6TXNUdjieNeccJ1prESD2J2vmwjjcf1qKWS23rIVZnXoRxXFNqGpMMm7Ppwo60GbUyOdQcD2UCn7eQ/Yo697+AHBibPvVa7uY7mzlh8sgMvGDnntXLvc6gQB9ucEdSFFIt1fg4+2vgDklRS9tJ7j9klqiVJeA3r0p7uHAUsffFYet3U1tpZkhlZJA6gMOuO9V9c03XdC0TS728vLoTXpk8yApgQYCFAxx94hs47fUGpUWwckmdhesdx56DIqJ/kAUdgKKKyNOhUkO4ZP8XXFVD82RgdB/OiigSFzhd2BnOPwqxEgZie/SiiqGxZAApwOg4FQsMZoooEMJwFA6HmuRn1KfSfE019bbPOikbbvGRypU8fRjRRVwM5m74DwsN+MA48sDP/Aq37i5cLvCrkdOOKKKxqfEaQ+EzJ76YEABfTpVKe+uNww+OewFFFSxlGW+utzfvmqsb66IGbiT/vqiiqQyJru4PWaT/vo1Xa4mLHMr/wDfRooqiGMaaXk+Y/51U1B2ayJJJww70UVcSXsWdX8Uv4gitoptJ021NuqRxSWqSKUjXogBcqF5ycDk816Nc3DBSNq4ABxiiiiqTT6mPNfzdMJ19Krz3c+zh8ZHYCiiskWtyhLd3Bb/AFz+lV/tVw2czydP71FFCAiknlz/AKxz/wACNQ+Y7Hl2/OiirYxCSf4m/OkBJXJOcUUUITK9rrbaTdXUbadp99FM6uY72DzArJnaQQQR1ORnB7g12vgm8n1W51q+vJDJcXDpLI+MZY7j07fSiitJfCZx+I6aZQp2rwOp9zVKYkdPWiisDoZQnmZAMAdRWdLqEyMSqp+VFFHUCudYul5Xyxj/AGaYdevv76Dn+7RRVCIH12/DkCRf++RUba3ff89R/wB8iiimiTP1XVLyayKvMSNynpVS68T6xqOmwabd3081vbyPKnmSMxLPjOSTzjbx6ZPrRRWsdjKe5//Z", 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", 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", "info": {"video_id": "183961", "label": "dropping pen onto notebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "183961", "label": "dropping pen onto notebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d3a7bafad9a4fe018ad45a1ac7b2947c4908738aff66479b682425e27538d065"} +{"episode": 52167, "episode_seed": 2412903970, "split": "train", "timestamp": "2025-10-13T03:25:29.572561", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2412903970, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'painting brush falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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"info": {"video_id": "43501", "label": "painting brush falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "43501", "label": "painting brush falling like 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": "974075d01499b2f4c78e92a4df70aa52cafc63a11ecf11fe13ae40ff51b5abcb"} +{"episode": 52168, "episode_seed": 4244431526, "split": "train", "timestamp": "2025-10-13T03:25:31.409435", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4244431526, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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ubUsXCUeSy8/0sXE1yzhk3RiVURwyxqmGcoMoxbPyhiclRnBqwk66jpp+0WvyhDhBKQzlUUg7jwF2g9vb0qIW9heWuxI1VCoMUgTDA9AD+IIOaXSL5YrSER3MtvIj+VLJHGrLGxJI3552HB6enNI606Uo81NO6fX/AIH/AA5c00RNCZJH8uFbK33GQkDHzdyT/LHXFZ15q1xqggjsZLe3FxcmGNSx3qOMEnsDSJBNe2Kwx2jzCe3RV8oqqLLlyuSMdg2AeaxYYrC6uIlPm28SQZmkC7vn7H2BJAoZtSw0JSdSWrXzsZ1+VksHsJYkMqykmbOSeMY+gxXG3MDwOUdSCK7WN7i+hgsYYldo2d12j5jnk5/Ki/gi1y5klvJIrdvKOGVcAlRwPxqNyMwwPt480VZq5wWSK1tKkLpLk/dxWdcwPDIVcYq/oq589iwVF2lifrjgdzQtzwcH+6xK5tLX/Jnb2krxWiWbywyERb4hGDvGfmIHHPceoIz2rTfWopIrVx5rS7Q4g2IQjHGTu4IyPu45HXvWXFeyNergs7QkkGXh4uefYAitHR7Y2hJkgjlmmdvKXkic4ztHvzjHFaXO+jiIOT51r/VzX8q3MBVEi3Kwh+VBmdsAKR0O8gseeDtFWBd2okWJpFiEzF0jJZmKblAyBn5jhiRn19qy00+LWN15+9t4OnlOp8xGz13H7wyMZ9sYGOY4dMNhrUcZw4ZPNjYrg8EMDjsQQM0jrUKcr80tV0JbmAy3N3LK0EqmyEkcRjLFBuQ5K9FJzk/ritV7bT7GNgYo4vOkwkKR5Zm5OQAM96zb9otqM0Hlk2sgWT7RHKsoDBshugbJOQOelUtUuLq41iS4TUYh9ni8+EI3CZ/gHvQL6v7ay2X+XpciuNXSe7ijWGO2tS5UzmAbuuSf8frVA6rcNb3Ep1FklST93Gq4Dhjz+Q7U6Rpkg0+HUywsX8yeMpgsd3BOfqBWdCLVrG4MnmfaMr5WOmO+am56EcPTjpFfr17/AJ9jWg1ya2aJr6zheGYbwQgyff8A+t71Wv8ARdA1x3ewl+yXL5KxbDtY/wAh+FZjiWzuLdruJmj2h1Qnqme1JbapJbTz+SFSOcFCjAEBT259KL9zlrYelU0a18tjs7UrDeI86tl1+YDBdedylvVvmxmrGo+JIZNONrZjDTIUnJj2lF24IHqxwc9uBWLf3S2cGAzGcggI53FQepyOh5z+VXLbRri70+WDT1R5Mq9w8k6qY0GTkKcEL33c5qzgoUKXOqlX/gf0i4Lq5Sw2XTTWtxCEBjS3BibCfu89t5z16VagmkGkO0cCxSLIDsd968EjHuOO3Gc9M1z8d3ALZza3k8TZMWHBdJsLjdnsT0HpRql/JpWggIsLLLhlROVRizBgp9to/M+tS2YYyDeiXX+v61JNT1qO0uiEdzvSN3Ukhclh83Unoo6cjFUtI18POgnCSwx7Wi3JwrYbPXqRmsC71QvKsiC45UAMx6gDj8Kp2VwfOIiBVg3OW985rPn8jzfrUuWyizu7zXdBg1drG4uPs1lPCPNhEZKOzEZDHqqlTng9a4DxX/Z8eoxw6b5YhjjAbyjld3TOe+QAfxqhqiyveySOuGBwwBz+NZ9Nu5c603FKSOr8MzqY5Fc9cCtnWXSXR41RdrQbsojHEvfJHrzXH6XOIR1xk1s37m4tEkRypBzkHFNGEXaSNPwu1ztnMayom4Rq0YGGkIIC/QA8/Wut097PT5XkkCQ7JPl2qQu1jnG4dAM9a43wdk/2gV3kjYAy43c5zjJ6n19M1rahMGl+xpIm6Q7pJBxtAB4IHHofwBq47Hqxpe0XL0JfEmvxzz28MUS3UNs4YnJIlOMEA9cAfyzXPzXqgoS8TqvKtCDkHGckfjyfaptXt57GSGRVmiijj3Gcpgtkn8Oh4GTxWG0kjBF3h+AoZDyBjgH29amT1Cqowiow2OttvImlWFohtkTaWwOp+vfvXRaQheWJ1RPM81GPlIADiQgHn5Rwp6cHOK4ew1UQ30CYLOPmxjIHXH+NdVYyWEloIZbdh5RG2ZEIZPm3dScYqedI4IYpUnyy5vkmzo4NAt9Ws47tZ57dp4EEW1tyQr1II4yCc8cYzVe9N3rWiusztaxGXBcfvN5BKHpjYN2Bz1B+tXrnUxpVkVa2vBGrY3RgEDPT6DGMdvSsm/1eGCGZGinaORQ7SGbfH84GOFH3x169qOdt6IdLH1cRU5Y0pNX0bW2vnueY+INAksGSaNW2OhLqxGUdThxx2Brm8lTXbatcRzajLO6F4iCkLhNu4DgMR6nvXPanpTwWcd/GUMErlMA8qw9R2pnVicG4w9p95Ba3TI6nP512rAELvjTEL7yEUqEyeh9eAMemRXnqNhhXoNy7bWAb5cbstnJ/2iT3Pp6U0c2G6lk30NnC+Zgyx53FWBJBAx75Of1NUtMliumk2W7PKkjS+WZAqqGxt2+rZ7d8VhTus8zXDnEQzgH7x9P8mrmnNK0cY8qKUoGby8fMFOMtn+VFzqp01BN31O60by7nz0aRiU3uUZ/nVznIJAx2JwPUVpQ2EEOy6s1lWK6XY0iOyHIyxbDcHIBGD6e9YHhy9htjcTy5SIKV3FMmIqGJB/vcc59a6aK+02/sLWb7WgjDSOx83buV1xjkHHH6mhyUdzmq4xYad5ytFiCBrqCazilXz5lkCdWQrtQtn6MzEY5BNOjtf7CZoroLd212qQxskBZnCclGQfn9BntipbRreG8a5XUnnhjOE8zLlQVAZcgAc7R0GcClutYtLmUTJeIfsjBy6Qs5jH3STyPXBqfax6akyzmlzKnTvJO2yd7+rXTT8TlNX068bWJple3gIVzAIG3fdbBXKgDOCT9Bisvy7aFDazQPI3mCSOcZXfD9PfrmtnxHq6G2lntp8u+wDawjIfbgOF642cYPc9q5vR7m5Gq232ORrm4ChVVxuyMY24PbHaqTufQZdVm0nLRW2ennqaHiHQLKbwxNeWsMgg88i0mIG5uBlW79c8/SuK0HEcspYPlSOFQE4wc9enSu4a5/svR3e4QGG4Yp8g+ZWU8qfwOfwrkLYRCW4KbmjJXLchm68Ae/Sm1qebjaLpYmXXz/AK6m9pe7ziZGRtzbWYDr6cn2J5rp2u3iOmGGaNJvtI2CRx1IIzu/hA4GfxriEvJIFd0YoTgYHGcex/H/ACauQsLm6t31BpWW4wpWJfn2jgAD0zQmRh6LnU5nt/wDsLNtphBuEmKlg6K2CqEEMNuOTkBsirWp6PdXcSSRSBJIR5yBAxO49FGOhOB+P41kLdvdWcR8/fLGu1hHGElUhenugA59eldotvE97Yyu+/5ceaxO3aSSe/485OTimOrXnQmpR6GDFaQvcIYyqpMxQmJm2sZMK52EfKc4OCeQMVR1jT2uHcmwaO1gjALQINkckjbjg9WXnIz0zitkJex2scy20cgVhvgSRgR+8Y8KACRhgevGK2dNLWOmW6PHI0kEYj+Ufe7E49Dzwf61PNFbsqWaQofvOdP5/f8A156HF+KNG0q1sxcwNcAn5YYA2QoCjLdCcZyT09q58xyP9khuIBaxJiJpyhH3vmBPrwc13a239naNMiW80Z3szSH5VnwTkHk/NscqMVwupagDPLaxQxSxxRCPzSxO3nIxnuo+X8DSTi9UdWBzB1WnTlzJPf5f8H5k8GjG6mjnuLhJrWK4W2IDnpngj/Z5qPXrW2tNXt7ZIoWt4UTBP3mJGTnHWptO1CKyuLG7tI2E8St54dBIp68gH2P6VQ8Q+XDeyzQIjQbizkd2z09s5qmrIvNFUjVjro/l/X/BK21rLUtl/C5aMgvHuwT3Azz7V1NwITpMrajamaVbYSxOrbCj/KWQ+q4dTj/GsqfSHWYO12JJMYEkoz9AD1YjgAkVdfdPaXGnXG+6meX7WZFl2lGwAwYtgEHHb2pocq6qKMlo1vb9DJtr39wtnE9wZHlfckbBV2lQCehx059hT9UiExT99GmnwwlFTd9zLEHA65yN30qtDcThJbeGBRLGWV3jUZwfuqWzhsk449KlfUDi4WfSFGHcmPacoz5GcnrzjFSZ4ionJuK/L+vQ5a9SW0lki3xuFx88bBgc9CDUEmIv3QTaJArFicnFXrh0dwziKEbGDJGpI3epz6+3SqpBV1ARMvCPunp9fSpPNk05FvS0jmnltAhkeUqkbjnb8wyfyo8ZaJDofiCe3thi3OCg3btpwMjPtmtLwxbi3uRcbmJQh8BCeQMg/TnOfar3iKOLUvtr3MyrKCDCdm3nqePcEe3P0p20CpF1I+hwMcm3j3rasbtSnlScqfWsaeCSB9sikHqPetfwjpUGva8NPub6S1DQytGY495d1QsF9AODz7UkefLQ1NKhuoJLgWbyZcjCxk5IwTnj0xVzSpFF4nLGdnVI+MhckZYn2GazvCi3l5PLNBczRSwoNsgA2DP94nt7d61ks7ixmZ4DECwZPMPG0EYJAPTHr2z61aPdwmJTw/s5LVrf/Mqa+8YsI0WacAu4Ntn90jDqy89wc4x3rBZ1MnyMpxgkquM8DjPpWprssU6RyBn3oipIm3K7wACwYcHIArEeSLbhAQvqOTmpluc1RouWpnkuBdLGdytnAXOF+npXYwaq+oSraxyJAZeGeTgcD2HfH9K5axeDzY5fPuY3L7R5XLAEdffnHfvXZ6HaqmqWVzJHJbLFeNbLgCRlAQnDIAct+nJpxNsO42u1tsaZ1m6fSxp+mTi6tILAC7MsIznJ3Bc84AI7/wAOaz7LR7m/sobW0vohHcWxu7gP0VlYgKSMkVTjLqrRadJKbyfzEmVTgsvJII6DjtXXadbR+H9DnJgkSee1COygE5x8x55xyB7ds81R6VeaoU707Xb7avzfz2OLjskZ7ZX/AHpCsoVz8u8cnn0xWraaJpmpWd5byp1G2GTBUKuBhjn0z361nurqbR1LqJUldjtxsXHB9+5qFNakk0SUwTzR3MUiSbkbHmdU/PG0+lCPOliJtO7OD1Gxk07UprST70blQfUZ4NbV/dXbM0M7EFCVYcde/StbxxpVnJo1t4gttTvLlpLgWm64hWNZ8JuLx452qflO7nkc9QMmZLl9PhWR1kjXLK2MNk9Rz1+vrUnJhZxjKWgyBseUkUuwhtvmgcbjzgjuO1EUxluZ5ZWEzBcl9+3uOn8qjiO1vLkHlIoYBj/fyCCfyAqKCOIu5mYnaQfl6Nz0z25IqTRNczZ1cF80OkeQ5LfaZMKytkRJyD9SQetbujX8VjYXFlfRrujfCFgTg5z69Ov1zWHotxE8yot5HC3ylQY9wjIJU5z/ALPp14rfIhmhhspr5NReKU2cMUMH71csV3M2PmAAG0ZPXtirR3UPZtOEl/n+Ra03UriO6n1J2ghsTbylVmYDzmX7qgDnduI6Y6nFUry5u9a1ndBaCxle2aWaJXOJVUbsnjJyAPrjNR3GmwjTLG1M1vvW5uEdkB807T3U9Ae2aZbLPrupgTOypbWphWSEbRIAcAEj1yeeaZ1whSjerFK6T+67tp1uVLqyv5bxdRuLWOBLyJpovlBU5HAAHT8agsNKjj8i4SSRZN6jzFYDBPdfXHSur8TTW9zqlnbWskW2CIDjI27Qcsfp/ICuXtdRjiWza48tIWHUjO3Dbjx6H86Vji+uTk02rFnxL4ceGyaWGcTxspO49S4XcRx+P5GuIS7CFiyH5gB8px0r0Kxcar4mudD1XU54baZ9qtDLHGkS9QTv4wFPGOc15/e2p03W73T54rjyoLhlZZABKgUkYbHGcdccelKW9zGvjVW92putBbaV7m7RiMIg5wOgroJZEt7HzhaXIvHHyXXmkxbe5GeQ3bGeK5my2rcq0jkQq24453Y5Are1CSRbO1hBfy5V+0gZOwb1APHTIbP50IKSTmktmb1ndLLc2ay+RcuDGMQgpIcAHLHuo7+tWrm9SPxQssF0/wBmXdb743O0/MWJA/4EOnUCsrTZL22kkmuGLTInECHnaoAyce3+NbSadDbBoZdKv5bZmYtJCVLpIPmUr1BwpwR/hTaTVmbOjQqPlqrmT0tv6/cX9VuRYiVzqFxJnmMMxA6DAx/n8zTtSudPuNHSVry4sryaAXEcBZ8N1GM9MZBx0xx1rItNNu4NdtBKWKl2jlPleYI5NpJQr3OO319Kp/a2kgurjV/OmaS38qzlY8rt4Xg9Bip5IroKnk+CukoLTXRLXfS1rdLsbd6mr2xuhutr1zH5YQfKUUcvz0JIHSsaaymu5lMZcSyp5krSHAbJ6/ia7zQbeV9LnvdQgiIt9OWCBdm7crEkZzxk5HTp7ZrmfNWKSMvnhHIGDg4PHHcgkfpVWNZV6VJunTjaxPp8Wow2MU1tbR5st26ZACXzgFWHfGcfnXFXsYiuJlfIfgoPrXdTahcWWiNcWk9wry3AYSJgDsckj3PT2rA8b+GNR0TTNK1O8lnaa88wSRtGcW4XaUUn1IcnHbp2NKWxnXx0ZRUJR17/AH/qVZLu4x5ZnkK56E1sWD/Z9LeRVVnliZmZs54ZQAPQfMaKKtHbXSVLQseIdKttFhtprbezPcDIlbcMKMgfTmsqS7e7nslkCghC25c5ySaKKk4JtyV35/kczckrcLjgcjH44/pTUAmfa/TqQOM0UVB57WqOm0S5a3sZpUSMux3ZZc45xgegPf6VoajciKxmvRbwNLcSGFg6ZUKvTA7UUVp0NIfH936GTrkcV/4eu9RlhRbiK6SNCgwFTb93HpXJ6VqtzomqR6habPPi3Bd67h8ylTx9GNFFS9zkxStIveH7ma3E5hkZCdoOD161rTX9zISTJg4xlRjIooprY9jAxi8PF27/AJsbqcCJpUbDPKhjz1JGf61jwKNv0VeO3JooqZHHV+JmzYMAsq7EIVwq5XoPmP8AMCu68GWEGpiO7l3xziZirRORtIBGQDkZ4/WiimhRdr27FLW4jpGtXFpbyM0awG4YyAMZHIP3jjnqa0ZXa606IzMzM6shYsc42jHP60UVZ11m+SLObg8y6u9N3zyqJo5GIRsbcAjA9BgVz+q2sVtY6fOgJeRWZiT1w2KKKlnNLf8ArzLHiHxTJ4i0/wAqfS9OtjbLGkT2ySKUQZAQAuVA5zwOTzVKS+uHB3vuIHU9aKKSMqCXvfL9SrA7S3EatjAPHFS+YTc+cwDMoOMjIHFFFBukr/I6zTra2/soXxt4/OQpGRztbI6ketdHJYRWcjW1q0kMYlhOFbPIfaDz3A5+tFFMpSfurzKF/mSS202ZjLE0r3DO+N7ORk5Ye9X/AA1fXEsMSq/kpKGG2MYCfvMfLnp1PSiimdc9YWfn+Zn6tczW0pnWQs5iVPnAIALOD+iD9a5G7uZLmS3RyBsjYKyjBxkn+tFFJnJMTTvE13psTvJa2WoCeZQy30PmAFR8pBBBHXGM4IxkGomu5tU1S/1K8fzbmZxI7HgMzEk8dPoO1FFJHC/iZIir9o5UE8nJ56Y/xrWtbVLzRLqWR5AIld0jVvkXA6AelFFNHVS2M63kk/s2O5WV0kOfuHGAAFxx2xW9aaheyQ20Qu5o1U+avluQVYMFyD16MaKKSPRw8U1G6Op0u2jTWYLaDMBTWZUWaM/vAvlE43HOfxrm7GNb3V5bC4zJbwySBQTgnhuSR1NFFUaYdvklLrb9Gdfr0S2VnJbQF0jWMgbWK8A7R046VyN+nkwW0qlt0di7Jk9DjJP4miimzy3qrsxLOeVvD+oRF22gwsOehDdvzqHxBr2p6hoVlZXV3NLDDK8gDyM24sF65POMcemT60UVBz4he8f/2Q==", "info": {"video_id": "34127", "label": "pretending to pick a pen up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "34127", "label": "pretending to pick a pen up", "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": "9e660956f9d26be77ee6515000fefda73cea4ab050ba96eacefe5d2110c9f6e1"} +{"episode": 52169, "episode_seed": 3209192358, "split": "train", "timestamp": "2025-10-13T03:25:35.766358", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3209192358, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'picking puncher up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "47823", "label": "picking puncher up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "47823", "label": "picking puncher up", "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": "6ea571b07a152b3d2e88b2ac5e3d4fde025422fd18590615d45c9d8315cb5f8a"} +{"episode": 52170, "episode_seed": 3294592701, "split": "train", "timestamp": "2025-10-13T03:25:38.503152", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3294592701, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cable'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "88564", "label": "pretending to be tearing cable", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "88564", "label": "pretending to be tearing cable", "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": "10d5cfed5e94e758ffefe1440692954b0506da83a36560ddc400324faaa540d9"} +{"episode": 52171, "episode_seed": 1473141230, "split": "train", "timestamp": "2025-10-13T03:25:39.984230", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1473141230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 skis with umbrella'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "54358", "label": "hitting skis with umbrella", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "54358", "label": "hitting skis with umbrella", "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": "6cab14b1ef4412aee25318bd7ef80bf2aa87f2e5834a245eb3b48dc0e55e1579"} +{"episode": 52172, "episode_seed": 2346393362, "split": "train", "timestamp": "2025-10-13T03:25:41.993795", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2346393362, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting a notebook with a remote on it slightly so it doesn't fall down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "134084", "label": "tilting a notebook with a remote on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "134084", "label": "tilting a notebook with a remote on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dd0b3e2e810b6da02de825f204848371a4668b42c2fae84f2d04e3beda0a8e14"} +{"episode": 52173, "episode_seed": 3326445785, "split": "train", "timestamp": "2025-10-13T03:25:43.752461", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3326445785, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bowl from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "51", "label": "pushing bowl from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "51", "label": "pushing bowl from left to right", "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": "3f3f3230a064ab43b60da79c1fd9d37245f1314efb1e3be74f266aaa726c3564"} +{"episode": 52174, "episode_seed": 3051389433, "split": "train", "timestamp": "2025-10-13T03:25:45.917889", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3051389433, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 guava in the air and catching it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "177103", "label": "throwing guava in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "177103", "label": "throwing guava in the air and catching it", "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": "fad75495c9d5b6368435d9769dd65d2fa61804fc57df29ba22b28dfcc4356d9d"} +{"episode": 52175, "episode_seed": 1108396789, "split": "train", "timestamp": "2025-10-13T03:25:47.923462", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1108396789, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 meter 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": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "80652", "label": "unfolding meter scale", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "80652", "label": "unfolding meter scale", "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": "18d78b2aa7898ddeae20d473cefa881b3e0dec65ffff976af95478bfbe3c8015"} +{"episode": 52176, "episode_seed": 3149958306, "split": "train", "timestamp": "2025-10-13T03:25:49.655262", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3149958306, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a beanbag from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7112", "label": "pulling a beanbag from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "7112", "label": "pulling a beanbag from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5d882e39abea75020fbdcb99114feac72cce8af777133fd2cb97ecb432bcb813"} +{"episode": 52177, "episode_seed": 1494777619, "split": "train", "timestamp": "2025-10-13T03:25:51.064128", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1494777619, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hdmi cable out of white bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167611", "label": "taking hdmi cable out of white bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "167611", "label": "taking hdmi cable out of white bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "048d4c63360a092f51babaea5e240b4aca6f2bccc6fbe17df05a2e98d54f0caa"} +{"episode": 52178, "episode_seed": 3140633168, "split": "train", "timestamp": "2025-10-13T03:25:54.303215", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3140633168, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a battery roll down a slanted surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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u87jn+Kumnsc817xZtDttwex/nVbV3SexeF8FWBB9xUUV1iBQejdPY96pX026IrnrXbzWiYct5HG+GdRj1fQNS8OQuiXVqWMZXgSruOD+fB+tYrX80TLC5ZTHxtPY1z2v/bfDHiR7ywleB2yUdPfqD7V118lvrlnZeIbQfLdALcxj/lnKOD+f+etc8XpZGyXKzkkFW4Rz7VWSrMZ4rYwL0CfMCrbWHatnTrfzrG/cj70bLgdOB/8AFN+lYyMqxlm6Dn6V1elRfZvD++QYaQDr7/Mf1NYYmVoW7mtBe9fsY2k6emmaclsnYliSep6VqRuUOFwR3Bqru6kCpIj8344/CuG7O2x1uiz7Rj26V0Ml2DAOcf5NcfpsoQjnjFbDXBeEZ4GT/OuulP3TmnDUufaB5XqN3NNuSqoVXhW6j0PrVFJDskUHpyKSW43AgnqM1pz6E8pwvxEJb+zc8keYD/47XGIK7Hx+wZtPPf8AeA/+O1yCVcdUZT3JM4Wu88KWwttGEzDBbLc+rf8A1hXDWtu15fQWq9JHCn2Hf9K9JuHSDTkijGF7Adh0x+QNYYmVrRNqEbu5kXUf2kMHxycmtnRwsIjjTgJ0NZKDIGSOTitPTmxJhuRkVywdmdElpY761uNsRwc4AH6UC4DShjwBWRDdbYzj8qmjl3KCe+f516CnokcnIaE0olRF3Y3E81nzSESLntwf8aQzYjQ/3WqIyh3BP0NEpjjE04n4r50AZpNqjLM2AB3Oa+gEm2RnPVcgivFfD1uJdQNwwysJ+UerHpRKajG5PK5Ssdho9kulaXhj8+MEj171SllMkxY465q7fymK3SIkZ6HFZyEk4PHIrzbt6s7YqxLGSSAa6LRW2SKTXNqfnzW7prYYVUHqKa0Oy+04jYhuw/rTI7g7ZT3AH86y0nDRn6/0qZJfllrsjM5ZQKPivRo9VaylUASwSBt3p6GtO2kJ2ljz0JqrLcFjjPWnxSc4JxuGfx70XvK5VtLF++t4r/TprWUAo6457V4ZqtrdabePp7n91DIzop6AnAOPrgV7a0+6PPGcc15r48t/N1GyMYPmTBlOPbHP61q7XUuxnrZruU/DVuADcuuB9/B9B90fiefwpbuYzXLsTnmrvy2GlpGPvMMn6dqyQSxJ5rz5y5pNnXCNlYkU8gDP+NXYXwRn0qjHyatq3+FZs0SOq0W7NvEW5OATV+S4MpiOc5Yk1gWEm2MfTPP41dE2I4z9a6ISsjCUdTXklGzAPA+YfhVSaXecZ61XS43Hk8Dr9OlReZ/D3U4rXnuiFEp6tolvqrIZl4Xr71yuiSHQ9XutDu2YWF/8qnONj9AR6en5V3RkGPrXI+L9OE8QuYx86DORU7aopa6HNoeatxY4OQfrVWIAnHf34q0EZQCvSuw5C7BEJ7iCAZ/eyAMPVep/QV2GoShLCFFAGcnj6/8A1q5XREefU2ZR/q02j2ZuP5Cuh1WQeYIkPyphR+FcOJledux14ePu3KSY4wP84pYmw+QOppgJJJ6GiFucjpmuY6TbsW+brWkkpMHrgn+VY9m4BH9K0I2ITHv/AENbRehlJaluOTmQ+tVJZMKPpihJPlY56qDXMWclxqniufTJNWuLSL96YRGm7LKhYL7Dg8n+taxuzN6FfxvIH+wc8jeD/wCO1yitz0FS3V9c3oja5neXAyu49M9arFgB6V0w+E55/EdH4VtXmvpLkL9wbFJ7E/8A1v511GpSAFY06JwP8/nVDw1EtppsII+cgyt9T/kU+Yln3KSfUV59afNNs7KUbRHIcNx0zmr1kcOOeaz0JJzjGeuavWfGD71Edy5LQ3YZfl59KsxTkRKfT/EVmRycge1T+ZiEkHpn+lbqRk0W3l/cNz/F/WohKBJg9KryS4jYZ5yayfEl1Pa6Q8tvM0cu9AGXrg1ad2S1ZHTST7TjrlSp+orhdEs0sLZQRllBZj6saNWuZYNCi1Cw13UZQ1z9nBuI1RZyqZZ4++1T8p3eo9wHktDaAFsu3zN7VNduyQ6STdyG4uPNlw4waapAOPyqEuHPzD6GnE7RxXMdJYhOSD05rZsiFAx3rEg6itm2PA9qqJEzUjkIiP4/yqYTbYX+tUA58lvqR/KlkmwpXPVj/OtIsyaLLMWfI7DNT+ZjDehz+B/+vVSKX/SCCeMYpwf5ivblf6itIyE0W2m5xnrXOeIoRJc2D4y/zqPx25/lVOyvDe+MpdNvNUu7S3eXZG8UsaLH6li4xjGeOpOBVWa6uor6+ivJbl2tJGijW5xvTnHOOM8DOOK0qX5GyI6zSK2qTl59i8gdBVMH5evOOlRyyebKWz9KQt8me4rjOksRfeznOOcVaTlfrVOI44+lWY2GzJqSjYt2+Tr/AA/0/wDr1cdxuRPQH+VZ0DYz6Af4CrAl3Su3oCK2jsZPcnQsB1+8CKN/zk9mwaYZP9FVu6nNM3ADH91iKpMRY8zK4NQXCLcQPG3cYrM167lttNeSCRo23rhl64qtrmna7oGiaXfXd5dLNeGTzISmBAAFKBjj7xDZx2/A1rFXM5OzOdjJAODVuFy3B6EUUV1nKzofCqjY7Y5M7E/hjFOvSRcZycsSTRRXlVv4jPQo/CiMMSwp0X3v+BUUVmamnbHBFX42JLfgf1oorSOxlLcjJITH+x/WuEutSn0rxLPfW2zzopW27xkfMpU8fRjRRW9PcynsYrcKgHQDFOgUS3MEbfdeRVI9iaKK6V8Jzv4j0aJVjt5NgxlgPwqkWIckHnOKKK8w9Ak7gVftPuiiinEJF2L71SEny3+v9KKK0MyORjub/fP9KyvFRxox/wB9KKKuPQmWxzWseI31qOCKTTbC3MCokb26OpVBn5ACxAHOeByea1bt23kZ6nFFFFfdCo9SqhO8ipD2/wA96KK52dCLNv8AerYt6KKpESLC/wCqH+8f6VAxzKuf7x/nRRVxJLMP/HxT5eGYj1BoopoTOKvdXbTNe1KM2NjeRSzbil3DvAZRwQQQR1ORnB7g1A19cahPc3dzJ5k9w/mSNjGWP+elFFdE/wCGzGH8QqEAMSPWnMcYAooriZ1EyE/nVpfuEUUVJaNJScsPcfzp8JJSU+9FFbLYxluWU/49fwqIk4c+wNFFNCMrxF/yB8+ki/zrnr3X9T1DTYdOu7yaa3t5HlTzJGYlmxnJJ5xt49Mn1oorohsYz3P/2Q==", "info": {"video_id": "217114", "label": "letting a battery roll down a slanted surface", "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": "217114", "label": "letting a battery roll down a slanted surface", "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": "d2949769fa23d506b17116a6c71adcd120fab21a88a684939974d4290b4b8a5f"} +{"episode": 52179, "episode_seed": 1530466361, "split": "train", "timestamp": "2025-10-13T03:25:56.117726", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1530466361, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 can behind watch'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "6277", "label": "showing can behind watch", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "6277", "label": "showing can behind watch", "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": "16df6627b92f86f2ffb52067ea7ec698300a13672f28a65c3be2a9ab57809efe"} +{"episode": 52180, "episode_seed": 1317984083, "split": "train", "timestamp": "2025-10-13T03:25:57.950145", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1317984083, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shoe behind boxing glove'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "202826", "label": "showing shoe behind boxing glove", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "202826", "label": "showing shoe behind boxing glove", "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": "70711c22bce1ab5a1de5c3ab5c256beaabcff564202d400420613f1e2d2b072f"} +{"episode": 52181, "episode_seed": 570937245, "split": "train", "timestamp": "2025-10-13T03:26:01.885438", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 570937245, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157491", "label": "folding paper", "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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3MkEWAO3OKty6lb3NmJ7W4IjYZJA7+hHXNM+yzkq8MaugHzCVOWHvWhDb2yWUatbQLk7diqCqgn2qOa5Xu221Ma8m1lrdTbvFKjLuQsSoC56knHPtVuyuLfUrMTSw25ukXa8cZBUHPrWjaXccsksAtpYzExXYy4D4A5XsRzUthHHehliUQIEz+7VeucYz+Bpb7Dk9NUcfq+kESfb4B5JRsMp5D47f/XqrpLS2946lFcMwIRn5GcEde4x1rvX0iTy3gxHJAykY3YPP17+9YyeGLiS+MUsShFGYpAD8oH95u5J9KfLLawe1bjYV5hJbyyW9sxKc4JBBPoKpzIuoWT2r4jZjk8glO+OldLHpdzG53NE6HGQeDn8qz9SiOk2RmkjihV5NpZnJGTkijlluTF9Fuc0PDlpZ2jTXhmu3Ln5wB+7z3GK8j8YeG5dF1J7iMFrOZv3bluQTzg9/xr3BLi3nVoj92VdwKvgcjsQa8R8XXiz3NxaWEs9zp9o+fOkO75jxwe49K1pN82gqrbXvM1fhrpGn6tLqJvbJLlofLMfmE7Vzuzkd+g6+lew2d1p8Cx2PmW8TsCUiRduB9MD0NeXfCOBsaszn5D5I284f756/hXpcGnRXF1EbrTw8kbDy5Rk4HbI9KKsvfsKmo8vvE8t5c+dsgMUrMMrE/GR9D19azre9kl1BI73Sk+yvkLNhQit6jNHiO8TS7lUsVVLoDLSH5iB2/GqWia5bahcix1qKOafOYJSmA3+yccfSsWbxh7t7f5mxfaTZvbGAQl1IGGHI9vpXJz2V1p++BmDMrblcHblcjIau+mDJbRT+ViMfMqxjgAdyay7xYdQia5t0Rp0UoyOdqn3P60rsmFRrREWmzxfZf38UiMoA3KM5xx2/DgVPLKkN2qiBlyA/mbcD6HPTtSaPprSwiSzjMlvIMq5AKBh6Z5/GugbRjeRqLlVU5BYK2c+30qlGT6EXs9TjNQ0S5vtSS6tLhbfDD5tmWXryMHI71zPi3wpBNpM9vpk0onibe0LH/Wc5P58V6HqQjs9QktgAojAcFTzjGScVzHjG5Sz0r+1l1CS3MZx5eARM3ZcdaaunYpybjZuyPCGieCTypEZHRsMjDBBzyDX0pZrFaRxeXHHAGUNst0C8euO9fOF7PLd6hJO6EPI3mFT1Ga+mhaPLHi0bjIcPwQ3Hb25ras3ZGFNK7G2+u2eqWrvbtIjKdr5+Ur6VXMmpS2QexuN8ZJUIwxzjuc9PcGtq0QRwSvNFCJAc/IBycdSMda5vWPFX2O4SHTBEUQ5kcjKv7D/GsG+p0QV5e4jQ0e7a6gNrqJt3uoScCIlsjsTkVV1jRxfxs6gQywgEPHzj2x/SrmmeIrTVHWKKNbW5c5ZdobPuD3qxfXh0ydsx5UHcecsR0yf8Km4m3GeiszkLXzbe+ExMYEi8qxOG6j8fXFdbFL54KC3w6p8zbwQKzLxbSMrMP3lmTjZHHuKsepJ6j6YptzrcmmRrCIis6/KEk5Vk7MO/4GhXHJSm7lpJXmikimjEcsi4K5zjtn0rNi8L2sAnuLh5LxQBsiOMDHf1yKmh8VWzFzParBM3/LQZZSMfpVqDUraYK+5HEnysVbj0571SY2pxvbQ8i8e+GPIn/texRjasAZVduUOcZ561e+EpPm6qC7KmIsgdCfmwPrVfx5dRLqdxpelST3G8GS6BfeqEdlJ9Oc/lV/4NoJF1gGPezeSVJU4GN+ckdOK6Lv2epz2TnoeiSahf2HlG10w3EbPiXbncozge3rzU90sk1yitbSDzGKu6Ajb+PIOP8mra6bJbyGdZ2Td98dfzq7dXEiRPJbReayx5iQnAkYds9s9K576amt720OZutKvdOuI7yK9uhHG/EcSb94Pr9R2remZp7NZlRogw+6ygEk9iPWp1vZBZibyRExYCRXzlc/T9DTVZ5oXfcfO5KrKeAvdgOppXCcm9zkta0RYLktECBcghyOjED9DU2jXT2sDoXUiJSWSVMEZ6n88ZNXv7SilZ7W7k8vcA0UmORnjPsev5VyXibWf7O8iyaFlcthXZg7SA/dOR1z1/GlG7ZXvySTOjuNbhkmhjSePDZEg2Hb7AZ71NqGl2+rxq14JFwABjK8def89q4+dgYwCOfStjRddmdTb3c7yRqAFLLnavfJ60KWtjZ0JRipRJtf0TTZ7FtNktIxbtHtSbcNwOO5PevB9X0uXRtRlspnjdkIIaM8EHp9DXufijVdITw7NNqsSOEI8qMHDM5GQFPboea8N1RL+eSC8vI3X7UMxu2cFegrpo336HFV133PquVlhGGBiHZu2a5+S6+yC4PnzMZAcbmAGMcY7V0C2shtRDdSrMM8N1P41yviS2mitgrA+YWyQADhQOOK5TppK7tcn0XWnvjHHMoQknyiGznoCOnrXUWAZLm6YMGAZV2hcYxXnGnam0dxHLLjCjaWVArgfUV3MOo21no9xqW07Rktzy5wABz+VVD4isTTUZWS3OgBJBI5pyk46V5dZeOrq2u7y5uYGuDNtEaB9qx4z0qovjzU01xL64/eQorKLZW2JyP89a29okZfV5s9WuLmK0hee5kSGJOrucAVy2s+INI1zQbyCC/WKZMNH5g2EsDwRnrnmsKfxF/wAJnoFxYNJDbakj+bEhO2N1HG0se/NcyttfWM4tdRtGgkKbhuwQw9QRwRVOTtoOFKzs3Zlq0u0jaT7fKhUjGFO8E9zgeoqfQ9FskhktbbS7dtOcbvMDk7j6Pu5PPHHaqctmjJuA4pLC6bTmYMnnQkhvLJ6N61zps6KkG/eWrOo8HeEo/Dl3qUiSLLbXCxtGE/gI3blx3HIxW/qcsq2fmW7oGXkFhzn0FZ+g6n/apZtPVrcwYEkcmNrZzjp9KsaxCYlkmCFnYEFcZAOOuP60Sd2c0VZ2ZwV3M8kheRizN8xJ7mqCSLDfW87oWWKQPgHk4qaeX5VZuuKgBEin2p1dGdtOzhY9m0fWLLV9PSW0mD7FCunQocdCKviOJm5jjJ/3RXl/w9Zl1+UBjtNuxcD6jH616eJB0JBreDvE8+pHllZFhESOIJEiqg6BRgD8KUBvpSJKAvXNZuu65BoWni6mR5NzhERTgsTz/IVoZ2b0Rznj61uUks762iLlt0LlV+YHqp+nXiuP1fQ4dVtLaa7t5rhrYlzAsvlhyRyp49Rx+VdNqfj2K7s2ii02UFhlXeQcN9MVyT67MtwJmiReeVU4zXPVkue8TqhCcocslsO1bwPHrtpHd2Foba9RcgyjZuA6Lj39a9WYrEqERhUwBlcYH5VzekJDeCK53yMJl8xHcnH069a27eyNvFLEJt9uw+6TkrUOTasZPfYxNcvmshPIt05d18tVHAGev6VwkrjyzmtrxPeL9v8AsSY2W5K4Bzyetc9cE7KiWisd9GPu3Zip4hNhqskRZ0dGUxsvXPqK9Ki106tZQzyvE9w8QDlRx3GGHqR1FeeviJ/M2gsO+OabpmoC01OSVSXaTO4Kcj8a0g+xnVV469D0/TPJtfNkjkMbMMtEeQQM5Cn39Dz9a818RajqseoG+lt50i38l1OMHjGa3pPFuneWUE21wOVIIrAvtRk1WzlhFykNrMNssjqWCJ3OO59PerilfUxU3v1NDTNQF/ZI5I3dDV+ym+z6hGHYiJvlYA/lXNeG3tlin+y+Z5AlIjaX7zAY5PYfStqb5lznmsaukjrp+/DU3rbRIbbVpZrPTbWRbolp5EbD898nI2nnIGOa6Lwvodnol/fzW8kEX28qfITgKUz0+oPNZ3hyOLVNIBClpkfZMoYDHvj34roLW0sLm3UMqrJGxGY8HB+tVd2OCas7difUXXy2tplJkb7oTI3Vz15qQsLONYEb92+NpfA57muont/PtvLik3yBcK7dfxrgdeZbTU0JiSSNABtkBwT35qOpvh1zSS/A6C48QNBoj3ahUuWIQIxzh8cnHfiuFudSvJbgXZuJPPT7rqcFfpTr+dJWPlh1XOQHbccnrzWfNJtiP0pyVkbU6cbux6DpWqQeJ9DcR28JvrddkkX3dw7FT2z+hrhddhN34ogvPnVIlw8Ug5R1GAPw61z2k6zqmja9Nc6epyufvj5SDzz6itHT7t70G4kfc7ksxz3zzW0b8tjFQ5ZabGq8nyVBZwT3eqx21u2JGyV9DgZ5/KoriYBdoyT7U3SdRWy1aC6miYxoSGA64II/rXOou9zqnP3dNzqjp0P2H7BfCCQjDAOm9Sc5GAfTtU/9jR6pphsdYe0BkxlouGI9QP4TnHSqF14vsJ5NyWEo28KDJgH61EPF7RTGSHT4Vz0BJ4rRXRxOM5dNz018QWSzyrucLzt45qJb+2ltRM4B28YIBK//AFq0fLwgVyG+XBJ71y2qmy0m4kY7Y0dPmDthSx6frWbuQldlVtHghnW6MG0srF1jbK55IKg9PX0qn4qv1TRbKzSUMZCZZMccDhQf89q0dG1cagxV7R1uYBtI6K4znP4Ann3rhtevo7rVZzB/qlYqn+6DxTg3c6HGTnaRSBZzmszVZ5I1WOIZkkbataAk2D3qjNL+93kZKg4oT1OmUbR0NPSbTTLPTJJNR1IPqM7EW8USn5QOeR7+p9OKgvfEqyG3055JDJA7FQw4AI5GffArGa3kiDJKzxuxDl8dOOPqB0rCuw8M8xmdS+zKODzwf510xk9jmnSikp9T0eC+3QhWbmkdg2cVzegX76hb7pTjYdvHrVvTYpdT8VTaZLqk9rGVkMXlpu3MqFgvoBweT6e9HJfQh1eVXPQPAUTvdXhDfuwE3DH1rpdSuYYZDaNuVnU4J6cj17Vw/wAG57i+fVZp7h38tYsKTx827/CtTx3rESyixhx545Z1P3R6VhOLUrE39pLQ4l2ZyQ2fkO361JuCpgelQBsCq15O0VszhiDwAfcmlJubOq3s4HoPw/a3QXksk8KOWWMBnAPr3rvwMjNedeEPCqtoMNxPbRSPO+9lkUFtv1PT1rsFsEs7cW1uXjRRhSGII/EVp7VR0OKSvqbKPtBya84+K2ovHbWYiljZod0jwhxvHQZ29al1a/1HSrG++z3V19pkGA7sXCgnqoPRuoGPyryjU7aS4aW5gY+fISGZslnz2Y9fxNaKopIujRb97sdVpNwt3ZxPkEOueakuoVORjiuZ8O3qpH5CuD5QHU9q1NbvpF0oywOyOHUZHWocLs2U+VXZvaJrzaNsgnhE8KFth43JnnAPpmu81C9/sbRpLmaUtLuIiB6sT/MV47q8EMGhwalp+r38ytdfZs3ESxrOQm5niHXapwp3eo9wOg1fU5L6SOLeTBACsX09aUocu5nG1V+6UXmLzPI7bnYkknuaa8gZMVE+fzrJv9Xis5fLOWf+6Kys5M6ptQVjUg0e48Q6zb2MMjRwqvmTuv8AdzwP516Zo3g7Q9NLwqEl81QFSTlh+NVPhtpckWjSXl1CUnuX35ZcEKBwK6yLTlieSRgsjBt0ZY5ZfUZpttaI43JSbbPPvFPw+ChrjS8HcOYnP8jXIWtklvZGyuVAkQlXHvmvYNVjkaESo7eZF0+btXiXiK7urHxBcSXMXlxzPuUj7pB9KIyb0HTcYu7NOC3gtIlit1AXJY47k1YDjbg1mW10k8aOh4IqczYOCaGr7nbCyWhbtNSm0y73wSMobAdVP3h716J4e1SHXQIxM4lgYONzYJBz+eMfrXkejfZ9S8WnTdQ1C5tYJpNiSxSxRrH3JYycYxngck4Fdz8LbGQ674gt7p7kGwnRI45woccuPmxxnA5xxWjptRucdSpFzfc9D1G5+whXWIMrHk5wRWH4k+xXukyEpvkI3h1HIwf85rp540lRopFVlbqD3rzfxLqVvY2clpEuJWYrGu4/Ip6n9Kx1uZwummjlJ7j96QOahnk3QmodwVDnrmo2fcdo71U3zM74LljqZ88rRxPjncMBfU0vh5zDZtGciRGO5WGMZ7V3/gfR45BNqMke51byoSR0/vEe/QfnXFeK4pPDniifaC1vMQ2P5/iK0pvoclSfvXNIlWXI61HtBOe9U471JohJG2UYZBFTxzg4q+U0Uh/l9TS4Oap6tcPBp5khco29Rkdadruj6z4f0PSr+7ublZ70yeZCUwIAAhQMcfeIbOO31BoVNsUq8Yux9DP89ud3PyZrhfGk0jaE0W8jdglsDd0Jxn0yBRRXOviRnQ+NHGWmrX1lZpDDcOAyFmcn5j8vQnuOTWVubzDzRRVvqd0176HkkrUQUGRPcgGiis0VM7mSztrgTeZCh2nC8dM45+vNcd400SxTRIrtI9swA5HHQ4/Wiiim3zo89/w2c94Xci1nXssnH5VK+pXGk+IpL622edE7bd4yPmUqePoxooruW5nU+BHa/Cmd7PTPEMkJwyJCAT2+/WNLNJc3Mk0rFpHOSTRRWFTdmuG3FJ+WoSA95p8TAFJLlQwI6iiisoHTX+E90tUWOFUUYVAAo9BSX8phRWVVJ3KOfc4ooqGca3OY1Bma4kyx+8RXF+KNJtYAJolZXI5w3U5NFFEHqXR+I82tx9n19FjJAabBHqM112tgDRCcf8tF4/E0UV3PdEfZkZuteJX1yG3il0vTrYwIscT2yOpRFzhAC5UDnJwOTzW/Hz1ooqK+xpguoSda5vSYEvfFEzTjcY3JUduOlFFZU9mbVdZK57/4admgkVmLABSMn61tPIQJunyoCP1oorJbHE9zGJa5up4ZmLR+UHA6YPTiuO8TaVZ3WnXCTRbwqkrk/dPPI/KiiktzSov0PKtCkZJJYQfkB4FbU5O0Giiuip8RvQ+AxE1x9KvbuNtP0++imkDtHeweYAyDggggjqcjOD3Br1H4N31xqd74kv7uTzLm4khkkfGMsd+eB0+lFFaS+A4pfGz0W/kY2jydHRjgj6mvFdWu5r7U5p7h9zliOmMAdKKK5l1Oih8RQboBUVpF9t8RadpzyOkFwx8wxnDEeme1FFEdzpr/AAHtyada21rBp9vEIrXbt2IccV5/8SbaF9NYPGrPARskI+b05PeiilH40ca+FnmeiyP50sWfk2hse+cVuKeKKK63uOHwlbVmP9mnn+NaoXfiHVNR023027vJpre3keVPMkZiWfGcknnG3j0yfWiiqjsZVfiP/9k=", "info": {"video_id": "157491", "label": "folding paper", "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": "575b5c00a5ea03ff67129cf19872930d6d51c602eaec823efc54dccb662106f6"} +{"episode": 52182, "episode_seed": 2880151176, "split": "train", "timestamp": "2025-10-13T03:26:02.538248", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2880151176, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "6115", "label": "throwing book", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "6115", "label": "throwing book", "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": "be136a1de6df9b4874baa9fb4dc7a99dcc30067ad8bb46d681313e5f75238415"} +{"episode": 52183, "episode_seed": 318589425, "split": "train", "timestamp": "2025-10-13T03:26:03.484705", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 318589425, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a marker without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "165969", "label": "pretending to close a marker without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "165969", "label": "pretending to close a marker without actually closing it", "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": "b0f9a83f1f55f9f0a17a99ca39a7cb1aa57ec411c4d1315a21cf7db77f43f68e"} +{"episode": 52184, "episode_seed": 1982507967, "split": "train", "timestamp": "2025-10-13T03:26:06.092914", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1982507967, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 container onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "102610", "label": "throwing container onto a surface", "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": "102610", "label": "throwing container onto a surface", "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": "7d1ef3582cf5a166697e953a994a821d4fe66acc297e8a5e09e31ef170de36dd"} +{"episode": 52185, "episode_seed": 2867730369, "split": "train", "timestamp": "2025-10-13T03:26:07.923434", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2867730369, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glass from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157276", "label": "pushing glass from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "157276", "label": "pushing glass from left to right", "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": "e9134a0adf8940f599a0a998f2925c17a02441c5a381958fa7f27bb13dfd6cdd"} +{"episode": 52186, "episode_seed": 1268110095, "split": "train", "timestamp": "2025-10-13T03:26:10.213659", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1268110095, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wrapper up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "3835", "label": "pretending to pick a wrapper up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Khu2W3S2jYlTgPhRk8Efl1rodMSeKEmdy+04XsDXRS3MKuxZsZWhdnu3wx+6iDJx7noP1rUEv2ohILR3YLvKjJIx3P0qrCEd8tjjAzirP9rNpiu2nR/aLtEZhEBlnx/CMeuK2kyIK7O7sndrWIvnJRTk98ilu7yOzjVnDMzsERFGSxPYVW0u+e/0+G4mt5LaV41doZBhkyM4I7Goba8S916SOMbktYuW9GY8foDWKZ0W6sytdt2XXFnXnMYGKrFywBfCIQOSf6Vf164b+1I41T7sQIY98k8D6Y/Wsxt+/JAZQB1781EtylsZU8iBpDG7FPMwW9adczBLaIL94yck9cVJOLdJ0t1I3SHdt75rO1m9Vru2gt49qRnLv1JOOmKzYMp6yuLZRH/fzk+9R6ZEftHmEKBgZLEACorq/aWJ0EeG4+961Hp7yXlzMJDlY8BccetaUl76ManwM3mFk0QzKfmHVAADW9oFlLLHBLZXMMLRS/NEVPKd6wUt4xtDgMc8D0rV0WW2GvJJHcYk2kCNDw3rn8K3mtDOk9bHdhsSAHoRx9akqjf3SW1qZCRwMiodEklkt98szSmZVmUnsG7VCdzdrqUdai2XwkyArDnjPb/61YNyY3eYxRsNqjcSOT1rW8RTSxX+4uPKRAef4eorLuLlMwxom+STBOOBj1J6VlJalrYLqQrp8YxtDyLWbq6efbAAY2sCVHapNWnkuriK2V8RW5BKgcE+56nFZd2Xy0cr7lOMAcDGagGZ+pTpbyRLEwebrhefzrPNx5CSBSqney7h1xVswFbtpGGGwT9BWXKyqJJXkCodrgAZY9QeOw+tXHYze55doulLd3SmbeUBHyoOTXuPh6zitLNVWAIu0cFic/wBKytN0zS9EnSFk3TH05JNb6zh3+6VA5PNax3uQ9dDUUoHBB6cDHauh8MTK97IB1aMn9RXHRM8cofe2RnI6Y+ldD4XuG/tZFHR43Hr7/wBKrmuxqNjuq4vWnY6vMQVHIAI6HjjNdk23yzvIK45LdK851e+ae6uWFv5J+0NHGqjkqvGT6ZwT+VRLYuO5BPeqvlKNrSO23ceAFHWqN3dNPeyzGbYFXykHoB7e9MkdFSCRmA+ZsnOAMjtVV0jmuH4wwYnGcduPrWTRdylcp58ygnLBlbBPJ96y7uZBPMTlgr4Kj8Qefy6VPe3MyXUatISMgNgYB5/X8ayZXEm9mJVGdx0/L+VEUQ2auk3xSeeRIg8h2KqgdMZrqluLiRVL7VYgZGM4rlPDDCX7QVVQU2gk9e9dSgdvmU7uPTrWi0M+paAU4Zlzt45qeJsKiA5HTIos4Bd30dsGG5iMgc/Wi5uIoriRIwoCMygY5446VTZdjvdHYSaVbNuyQmOvTFO1W7e1026e3CPcpEzIhI6+p9q8+ur3xTb2lrLpt/bwWsuVKXEAcls5zng4q1Jf6j+9iub8tFhVaMQJGG55PAzj6mjmQ+Vkd/O5cLk7lTLtgBc/57VRuGjSSBiQo8sqSxxmi6uGaQOqhRkjP8R4/Sq6bANz4Zwc8nJrNotakUqxTXLBhk+Yc/wjpkcVi6pNcQLt81gQeAnAx6E9a0LmfytT2hSdyBvqelZF23mQsLhvLcxnAPJ6+lIllK4m82aNBy3kc49zXV/a1llEcRY4OT+XrXFy3SPMpjG1QgX3OO9dfEg2nbgk4x71cWZslEl0qPIWSNcjCKe+e571r2HnLdCe3ci5Awmxe5//AF1mBXLjaBkY3AnvXY6Hp32OMXE/+tI+UH+GmyktdC/LPPp2hbrucS3fl5lcdC2O3tVbwKGfQpbosPtF1O7ksM8DgfyrE8Zat5dg8YbluKtaDfGztYbeFGYJGAFQZ/GlTV2aT0iXNXuDHf4leKWVY8EKcYGSQSO3Wuanv7meVCpURqQAuOM+/rVKC7kXxRr0rziR2udgyeMAABce1WYuSko2uDnLKuEXn1qZasS0RXiuJUvbqXzDneNoxyQe1Z8921vJMXQ7g2SWHOeK0GuIor6YmU73xhVGce/oKoGaNpHj8tMrKRmXLH1+lTyg2VZnkmDTbcYH3R1zTra5e2V9sBQsuTnoMfrUGoNJGWk811Q5AROOvSqGiSOftYIJXgc8nvVRVmZs6TJupY5cMgxnl8flXU+HbCNJBMkSpDED8x6sfTNYmiac95KJMeXbp/ERyfYV0t/fxWFiVTCoi4AFW3bQUItu7MTxVrM93qkGnQybYywLkdgK7vSpkuI4iPumLbgcAAV5BayG8a61SSRVQSiJSzY5xn/CutsfFmnaZZQ+bqdhbnbjdPOM9eyA7jVU1pc0m9bF3xTcQy6gbG3XaIQplOchm6hcevOTWK6MNQVmDM5gwMnk471PeXlrd393dW0u6BpAVkcbVbjkgdSc5PSq8k5lnSSGPzMKV3PwB+HU1nLVjRDcpN5s3kEPtAU7egOM9eneqUzpErRzM5l2n7g3H1+n61YuZiLsq+HUqpCkcKQcYA/Kqmoyo0bhcqcjJA6H/wDVU2sTJmZHqYYyrCpjKRknedxH9B+FYW/9yq85eM5z35zn9anZJEF2qD5tpViarqSkcBjO5lGDnpggj+lUtiGdZDbJbzllUsT/ABN6Veh3F9rL1zyDVSff5g8kh2UYG77ufp3qNLi52vFO4eRumOMD6VSEtzUEqCZN2DnuOcdqUancWuJLFo1uVUtEXXcobtn1FZ85jjUCUlSe2ee1Hnx5ASMZU43Mf8KGWbVr4h8ST2wk1G8slYyhVMNsCAByc7yRk+wqpeXbzKxLB3yWd25y2cnisq6upWhQtzsfIB/pT2dFt5EznIyMdefX0qbjLCuDKzN8zdRnmqlzLIL4bF+9F17Z6UxptsaDGVKjIBwCceves+5nlnFqS/Iyu0dMnn+lIq+hXvLpIl3P88qFWwOnp171lSXO3LOPvHd/Wr19byyuwAYbl796wNMgXWvFT6XPqctuhjkMRjTfuZULBfQDg8n096Iq5DOm8KAsdRjwpG9MZPHf866QNcxTCSa43IeAnb8q4P4fXM15BqLSTkfLERkZ5w3+FdbAWmulldi5H3WfkD6Cre5C3Ow8MRTPqa3mw7Im3MfY8Vu6j4ZE2tGaJSIpyWkOeAe/51keDbuUXF3Gy7o2QZJ9a7O/vFttPkmY4CrnNKTNI6nB61qrPqbwwHbbW58uMD1HWscytNdyq2Qz4Oc9TUUNzEQJHOWkYsR9STyarG53XRYYA2849KkpvU0blxiE5IJYAqvJFV5rgRLICdoXPC8k47Z7VC25uQSQBkCmXrZlMcSEs2R8ozx60rgnqV7+7kMtu8ahAVIO3qT1HPWsm/Y+aHIHQ5A9zzWk6ACF5SwUNk5+hrnNf1SRdOkltwIpBIoBXqRz1z9Ke5LZGAY7QbyqDcck+ld5GY4iZAQflwBHzz7V5rr8FumgW+qWGsX86tdm1/0mFY0nIXc7xAc7VJCnd6jnqB7F4T0dfKW7lBMSH9yG78darYg0NG0cRxJc3ceHzuVWOSPTPvWvcXQVTzjFMubkIMZrD1C8IiY5qHI1ijjfGd+9zcGCMksRwB61wckmp2F1Gk1/eKpQEEzsM/hmuo81rvxCW3EbATkdu1ZfiKxL3IkIJbbgHr61Mb9CpNbE/h3UpI7ohB5jscs8hzz647n612hke4gUyMXbJ6ngD0x0rzXw6Sl80RyWPpXfxSKiMGkGI8fKOSM1SJkXmYJGpwNxGPxrGuplj1RlyfmUOeeSatyT4AdV2RhsGRzyaztUmt4r6N13SSNHwSMLwefc0+gpbEM9z5zOm4kh8D6CtfwhpIuLy+MpKxxFflxywOcVyOnXEOo+MH0271K4sraeXakkEsUaxdyWaTtjPHUnA710XgS4uLLVPE1tcvcboJkjC3OPMXBcfNjjPAzjinayuSehSXMdtGEjACgYAHauK8WayRAY1blqu6hqeI2Oa881a8e8vliBzubaPxrNsuJd1TRhe+DYp9mZRIW35wFB9TXI2UUNpIGSMGXruNejamzTaQIDkogAVewwMdK4jULPyJ1lUHa3b0q2JPU7rw9evPCzSSb3KAFic4FdEkgWIquWI5ye1cH4dnRXjjJLFs8L09eTXVPdqYWEjHaoOEj6E+5oTGtxdUaTz7QplsBunaqF44heSSSXeDtO1OSR069BS6pezTabAwO1VcblXgYOevr+NZ9y7SWwDH0wMcYoe5L3Kd7fF7qRIV2CUAsF5LcdzWfJceTGF4HA4HtVTV5riFFlSRkYHbkfWl8R6Fq3h/Q9Jv76a5E98ZPNhKYFuAEKBmx94h847dOoNWkQdncXEsIhZHIYkZP1otGZJHwx3Ngs56nr3oooQkSu2UWQgFj3/Cnod06DoCzZA70UUPcaG30jCMxDG0HH1+tRr88aFuelFFQy0F1IyWiY7D+pqsvyxKwAysnGR7Giikgexh3ErvbuWY5+Y5zXHpqlzpPiBdRtihnjJxvXI+ZSp4+jGiiriSdH8PCUXUFHTEY/INXew4S1QgDNFFN7kdTf8LzyJqYVWwsmFYe3NafxEvp7bRPLibasmA30ooqJm1M4uzPyupAIC9PwqFWJRDgfMMH86KKuWxnHctxk5QZ64BqrqsjRXsSLwGYZ96KKyLMmSVxb7QxxuH88VzniL5LKQDoHHHrRRTjuJmVrfiuTX7e3hm0rTbYwKkcUlqkilI16IAXKhecnA5PNfTwRYLWOOIBUVAAB2GKKKuQjDv5X88DNZ2qHFmx9qKKyZpE4XQvm1S8J5OAP1q/4gjVLTcByRRRTjsKW5w9o7Jq6qpwARXaWErJbzbQAflGcc9aKKY2MvCWQZYnkd/eq2pjIgY9QzD9BRRT6Cexys2tHSb+8jOn6ffRSyK5jvYPMAZQcEEEEdTkZwe4Nb3g3UbrUJ9cvrqUyXFzIkkrkYyx3HoOn0oopv4STf1En7EW74rjdP/eeJLcNzhyfyBoorJbl9DtpkAtWx6/1rj9YJ8jHQZ6CiitGREi8OyM14qk/KG6fhXYyDYpVeBsP8qKKQ3uZ1yzGwYknkD/0IVYvZRDHCgjQ71Jy2cjtxzRRTQmcx4nlb+zVAAXEuMgcniuZvvEeq6lpcGmXl7PPbWzvKgkkZiWbHUk8428emT60UVpEk//Z", 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", "info": {"video_id": "3835", "label": "pretending to pick a wrapper up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c8e5596bbe027ef10d070e2c9e581bece0bcdad305fba1850e625453355dfe10"} +{"episode": 52187, "episode_seed": 2858322197, "split": "train", "timestamp": "2025-10-13T03:26:11.885314", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2858322197, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stack of cards so the stack collapses'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "91574", "label": "poking a stack of cards so the stack collapses", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "91574", "label": "poking a stack of cards so the stack collapses", "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": "0aef0c8b0e762ba2937f85af051a7c5014fccea5a9302fc090d15adb0fa67d3e"} +{"episode": 52188, "episode_seed": 1223897694, "split": "train", "timestamp": "2025-10-13T03:26:14.356848", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1223897694, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 post it to book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "3829", "label": "attaching post it to book", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "3829", "label": "attaching post it to book", "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": "a0a1e270f6a3aacc460b929ee4558e046457e04666ee584f28243aff55ea5487"} +{"episode": 52189, "episode_seed": 2904379804, "split": "train", "timestamp": "2025-10-13T03:26:15.640375", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2904379804, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 vegetable next to bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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5x42Q/wBvmXaFEsYPHI4yP6CvVvgzp8Nr4WmvwS1xeXBB54CJwB+ZJreLs7nhV4cspQfc5j4zaFc2Otf20zq0V8wiwDyu1Fxn68/lXl8UhilWQfwnNe+fH+ER+GNCbb8z3L5P0QV4Biie9zOGx0trJKVD2r7kPRcA4/A4/nXpHgjNh/xMtQcGRc/ZYCgBeTscZPA6n6V47ZJcmQeQ7JnuK9T8J6e1tCLm4keWZ/l3uc4HcD0pR3LaujsIyXh3jlmUk1U1X9zLodzniHVog5PUB1ZP6ir0D5OztggH8KzPE8bx+HLqRS7SQGKZAvPKyKc/kDWvQza1PFDdStEsZc7FGMevOf51LZMHukZz8oIJql26j6VftozNIAAEjQFiT2rkS1PQnV5Vp1PQdLVfsUQHPAHPar7wLNZXETqNrRsuPXIIrmtG1pHxCQEHAXIO4/h0xW+b+FYTvcFDwce9PVGMXqaHhxSNMtY/mDPaqpDcHIGK6vSfD2pXKD92qIeQXb+lcNp19N/wkFnbb923eXI6ccD+te26DLuts91FKpUcZchv7LlcrnD+LPAniC6gsptJ1Cyjkt3Z2jlXAfKlT82DjgsPxryaysPs/il7PUIgbqFpYZGzkMvlYX8Ryc+4+leyeOvGsGhzm1eYKwIbGecEZrxnSNT/ALU8YyXUow0vOT/edgoH5YH51lUqe4yK1NU483U6K11g6Bc3WniRZLaXYr2bj5GQtjKg9G4PIx0zX0TokEQ0+G4WNV81A44wwBHQ+9eNW/w5vdYVr25uxaSSqpgXydzIwJ5c/jjjtXsOgzeX4esgwxshVCMdwMH9RSwkWlqtWjzo80Yr2h5H+0LKhbw+EZSVNwrAHof3fBry/wAOTS294JxGBxuSRlJ5X5sA+pxj869P+ON7FfpoPyMBm4bYeNxXy+v4Zrx2XWLi3mnRZd6ZHl88J3GB9K1nC07s9ahiZPD+yit7/mdZqGryLZx6XZOjRGVpRLE2flLFgnsRkZ/CsqS1W7mRbpjNIAdqyHdtHsPyrO0ZTcTLuB8sIw4OD2rorfTLRbuOYI25E2BiTnFNMis7S5U9P16nb+GWXS4ooIQI0QAgduQK6LxWLfXNAjiuAsssRMw3H7o4A49+lcRplwJ7keUxyn7kjPQjjFbEkkgvLlHK9MPtO4HAwBmtb2Odw94xLbSyty4+z26221SjYGd2ef0xXT6dCuBsA/4CKrW6JjAhyPWpIPEOn2OovZTMEMcYeRz0XPQfXvWSdtWEmVNc8fW2ijULdIxNPaAJz90ueo/Dv71ycnxFu4fD0HlLE95ON5kYfdGTnj8hXnOs6tJf6vqVwGJS5mZhk9BuJFJDKhtmVyS4jAjA+vNKfNvc5pXue1+GPH14dS0S5kfbFI0ltdIpJDBgMMR6g7T+dcBbvYafdwwyw72lXeblmxsJzjaO2CKl8MXIdmCLwrqoJ/h+XmuWu7+S6k3MAFUttUdsnNYQm5aPdHZgpS5pRT0/4ex011r0moSNCJC0DSBkQ9FY4DH8TnH1rTnsr+S3IgaCIlxtYDOU46+9croSCS4DMRksNufrya9BjRdo4JA5OK313ZtWlHSEdki7ab4LZIwVWQOGGPpj+ldGt+4tUVd4VmBcBcBlGDtz6Zrj5o3j1XS5A+xJHaKQN3G0lf1H610pleSytFydquV2g962T0MJJaE6QmaTfOEYu29twB5JzXgXiqyubDxNqEN06tKZmkJU5yGOR+hFe+288U88kaEO0bbHH9046VxXjbSNPudZv/tSwRSPpaSQyM2D5olC5x34wD7Vkn7wproeUacqnUYC/wBxXDt9Byf5VrBlm1C1dQWaSRmA7D5uKo2tnOJpYkiZpAxiz2BPH+NdzpHg3Un1/RoLyzkiinlSLzSMgbm55HtWdWaT1ZjK6jse9/DvwzZ6X4at22K9xKm6d8YZZMngfQED8K80+KthJ4QsNO02xlKW9xc3U6gH7gbYSq+gzmvf/wB3bQk4CIoycCvGPj/Es40FRneBcMGzwFHl5471ryuNPlRrheSNaLnsjyTQRDJqCmbcyp8/lqM+ZgjIPoMZJ+ldTcaha6No0lnHk3P2mRUUZGULAhs+mAB/+quYt7yy0y5ljEJEkHIlZuZD3GOmCDxUEF7NqF3CsknmFAQpkOcAdB9KyguX1PXxFeVZuSbUUk/n0H6rbHXHhMqCLy84KHJYnGc5+lem+AY00XSoLEszKGL5PX5uTXBw2N2byBnmj2hSGRV4Letdjp90yTxqMbfLUHHrj/61bx1PLqN1G5Pc6j4maVb+KPDdiJCQtrKzqM8n5QD+leW23g/SDdNbmzldlUPuLNg5OMV6JNqck/mW+8mLZtUdh3J/PH5VVgjTAVpWzRUepnCNkUNL8I6JDjGmxcf3ixP867Kx0iyCiNLKNBjsMVU06OFOOSa2Ybh0RjJHH5YAC7SSxbPcemMH86cXoTIWHRYQSPIcEYztGcioLvWx4c8R6GEhzYX072dx5sYUoxAMbewJGPxNdDp96Hu40jV3HR3AJUfpV/W9IttYtUWaHzDGwkQ7QeQcirTTMnc+Ilnc4VQAfarVtI32iCEMSzON1UgfLGf4qlsSRext1IOazsa3OzgvLSz1BIijrJMMnH3SfU1Pe3KG7ghzlc73B9Bzisd5oZFjmk+YxElSD0NMt7lppXuDnIYNipNUtDsdJmE3j6/2YaKNgiFemOv9a9w0CYLHg9CK8E+H0fm31zckfflOPzr2/SmKquK5a0rzudkHzJt9ThviR8NtS8S+JTqemyQFZYkVxNLt2svHHHQjFXfAXwmTQbk32p3cd1dELtSNTsTHfnqc969LjgMmCehqSZxaR7v4ehNUpaakzSbXcr31zDp1nJ84SNVySTwMVS+Ht82qeGEu3uRKs7uyRYGYl3EY9+ea8p+JHjOS71D+w7CQcTRrcNnjlvuf41q/B2Fmup5ku54YrLCzQkZDZ3ALn9fpVQqNTSOHEuLfLcr/ALRf7r/hG/Lwv/HzyvH/ADzrwpQXOFFe4ftEyed/wjjKQQftHA/7Z14ghCnbuA3dhzW8viLoztSSR0vhx1MmNp+UYB+tdbCpLAk/XiuBtb14CgtEKRg7GkGMk/jwPxrrYL1xEGkiKEjJG4Gk0JO5q6di31K/cKypI8UobPG4DB/HgV0d3HII7qW2KmR0EkYfoc+tcpp8xvAj4KK0jAsRxxgZ/I/pXWRFJLJvLmD+QAhb1q7aGs1yyXoWLRSsamQgE+leReLdVK+JdbhJ+Xzdqj6KF/pXrdowcAFsntivB/E08lx4i1FpVKsbqQ4Ix3wP0ArJRUtzCouZWMmrllMkV3E7jKqORVOrMlo8K27Nx5y7gPQZrSdmrMi1zp9HW5uXdrbCByzHnAUcDP1xWAoXzRv5BJ4FdBoU9vBBNIk7GTZjYD1rmFmd2wgCDua5aSblJDoy5Lo3tOdYJReSlUiU7QCeTx2rurDUI7iFWX5ePukjI/KvPdI2Xt3JHKS0SJgH39RXUaW9l5TwwyI7I2GIXH0z610GiudJJNHJJGSFZoj5gHp2z+Ga2tM+0TwSRojOxZXQgdwelchooS/1a4RjkLC6pz1IAP8AIGvR/AN2t3bRzdmJ257DPFEqihG50cinGPzNfTfDt5OzSMiwhjklupNcv46+HEMsh1sTb7q2CsyZIEir95fbI4yK9clcQ2ZI/hBP5V4j4++IMbJdWkEoMkiCNQD0J6n8qyU9So04yTb2OM8HxQTWF3EYxksk0e7naVWTj6d/yrqPDniqbTNesrZZWuIVu2EkMnOxgTggntkHFcp4MmDW975Y+YhwoHJwF2j+dd7B8NtYdJNZklihaOd51gVfmaPcx5Pqc5xXE7utJ2vY82Tn7V8uyR7hdX5tVQ+Uz7iMgdhXjP7Qlybebw1MvOBcjB7/AOr4r2q0dZ7SCYfdeNWH4gV4R+0U0nnaAshGAbjbjp/yzr1ZNShdGmHf7xX2PFpbh5W3u2WwB+A4FbWgBWnAyNwB3Z/DisKJghJChjjg+hrT026h0+QM7B5X6oDjHPGT2rJI7K1TRQWx20SAsML14qxpLtBqd4hYMEkjkjH+yQcj8wfzqhbX8cqB1dCD0wQas2sqvMzxAF5G2Fh1OO365qo3uRFNp2OnvWeOa8uXV3wu/CjJIxxgVYsSZIw20gEdD1qJTKbRC6kSLEEcewJwTU1u5kUAnGO2aKm5KeiNS2jAcYPJ74rdso4nBVgGHGRXOxzBJEB6k4Az1NbmmvIwDblX1A6miCM5HV6Va28R8yINkjGGPA/CtQSS/aPL8n93tyH3DBOemK5+2LjIVsccD3qSwub9bqQ3HzW+5dmTjFbJI529T4kJyc1NZttuAcZqCpYG2MW9sVD2NVuXrm5WOBYkTaM5Na2ljMBO0hSNzcViRqZsbuee9dPaQN9kEMWS0ny/nUs2T6HV/DqzK2SSNxvO7869g0qIuVx0BrifDmnrZWcUYGMKBXoejoqIpNcMneVzrWkToI4wkQrB8XXf9neHb27HJiQkD36D9cVszT7E/CvPPihqyp4WeBnx5zgE5xwDn/CtJvSxjdxXMeCvJIZYrmXJlf7PIzH+Ilnyfzr1b4d6j9mk1+xhkCkz+Zz3yTx/KvML/wAuO03vn5YIxHz3ErgfpmtvwmTd+N72yXUp7EzpKwaJN29lXcF9AOCcmop3lUUl/Wx5nxO/9bm78fZd0fhwBs4Wfp/2zrxlW8sZH3j+ldD4p8QXmupZNd3clwIQwQOc7c4/wFc0ea9B6m0FaJ0WlO0WkOyIrscnae9akWpm40tZGVRI/wAoAHesPTp/Kjijzy4OBVgSNPcpEqjYDjArNnRFXR3Hh+aKTSPIDKs8fzxhmxvDAZA9wR+ta+iuyC5jlHJYFxnp6CuWs9OnmXy2iJjB3DK11Olaa9lZhFY/MxbD9s9qV9LDk2zegVcZVeexHWvJ/iNpUyeJTPGu5Z494Udto5/qa9QiWdGxlRjsBXBePNVW28RWzxxedILSSF1P3fnyB/OiJEtjzdELyKg6sQBWnqRxIsYOREhP9BVS1Ty79A2D5bbjg8cc0rytL50h74FEtZLyEtIMk04MshmX+BgP0NVGbYCi9+prtLzw9pcOg2moaTqN7Kkl2bYm5gEa3BVNzyRDOdqkhTu/vDvkDiD1NUk+Z3MzZ0CXynlPrgVph4tPkuJ0fBlGAo6A1hWG0wOhcruPJHWrFxdJLdhM/KOlD3NoGzBfNZQGVXZXdRsZeobp/WvZfAsQt7C2ReAqgV4lMolt7SJQOZlHHf1r3PwqphtIVPYVzV9EjporVnomoxPdaXLFGxDyRMikdiRxXyLrVgLe9eFd7ziUx88sTnmvriC43QqDWb/YWmNffahYweezbi+wZz65pRkirWi4nmnwn8B3dpBHqOpRtFM4OyJh90E5yffgcV69qN5HY6LPI+AI1Jb6AH+lTrtghzgD6V5N8UvFYW3Gh27kyXxKy7TyqAE/rx+tNS5W33M7KMfQ9G8F6n53hTT2lufNeVMrkfcHQL+leQ/tDzbbjQcMsnNxzj/rnWV8PNXuZtbSwk1u8tbVtqo0UsaLHx1bfxjAPA5zXO/E/UNRu9UitdQubmX7LLNGi3ON6cjrjjPAzit6S/dpM4UmpXOJ892+ZjgDoBWrpSQvZyzT5GHyGH8OKwye1beky4tfLPKnOQapqy0NFqzo4bu3lsRLEx2qvXbjmtjQVR9KafgyJIXc9wGAx+GQRXFrIkEaWsRON24k1uabPcW4220jxyjjcBkFfQipTszdNx2Oz0W9aVbtWc4kIxnrx1rYtkCnO/OPXpXNaOLoRyy3IBZ2wrKMfKOnHbnNbtvcMp27G49qHqZmzGFYqWKjkH8a27Q7XCnacdea5tJGMke3dhjzj6VuQMHQbgSD6ihXJZ1NpuztIwBxk8ipL4ILRkLEHPBHf2rifEl/NpPh3ztOnktpEaOPKN2z05rn9cu/FGl6Np95e6re+ddFy0RGBDgKVBOPvENnH/160i2Ytanz1SiiimUPRmU8MR+Ndr8P0+1apI0zu/lINgJ4GaKKzqfCzanuj2uxjUbeK67TRwKKK4Udr2L139z8K8N+L9zKzC3Lfu1t94HuZUH8qKK0f6r8zlr/AMM871vjS19kH/o6Soo9VudG16TUrTZ9ojMm3euR8ybTx9GNFFOh/n+hwU9l8zmySetJRRXabGpbSssK4wOK2fBMEd/4hihuBuTcTj1oorN7M3gfQem6famBf3K1qppdmTkwjNFFcV3c7ElYq3+lWiQF1jwwryvx3ZWx0a7laFTIHjUOeoG4dKKK6aZz1krHlGrSFtWu2Cqm5yNqDAAz0A/CoRhbMnA+8P5UUVq+hy9Dsh4pfxG8UU+kaZatbQLHFJapIpSMfwAFyoHJJwMk81wZ6miiqQi5bNthJGM5qWFFNyGI5AzRRUs1jsdLCofUtNjIG3czfjivatCGIkAoorlr9DpoHaWn3BWlGo2ZxzRRWcdzSZlavdSQWs5Qj5VJH5V8zfapr3xak9xIXkbUCpJ9No4/WiilL4ZejObF/wAMm8Paw2kw3IFjY3aTSBmS7h3gMo4IIII6nIzg9wayPGF7cajcRXt1J5lxcSSSSNjGWOPyoorvp/AjlRzFa1hGrJExzlSSKKKcjSG5Na/Pdktzhq7LS1DMrkDLdaKKjqbS2OmhYiTy14ULwBV2GRmYZwelFFR1JZdSRgy4PQ10MLkIqdhRRTZL2Mrx0A3g/eQN3nxjI/GvOLnW9RvNJhsLm7mlhgkeRfMkZiS2OpJ5xjj0yfWiitIbGUtz/9k=", 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", 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JGvSfLzuAAAc+4rVWZGuPsWQZYMSY9jyD+ea2i+55871G3Lc9FN4s+jyWRK+bdARRpJ0bkFj9AoJrxDW/CemWOmT3gafznVnijB4z1x06AV6Y3nxtFmWIPsO3YOQCe9WUsleNoSyqCpQHAJXIxVVH0M4QsrnzaetXdMwkssrHGyNsH/aPAq/rHhyXTrWG8STzIJXmQ/IR5Zjfbzn14x9cVBp9nPdFYreCSUuQzBELcDj+tRN6E9TZ8O6Y2q64NPjCySSOqDd0Xkc59ua+hYNBh0Lw9JcOWkWyid22uN5C5z/KvO/hBoMUniTUbq9iTyYIiJEmXGSxwOPbFe+3Gk2V7aMvkqBJGUyOMqRgj6EVNBLm5zlactj4+udRuL6YSTvkjhVHRR7V12jRWcEOn3TbmEVwrySMpHyMpzj/AGVcdfqa5RILe3jku5I2kiG0xxF+zdCxHv6VauNbVEihs2aOMqQyq3G1sEp+efzrGMbO8j6iWI54xpUdFf5GzqOu/arydbaFZIAdqb2IBwMZx2B5496z/CegR2mvW1+sjk27bwOMZ6f1qOxguJrNHjaJQykk7csG7VvaHFLZWp851kkMZG/GMnOa3i23qeXUk52jvbRHs/hvU0AUAHzGIAz0FeJ694J0211W/uJUkmBd5gEYjOSTgfjXbWWpywWe9H2TY2qRzg5xkUyeT7TOkxYqNgH5cVcnaJzwjrc5fTvBmi5WQ2GQQCPMZvT612el+H9KtsGLToQcdgTUcMMRdXLsfat+FmSPNukbOVIHmHAJ7frUxY5Ey6PbMiuLYADrtq7FptvAPnSUFiFVtmVH1PpT4b2ON3DDGMD5QfmOO3rXS6bL59kPMjZSeNjLzj3rS5jK585/ELxFLr3hvw811Esd7ZzXdpcqox8yFADj3XBrm/Dk0tveCcRgcbkkZSeV+bAPqcY/OvQ/jPpVrpt5poiiKrdNNcMuAN7rs6+vFeUy6xcW806LLvTI8vnhO4wPpWE4rn5j0qOIl7D2KXR/mdZqGryLZx6XZOjRGVpRLE2flLFgnsRkZ/CsqS1W7mRbpjNIAdqyHdtHsPyrO0ZTcTLuB8sIw4OD2rorfTLRbuOYI25E2BiTnFNMis7S5U9P16nb+GWXS4ooIQI0QAgduQK6LxWLfXNAjiuAsssRMw3H7o4A49+lcRplwJ7keUxyn7kjPQjjFbEkkgvLlHK9MPtO4HAwBmtb2Odw94xLbSyty4+z26221SjYGd2ef0xXT6dCuBsA/wCAiq1uiYwIcj1qSDxDp9jqL2UzBDHGHkc9Fz0H171knbVhJlTXPH1too1C3SMTT2gCc/dLnqPw7+9cnJ8RbuHw9B5SxPeTjeZGH3Rk54/IV5zrOrSX+r6lcBiUuZmYZPQbiRSQyobZlckuIwIwPrzSnzb3OaV7ntfhjx9eHUtEuZH2xSNJbXSKSQwYDDEeoO0/nXAW72Gn3cMMsO9pV3m5ZsbCc42jtgipfDFyHZgi8K6qCf4fl5rlru/kupNzABVLbVHbJzWEJuWj3R2YKUuaUU9P+HsdNda9JqEjQiQtA0gZEPRWOAx/E5x9a057K/ktyIGgiJcbWAzlOOvvXK6EgkuAzEZLDbn68mvQY0XaOCQOTit9d2bVpR0hHZIu2m+C2SMFVkDhhj6Y/pXRrfuLVFXeFZgXAXAZRg7c+ma4+aN49V0uQPsSR2ikDdxtJX9R+tdKZXksrRcnarldoPetk9DCSWhOkJmk3zhGLtvbcAeSc14F4qsrmw8TahDdOrSmZpCVOchjkfoRXvtvPFPPJGhDtG2xx/dOOlcV420jT7nWb/7UsEUj6WkkMjNg+aJQucd+MA+1ZJ+8Ka6HlGnKp1GAv9xXDt9Byf5VrBlm1C1dQWaSRmA7D5uKo2tnOJpYkiZpAxiz2BPH+NdzpHg3Un1/RoLyzkiinlSLzSMgbm55HtWdWaT1ZjK6jse9/DvwzZ6X4at22K9xKm6d8YZZMngfQED8K8l+MmjjwpBotpauRC9zeTxr1Cb/AC8ge3Wvo793bQk4CIoycCvCf2kf+Za5HP2n/wBp1so8sOUqikpo8LaZmOWYsT1JNdP4bVBIoJ+YZLceuOK5eEhSSBuPY+lbWnXJ0xkZlDSSjO3soz39P51KR0Vat/d6HfonIIX2qJrZf+EjhlAPz2joWA44YEA/rUFnqUc0SyBxz7Y/LNSSX6BmlSTGz5X/ACJGPyP51cVrYKcea6XY6uCzutQeBrWPedgBOcAYNdVaeFL6RN7vDGT0z82K574fXckum28kv3n+Y/ia9F1bUF03SJLpmCrEobJ6YrF1byZoqSskfP3i3wjr/h21E2r3FrfacLjB8j5WKPJuYFcDBz9cZP4VrO2hg8N295G3ky26MGmj4YDe53AjvjA+gqx478dJq1vJaxSeYqyGQ46cfdH5/wAqv+GdFutf0KGwsdqfJskkkXKodoPI7/eNY4iTajbqzlxUHD3ae+h3vw31YeI9UvFnSKWeJY/9ICDEiAcbsdW5POK9XJigQbiqLkKMnAyegrzXwR4Vbwp4haRbozxXcDKFaMKUcEEnj1FegXGoxwzxQvGzeY2MgZA+tdVCFo8qWxzOXK7S3Pij7dKbVbfI2hdpPqMg4/OmwODOrOflBFVhg55HsKtIEkdd2IolGSTUJanqzqqMXy9TtdOjH2OIcEkAcdqs3qvHprzR/K8RVxnuAeR+WaydJ1aGRREpUY4BZvvH2HX8a13uIpkELbWEhC4PQ57fSqV7mENZJHVQuzabcwxn5A6sSO60CQrffZvKfcqBs4+XBPTNU9Hkkd3YqfIZGRif4Rjj8q02d47j5hggAEmrnsJaXTNCJM43fpWtaKoCknA7CseE7RknOe9X7O4LlNmCMkEnkZqIoiR1NpaW0zjepBPdetdKgMNr+5jDlF+Vd+M8dM1y1qX2DL5I6H0q5dS3ywqbN/3h71ukjCT1PK/2i5JNvhlsFGIuDjPI/wBXXhKgucKK9t/aDleWLw4JFw6m53AH/rnXiaEKdu4Dd2HNZSXvHVTqWpo6Xw46mTG0/KMA/WuthUlgSfrxXA2t68BQWiFIwdjSDGSfx4H411sF64iDSRFCRkjcDSaITuaunYt9Sv3CsqSPFKGzxuAwfx4FdHdxyCO6ltipkdBJGH6HPrXKafMbwI+CitIwLEccYGfyP6V1kRSSyby5g/kAIW9au2hrNcsl6Fi0UrGpkIBPpXkXi3VSviXW4Sfl83ao+ihf6V63aMHABbJ7YrwfxNPJceItRaVSrG6kOCMd8D9AKyUVLcwqLmVjJq5ZTJFdxO4yqjkVTqzJaPCtuzcecu4D0Ga0nZqzItc6fR1ubl3a2wgcsx5wFHAz9cVgKF80b+QSeBXQaFPbwQTSJOxk2Y2A9a5hZndsIAg7muWkm5SQ6MuS6N7TnWCUXkpVIlO0Ank8dq7qw1CO4hVl+Xj7pIyPyrz3SNl7dyRyktEiYB9/UV1GlvZeU8MMiOyNhiFx9M+tdBornSSTRySRkhWaI+YB6ds/hmtrTPtE8EkaIzsWV0IHcHpXIaKEv9WuEY5Cwuqc9SAD/IGvR/AN2t3bRzdmJ257DPFEqihG50cinGPzNfTfDt5OzSMiwhjklupNcv46+HEMsh1sTb7q2CsyZIEir95fbI4yK9clcQ2ZI/hBP5V4j4++IMbJdWkEoMkiCNQD0J6n8qyU9So04yTb2OM8HxQTWF3EYxksk0e7naVWTj6d/wAq6jw54qm0zXrK2WVriFbthJDJzsYE4IJ7ZBxXKeDJg1ve+WPmIcKBycBdo/nXewfDbWHSTWZJYoWjnedYFX5mj3MeT6nOcVxO7rSdr2PNk5+1fLske4XV+bVUPlM+4jIHYV4d+0nLtHhkgA5+09f+2de62jrPaQTD7rxqw/ECvA/2jzI0/h5ZCNoNxjH/AGzr1rqUboIt3PD45XJ3u21B2FbujsklhNNcIWQOWHqMelc0z7gB2Fb2jz+VbIpOAxOMnrUtGq1Z09nqNvcaeJULqqjB3dciq7Xar4Wv5cqLiWWPGeuCSvH0/rWJJPFBH9lgUhWbc3NPuCZGtbXrumDZqb2OiN4u6PavA526dbjGMKBiu38S6aPEPhK90sSeW9xAVRs4ww5GfbIFcb4YTy7SJfQCu8td0kYXvXEpWkzrsrI8LsvgjrNzd7by8tLW3P3ijGRj9BgD869w0Pw9Y+H9NS3thtCj73cn1J9a047YKu49elc94t8TW+g6NcXdw20RDp3J7AfWtuba5i0rtor6pre/xnounQ3i28szO5bAOAq8ggnvyK74IjkOAp4ypPNfJrarc6rrMupXzOC9w0SMnOwbRhP896+nNFSSw0mCynu2uJ1BJeQYIB5A/Dp+Fa0ajcmjzazjJ3PiZblwMKAD60+Fi9xDHknLjP51WHHPeprNtt3G3oa0sjW99zrbSWztb3ygSHkGduOM/wBPpV+OaL+2LVHP7pHV347ZFYTtEzxXEmd0XIx3+tS2cpllMx5G7kexqGbx01R3N2z2TrbISp3DgdMf/qromcXMgl3nkDp9K4iCXUboxQrKZIdwG1wNwTvhutdVHKynJRuOOBTk2xSd5Nm5BgDbkEY6nrWjZgLllYdcn61iwTlxhlKntWlp0jEfMGySeMe9JIhnUWJIQEKCR12mtuIfKGY8r271ytusPm+Y6/MFK55GAa5j+2tUufGN1pP9u3lpCC4hEYDElU3Bc44HBOatN3MpK5zP7QO37VopRmIPn9e33OK8ZVvLGR94/pXX+O9XvdVNg97dST7d5Xec4ztz/KuMPNPcFojotKdotIdkRXY5O0961ItTNxpayMqiR/lAA71h6dP5UcUeeXBwKsCRp7lIlUbAcYFQzeKujuPD80UmkeQGVZ4/njDNjeGAyB7gj9a19FdkFzHKOSwLjPT0FctZ6dPMvltETGDuGVrqdK017KzCKx+Zi2H7Z7Ur6WHJtm9Aq4yq89iOteT/ABG0qZPEpnjXcs8e8KO20c/1NeoRLOjYyox2ArgvHmqrbeIrZ44vOkFpJC6n7vz5A/nREiWx5uiF5FQdWIArT1I4kWMHIiQn+gqpap5d+gbB8ttxweOOaV5Wl86Q98CiWsl5CWkGSacGWQzL/AwH6GqjNsBRe/U12l54e0uHQbTUNJ1G9lSS7NsTcwCNbgqm55IhnO1SQp3f3h3yBxB6mqSfM7mZs6BL5Tyn1wK0w8WnyXE6PgyjAUdAawrDaYHQuV3HkjrVi4ukluwmflHSh7m0DZgvmsoDKrsruo2MvUN0/rXsvgWIW9hbIvAVQK8SmUS29pEoHMyjjv617n4VUw2kKnsK5q+iR00Vqz0TUYnutLlijYh5ImRSOxI4r5F1qwFvevCu95xKY+eWJzzX1xBcboVBrN/sLTGvvtQsYPPZtxfYM59c0oyRVrRcTzT4T+A7u0gj1HUo2imcHZEw+6Cc5PvwOK9e1G8jsdFnkfAEakt9AD/Sp12wQ5wB9K8m+KXisLbjQ7dyZL4lZdp5VACf14/Wmpcrb7mdlGPoejeC9T87wpp7S3PmvKmVyPuDoF/SvH/2inBm0FQ4fBuOf+/dZnw81e5m1tLCTW7y1tW2qjRSxosfHVt/GMA8DnNc58T9Q1G61OK21C5upfsss0aLc43pyOuOM8DOK3o35EjgtqcFWpayIkUbMmSnI+tZdWxIcKinp1rRmkdyzaTefeHcpJznpXQw27XGs2C45yznjtxWTpUCm4LH1zxXc+GNPa61Rrpx8qDYp/U1lN2TN43bSPSNDh8uCMd67zSbfCZauS0mIb0HpXa2bBIcD0rkgtdTpne2hZkXjGa+f/jHfSz642nDLRQWksjKOm7AwfwGfzr3K4vNhIzxXzp4xvF1LxPqsytktFKnXoPLP/xNVOVtTkrycIWMaynW3SeY/wDLDUUdff5T/hX0Zp+otdTvO0oZWjBXHuK+ZbyWJYL9E3YEsDNg5O7Bz+tdzqc3iPwr4b0a9udQvYZr5GSSIrgQABCgY4+8VbOO31BrTCpqTf8AWyOHlbueM1Paf8fK0UV1PY6FuacqiK2RFzhmJOa2NIAKqhAwxyaKKzZ0LY7Owwlt5igblHB9K1Y5GCDnORzmiipe5JfhchQeOuK1NLdgWOclTx+NFFMk27Vi0oDAEHOcivLNbvZdK8d3l3bbfNiuHC7hkcqVPH0Joopw3IkeeeKvvWw7DcB+lc7RRWpKNS2lZYVxgcVs+CYI7/xDFDcDcm4nHrRRWb2ZvA+g9N0+1MC/uVrVTS7MnJhGaKK4ru52JKxVv9KtEgLrHhhXlfjuytjo13K0KmQPGoc9QNw6UUV00znrJWPKNWkLatdsFVNzkbUGABnoB+FQjC2ZOB94fyoorV9Dl6HZDxS/iN4op9I0y1a2gWOKS1SRSkY/gALlQOSTgZJ5rgz1NFFUhFy2bbCSMZzUsKKbkMRyBmiipZrHY6WFQ+pabGQNu5m/HFe1aEMRIBRRXLX6HTQO0tPuCtKNRszjmiis47mkzK1e6kgtZyhHyqSPyr5m+1TXvi1J7iQvI2oFST6bRx+tFFKXwy9Gc2L/AIZN4e1htJhuQLGxu0mkDMl3DvAZRwQQQR1ORnB7g1j+ML241G4ivbqTzLi4eSSRsYyxx+VFFd9P4EcpzNOBOc55ooqykTxTSoQUldfoa948LWsUOmwooONgJJPJNFFc1fY6qO53OmqAR9a6i3/1P4UUVhE3kYXiCZ7fTrmaMgOkbMPqATXzYrM+p3jsSSbYE/jbsTRRRPb5P9Dz8Z0/rsZkxPn6iO3nRH+dN1fxLq+o6VaaXeX089tbs8qiSRmJZsZ3EnnG3j0yfWiiuij/AJfkjNbs/9k=", "info": {"video_id": "22464", "label": "pretending to put vegetable next to bottle", "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": "22464", "label": "pretending to put vegetable next to bottle", "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": "996b77ce507c3aa511145d5e22de38b9863cf7adfcab33ca91a8ba8e6f4f90fe"} +{"episode": 52190, "episode_seed": 3700031905, "split": "train", "timestamp": "2025-10-13T03:26:18.219089", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3700031905, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155609", "label": "pouring water into glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "155609", "label": "pouring water into glass", "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": "09d6a68db0ddb4e201db06ebe76b12d5cdea87bb81f8fa1c24e41a88e3959e87"} +{"episode": 52191, "episode_seed": 4234067996, "split": "train", "timestamp": "2025-10-13T03:26:19.125126", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4234067996, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw match box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "80622", "label": "pretending to throw match box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "80622", "label": "pretending to throw match box", "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": "14ec05dc48a0ce5b055178ee2c0af1fb34aa32d91ccfbc64ff81c625513b4592"} +{"episode": 52192, "episode_seed": 583029568, "split": "train", "timestamp": "2025-10-13T03:26:22.681601", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 583029568, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "146366", "label": "folding cloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "146366", "label": "folding cloth", "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": "aa7d307f00960cead888ec148d2a52d3533cbeec34ee7c05460fe153d97cb88d"} +{"episode": 52193, "episode_seed": 4085821770, "split": "train", "timestamp": "2025-10-13T03:26:24.104511", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4085821770, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 usb across a surface without it falling down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "211886", "label": "moving usb across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "211886", "label": "moving usb across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "43806c356755d0ce4c561dc05e9d053e944a8b3e025153b9a37858a533421f74"} +{"episode": 52194, "episode_seed": 1131594536, "split": "train", "timestamp": "2025-10-13T03:26:25.120538", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1131594536, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 smartphone into box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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j1G2hRY309n2jBcd65lqzSWiKBlkH8Kn9KjMrMcGNfzrUOqaYfv2cy/h/9emi90SYlQJVY8DKnrTcGCmjJlbywNygZOawTpaotzPbPiRlYqG6biDj9a39QRdj4+8OlZZPlWgAOCW/Sl7Rwi5I0UFJ2Z4tqHh/WtLJM9u7Rj+NPnWtPwuRFKHDE+cuDn1FeozIHQ/SvKtLJMUBgUjb87gdyPT8qeHxMqm/QVWhGG3U69UP2hXHTINdBaRoqnzFGW6cdKp2NmLgLIeI9uR7+lbMMYaRR+NdFSa2RlThpdmbqGvadpEwinY+btDbI0yfx9KoP46c/LaWoX/alOf0H+NYHjdNniiQ5+/Eh/TH9KyIc7gAQfcUQpxaUmROcr2R1/8AwlmrTEfvYVOeAIhiu5029fUNPgukxiReRjoehH515NCkrHYqkkk4x0/OvSfAt/Bp+lS299C0pMxdCoDbQQMjOfWlWhG3uipyaepsTAxoW4/Ksl0hupv3ihip49q3714ZvnjXEbcqCOQKxI1EcjsegB5rmTOpK5xXirwOdXv5L22u/LlKhRG65XAGBgjkV51q2iX+iSol5GF352MrZDY6/wA693TBXB6+9edfFBcNpe0cnzen/Aazw2JqSqcktmVXoQjDmW5g2KpHaJImQCOMeteh2chuLGCduMqD+OOf1rh7O3lnjEpjUbFHynofWu98Mst/aMGjwkTkezDANdsJct2zCouayRv6aTHErODyMY9KNV1230jyxP5pZwSqp1I9atQx9AB1Ncx49jAubGTkAxspPpg5/rUJ88rMJR5FoE3jmdgRb2wT3lfcfyFUH8WatMMmeNc+kS1zwBJwMfU1IkcrKAEY5OOBx+ddChBdDncpM9N0bUZdR02OY7DICUkAX+If5zWgwbaWO3jtXN+BbhNON4l+hkjk2sgT5irDOT19MV1t5JbzKJIAREx4BHNck48stNjqg7rUwL6CG9xHKOhyCOorm/GHh+6vtDSz0503eYJGVzjcAOAD9TmumaMG89s8GiZg8rLn7vFZ1K0qcLo1jSjN2ZxHhywXImbIjThAf4j61vzFGQuTwTjihoY7S2CxqFVRtUVRi1CCB3guflT7yv79xWdOrz1G3saTp8tOy3GXt0YYSiOeRzmuaaTfMT6mrOtarCZXEO1l4AIasNdRCnJiP4NXdFx3RySUup2miaX9ubJ+6B1rrLXQoIcEpkj15rC8M6hai1Qg4bGSA4z+VddHqdsVHzFvoORXFVxCva5vGi0tiWKDYAABj2rP1C1ZnyCMelasd1bvjbKDmmXxhjsZp3ZcIpbOayjUi3uVytHAXMrx6r5gOBnb+FaUd6wGGwaxZyWyzfeyGwa0YxuUEg4IzUVFfU6Yq2hy3jyP7fPpgAIUGTdgf7vFUYIfIiSCFEeeXCKMd61vFEY322GA4ck9+1W/DOlM0f8AaE4ILjbEvoPWuuFRQoJnJOHNWaRvaVp8em2aW68yMCzv/ebvWtYo4JbIYCsWa6W1uUkcny0IU49D1rYiurSGNRHIGyf4aijUvBuT1LqQtK0TWUgkZwPY1ZRMj1rDfUoIyC0hH1FWbbU4iuVnQr781DnHuQ4PsaTJwKjEQ35wPyqSO5hkjB81Oe+4YqVUBPBBHsaFLsw5TH1IMpPXmuevr3yb+CM/dC8/U/8A6q7W5t/MU47dq871N/NvJXXHyt8p9gauTXLYumtTaSWKSPAYZwa4PTbRnkitbX/WyH73ZR3P0FdUnzJkHqM0zw/pD2VsJ5lCzyDkd0TqB/U1lSn7KMmaVafO0jWgtVtbWO3iDbUGPmOSfep4HaPLOowOM5qrFMJbl4mcAyD5MnHT/wCtTbsi1jCGQKTk8t2rppPmppvcwqJxlZHM+L4ludQinGD+72kEZ71k2Nq0sqpHGMnjkZNbN8Yp2y0ikj3FXNEjCy7wAQOBmunn5YHPyXkWrDwxczkGZsKP7xz+ldZp2mpYxFEzzyTVm0UNECw2n0xV0RgYzxXFOpKRtGCRSvFIiB9q53UpmgsJCPvMQBXYSR71wOK5DxHiOSOAgZ6nFCdos1grysNtL2OSJWbjIrlfHUMU0+mS7h+78z9dv61rWWREUJ5Vv0rH8Ugq9oWXdw4H14rCirVlY0rfw2ZKRvdvFY2yjc+AR6A+uPzNekaVZxafax2cWMBfvd2Pcmuf8L6Kbe0+2TgmaYYTPVU/xP8ALFbEl0tpdJK+fLQgHHp3q6la9VRWyIp0/cbe5vWkTbiwZSB2qj4mtFubeB9uWjc44BHI9DmtiD7PFAuyQEPjGB+NEjQOu2RhgnuK1lVhGS1MuRyWqODh0WaY5SNR743H9eK0ofC9xLgzNgf7Rz+lddCscY/dOgX2PFWF2sMn8xyKbxDexKpJbmPp+kpYqQuSSOTjirlwh8np05q55Yz0pWTKYGKjmbepokjmHk8svI3RQTVGyvEuI1Zz8x6/Wr/iEC3tSrDmQ449K5uzyryJ75FRX1VjakupNfDO1CxUDnrXLXsxEhCPyCc1qateb5yYn4xgiuaL5k+bgk5zV0ael2TVn0KV5IWkKk9OcUy1txPOFBA7nNTTqDKTgHPcVqaVpsFyRuyMdWFdE5KMTGEXKRu2VuRCgaJD77QavNAcf6mNx/u4P502CyhhI+dio7qen4VeWG1b7lwx9ea8qUtT0ErIoAKGwqYPpkqf/r02W7nZBA7yyIG+4zkj8jVySyglbAnbPvVOa1kiZgJRKDz8xwRTjZsGV5bgOW3DBPtVuym3W64I+U45rOkQtkceuGPI+hqr4fgm1LxRLp0upz2aMshj8tNxZ1QsF9AODyfT3rqjT51ZGE58mrNXUdL/ALUvrNGXEMe5pGB+nH1NazlbaPO7aoGAB2rnvDOp3E8F09zK0mAhUM3rnpSanelyyliDUuEm1DsClFJz7le9vHkBKucZ496jjuBFgsicjBJFZ1xKV2DOR1ppnDpg4IHOD610KmrWMvaamuJQzcAD6Ej+taFo4P3TIreqymuXExPTrWnpjzGQZLAf7NYzp2RrGd2dIlxOnSWbHqGB/pzUsepXcQzHctgeqA/y6VHb2xPzLcg+xFPms5XOUkjLe3BrjfKbotP4ovlt3i3RAkbRJg8fh0rEfyz8qMeB+dSXEM8bkyxAgj7yc9PUVjazLJDYtJC21twwVropK+iM52irnQWcgaFQRypxmte4mdICdoyRgYrj76OGy0KHUtM1jUJVe6+zZuIljW4ITc7xD721ThTu9R7gdZfybFj44IJyKdak4SV+pFOoprQ52/uH85TgqUIIK9QfWqF1fTSvhp3b5cDgVb1Mt5xkXkAc1iXG4lHBxtPzVvThdGdSVmVruZmYgtuP+7WhpDTJGNkqruboyZH86yHLFy3Bre0cOfLX7PkY655p1tIBS+I6e31O7gjCCWIDHQhsVpQ69fRDpGyn/pqcH6EispUIGGhfH0p7oFTKI4B6qRkGvNZ1cqZ0MHiopxPavnGRsIb/AArA1C6bULqW6bCbiAqZztUDjNVJJIyFQ7kOcbWHH4VA42Y5IPv/AI1rC+wnCKd0WbNgty6MBhhnipLnSzqV9aMSPIh3M/ueML+OPyFYeiyRX3jAadqOpXNpDJJsSWOWKNY/UsX4xjPA5JwK3NCa6j1PV7W5e5P2WbywtwBvXBYfNjjPAzjit5U5QXtEYe0jN8hsMGjUtuPA/Csi6SQAEtnJJ/GtefcYHCnk9OaoThZFjR/lOc5FcietzoRFDtjC7owDg9CcVcVx2aVfYSN/Wmvp5uYdonKkjhkODThY3SAGOUH2NKVmMf5jLyl1cIfqrD+VNN7dRHPnj6+Vj88GgLdL/rIl+vahopcZ+znHsaiw7IfFrV9Ccq0LL7MwH65xV+38UMjAXNs2DxlSG/wrDljIBZYnRvboapSSoqFWBjbPGR8pq473QnCLRqa1qP8AatzvRCkMSkAMOWYnk4rKhOy7Td0bjIrL1qWW209pIpWRt64I9D70mvaTrfh/Q9Jv7y5uVnvDIZIimPIxsKAnH3iGzjt9c1206UqkbmE6kab5Sncjckj9Cc9Kxw52/SiiuqJyyJ9MRZL9QwyBk4NekaXbQ/Z0PlLnGelFFceMex0Yf4Tbgs7Z+GgQ8elMm0ixOT5Cg+o4oorz7s3MuSxgWbaFOPrUcunwFM4bp60UVpFu5T2Mq6s4l6FuR3NcnJfz6H4hkvbPb5sLtt8wbh8ylTkfRjRRXoYfc5q/wljQj5drdbcdEH86S4crIE6r6GiitV8Rn9lGbffLKMccVGgyuTRRWvQy6l/S4UnudsgyBXcaJp1s74aMMPeiiuLEM6qOxrT6LZZLKjK3qrYrNltER8Bn49TRRXEmdCKs64Kjcx981zevn/QGP+2tFFdND4kZ1fhZW1PxK2vRQRS6Vp1s1uqxRSWyOpSNeiAFyoHOTgcnmu21CQ4UcduaKK3xfxROfDbM5nVR8hYcEt2rLn/1FFFa09iam5SUAnmun0Vt8wQjjiiis8T8JpR3OiiupVcx5BAHGRzVjz3wnC4PbFFFebI6xlwqSQnfGhGM4xWPcQrGRtyAccZyKKK0pAcxNq/9kanexHTtPvoZpQxjvYPMAZehBBBHU5GcHuDXTeEbqfU7vVr67kZ7md1kkccZY7ieOg+lFFehW/gnBT/jM6baJFBYc5xkU0Ro0hBRTgelFFeYdpbjtYgAQuOcYqdtOgTJUuPo1FFQMpzJ5anDt+JrMluZbdv3bYBPTtRRTQIe11KVJyOvpQdssR3ohzkdKKKCjlvEsKQ6UWjyv7xeM8da56+1/U9Q0u3067vJpre3keVBJIzEs2M5yecbePTJ9aKK9bDfAcOI+M//2Q==", 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", "info": {"video_id": "205874", "label": "putting smartphone into box", "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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l1G5JoHBJWZyK2cil7WX/AFhXHB70r2N1Eu5ojj1HNT7y0ocH5h3qz59wSPnJ/Ct1JrcxcTd8GLdSCezMUuEHmDg4HODXWS27wpl0YMPWud8M6jqVtI6wMg3DnevUCuquLy4uLdXuQnmdPkGBiuWrbmujane1jAMrG52EcetZOq+HNK1lmluLYGU8GRPlbj3HWtSaRUaSbuASRRASyAgAhhmuStNxScXY66cU90eb6j8PZY9zWN0GA/glGD+Yqr4XxDMGDE+cuDn1FeoTDCtx2ryvSyTFAYFI2/O4Hcj0/KujC15z+J7WMa1GEdup16oftCuOmQa6C0jRVPmKMt046VTsbMXAWQ8R7cj39K2YYw0ij8a66k1sjCnDS7M3UNe07SJhFOx83aG2Rpk/j6VQfx05+W0tQv8AtSnP6D/GsDxumzxRIc/fiQ/pj+lZEOdwAIPuKIU4tKTInOV7I6//AISzVpiP3sKnPAEQxXc6bevqGnwXSYxIvIx0PQj868mhSVjsVSSScY6fnXpPgW/g0/Spbe+haUmYuhUBtoIGRnPrSrQjb3RU5NPU2JgY0LcflWS6Q3U37xQxU8e1b968M3zxriNuVBHIFYkaiOR2PQA81zJnUlc4rxV4HOr38l7bXflylQojdcrgDAwRyK861bRL/RJUS8jC787GVshsdf517umCuD19686+KC4bS9o5Pm9P+A1nhsTUlU5JbMqvQhGHMtzBsVSO0SRMgEcY9a9Ds5DcWME7cZUH8cc/rXD2dvLPGJTGo2KPlPQ+td74ZZb+0YNHhInI9mGAa7YS5btmFRc1kjf00mOJWcHkYx6UarrtvpHlifzSzglVTqR61ahj6ADqa5jx7GBc2MnIBjZSfTBz/WoT55WYSjyLQJvHM7Ai3tgnvK+4/kKoP4s1aYZM8a59IlrngCTgY+pqRI5WUAIxyccDj866FCC6HO5SZ6bo2oy6jpscx2GQEpIAv8Q/zmtBg20sdvHaub8C3CacbxL9DJHJtZAnzFWGcnr6YrrbyS3mUSQAiJjwCOa5Jx5ZabHVB3WpgX0EN7iOUdDkEdRXN+MPD91faGlnpzpu8wSMrnG4AcAH6nNdM0YN57Z4NEzB5WXP3eKzqVpU4XRrGlGbszxTRtNC/vJQM9CCP0rsPD2njUb03ciL9ngOEH99x3P0rCsLOa9uo7WI/NKPmYdEWvQEtksbQRxZAVdo9/ejFVrKy3YsPT5nfoi6AXKMjYBxjNbEAKIFYDgdRXP6bd20mYppNskJwN3cH0rUGoQEEhiBnsKTnHkV2PkfM0a8YDdCPwqUp7fjWFHqtuXCicA++RWpb38TsFaWMn8jWTku4OD7Ejx57U2SPEDYH5CrAaNz8rqT6Z5qQx/IaalcLHK3UphWaU/wqSKzdPvEkhUP1HymtfxKv2e1C8EyNj8O9cvaDEki5xnkUq1pKxtSXUb4lhW4ubAR/O53hQOnOK1LWBLW0jhVslup9T60kNskknmMuWUYUntnr/Kq97MYW3pgmPoPes41H7sF0KdNXcu5JIURyQ5BWud1S7aZjls+nNat/qtibNmjYCRh9xjjGetcddakHmJEYIz/AHq9KLhc4ZKRq2aebIFHUmu2sPDsZiRpBkkdK4XQNRgN+FlQqBzksMV6fY6lbBFHmYGPUMKxxFdRdrl06TavYsW2nx24xGgH4VYmhLQEDg0seoWrnG4qffoasq8UqjDqRXIqsW9zXka6HG6tE0Vq69dxA4qhp13IkIXd907ea1PFLot2kEZHyrvbHbJwKw7T/WyIOc89ac7SRtTWhrNegphlHSuK020Z3itrX/WyH73ZR3P0FdYyKUJPB75qLw/pD2VsJ5VCzyDp3ROoH9TRSmqcZMVWnztI1oLVbW1jt4g21Bj5jkn3qeB2jyzqMDjOaqxTCW5eJnAMg+TJx0/+tTbsi1jCGQKTk8t2rppPmppvcwqJxlZHM+L4ludQinGD+72kEZ71k2Nq0sqpHGMnjkZNbN8Yp2y0ikj3FXNEjCy7wAQOBmunn5YHPyXkWrDwxczkGZsKP7xz+ldZp2mpYxFEzzyTVm0UNECw2n0xV0RgYzxXFOpKRtGCRSvFIiB9q53UpmgsJCPvMQBXYSR71wOK5DxHiOSOAgZ6nFCdos1grysNtL2OSJWbjIrlfHUMU0+mS7h+78z9dv61rWWREUJ5Vv0rH8Ugq9oWXdw4H14rCirVlY0rfw2ZKRvdvFY2yjc+AR6A+uPzNekaVZxafax2cWMBfvd2Pcmuf8L6Kbe0+2TgmaYYTPVU/wAT/LFbEl0tpdJK+fLQgHHp3q6la9VRWyIp0/cbe5vWkTbiwZSB2qj4mtFubeB9uWjc44BHI9DmtiD7PFAuyQEPjGB+NEjQOu2RhgnuK1lVhGS1MuRyWqODh0WaY5SNR743H9eK0ofC9xLgzNgf7Rz+lddCscY/dOgX2PFWF2sMn8xyKbxDexKpJbmPp+kpYqQuSSOTjirlwh8np05q55Yz0pWTKYGKjmbepokjmHk8svI3RQTVGyvEuI1Zz8x6/Wr/AIhAt7Uqw5kOOPSubs8q8ie+RUV9VY2pLqR6Do/9n2fmuCtxMMuO6jsv+f6Uuq3nlhURzuqfUL3YrKvQdSpzmuXuJy8rPu6UKDqS5pA2qceVDhKzTtuIcDsRUy3Ssu3amV44GDWOlwQTk4JNKZhuOABu5Pua3lTM41Ddhddw3AkH0dh/WtWN3VQUkmA/umTI/WuQjlk3jYTiumsEaWIB5mQ9t3SuWrCyN4SuaAvLhSMXEykdN20/rirUWvX1s2fNWQDs6Y/kf5VELV/L2mdGGO4qtJZXKowTy3U9if5Vzrlua2T3H6jqz6pNvuGUeWpVEXOBnqfrVKJ9lyjDkHjmopAQMMmxvRh/I1naRbnVvFMmnS6lPaIVkaLy03FnVCwX0A4PJ9PeuynBz0MKklTVzq4yBG7AEbfQ1h6iwjTcX5J9ap6Dqs1xYXRuZ3YlU2bj0zmqV/O7ldx3d6IUmpWYpVU43Kt1M4jYluByD6VkNhm5rSkIaEj17GobeFJJhvHHp6116RRy6ydjU0K0IO/Ctnkg4PFdRFBxkRRg+6Cs/T9Igji3byrEdM1sww2qptkldG9z/WvOrT5pXO+nHljYrNGqZLQIvuFOKBNLbgSRNJHzjKSH+dXmt4Np/fv+dVZdPUIWiuiO/sayTT3LKjXLMGZwSXOS7HJP41HDOoukYHGeOlLMjrywA75U8flWPrBngszJC21ty8oe9dMIp6GU3bU61G3DBwav3EzpATtGSMDFcrqapa6Bb6lp2s6hODc/Zs3ESxrOQm5niH3tqkhTu9R7gdNfybFj44IJyKmpScGrihUU9jnb+4fzlOCpQggr1B9aoXV9NK+GndvlwOBVvUy3nGReQBzWJcbiUcHG0/NXRThdGVSVmVruZmYgtuP+7WhpDTJGNkqruboyZH86yHLFy3Bre0cOfLX7PkY655p1tIBS+I6e31O7gjCCWIDHQhsVpQ69fRDpGyn/AKanB+hIrKVCBhoXx9Ke6BUyiOAeqkZBrzWdXKmdDB4qKcT2r5xkbCG/wrA1C6bULqW6bCbiAqZztUDjNVJJIyFQ7kOcbWHH4VA42Y5IPv8A41rC+wnCKd0WbNgty6MBhhnipLnSzqV9aMSPIh3M/ueML+OPyFYeiyRX3jAadqOpXNpDJJsSWOWKNY/UsX4xjPA5JwK3NCa6j1PV7W5e5P2WbywtwBvXBYfNjjPAzjit5U5QXtEYe0jN8hsMGjUtuPA/Csi6SQAEtnJJ/GtefcYHCnk9OaoThZFjR/lOc5FcietzoRFDtjC7owDg9CcVcVx2aVfYSN/Wmvp5uYdonKkjhkODThY3SAGOUH2NKVmMf5jLyl1cIfqrD+VNN7dRHPnj6+Vj88GgLdL/AKyJfr2oaKXGfs5x7GosOyHxa1fQnKtCy+zMB+ucVft/FDIwFzbNg8ZUhv8ACsOWMgFlidG9uhqlJKioVYGNs8ZHymrjvdCcItGprWo/2rc70QpDEpADDlmJ5OKyoTsu03dG4yKy9allttPaSKVkbeuCPQ+9Jr2k634f0PSb+8ublZ7wyGSIpjyMbCgJx94hs47fXNdtOlKpG5hOpGm+UdqDsZGOcFRwRWPId8LscZx1ooreGxjPczFJLYJqX7vAoorWRlE6jSrKBo42KnJ612kGk2Ulou6EcjsaKK8yu3c7obFW40u3gBMZkHtuqmYQo4ZvzoorFGhnXHCexzwa5I6lcaP4ia+tdnnROwXeNw+ZSp4+jGiiu/DbnNiPhJdMULFJGB8vy/pmo70lJlweMd6KK6Fuc/QqSnPX1rrfDVvEyR7o1bI3Ekd6KKyxPwGlD4jtoLWADHlKR7irj6bZvGN1unPtRRXkts62Z11pdpEmUj2/Q1VWygYD5SPoaKKpNlLYp3NhCOm4cetc3rtvGmnM4zkOveiiuujujKp8LKWreJn15LeGbStOtzAiRxPbI6lEHRAC5UDnJwOTzXaX8hwo47c0UVriviiY4bZnM6qPkLDglu1Zc/8AqKKK2p7EVNykoBPNdPorb5ghHHFFFZ4n4TSjudFFdSq5jyCAOMjmrHnvhOFwe2KKK82R1jLhUkhO+NCMZxise4hWMjbkA44zkUUVpSA5ibV/7I1O9iOnaffQzShjHeweYAy9CCCCOpyM4PcGum8I3U+p3erX13Iz3M7rJI44yx3E8dB9KKK9Ct/BOCn/ABmdNtEigsOc4yKaI0aQgopwPSiivMO0tx2sQAIXHOMVO2nQJkqXH0aiioGU5k8tTh2/E1mS3Mtu37tsAnp2oopoEPa6lKk5HX0oO2WI70Q5yOlFFBRy3iWFIdKLR5X94vGeOtc9fa/qeoaXb6dd3k01vbyPKgkkZiWbGc5PONvHpk+tFFethvgOHEfGf//Z", 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", "info": {"video_id": "205874", "label": "putting smartphone into box", "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": "2b82680630c2502e09257f257b5042818c0711dd148f43cfe58e4809c9805fa2"} +{"episode": 52195, "episode_seed": 2069722795, "split": "train", "timestamp": "2025-10-13T03:26:28.308517", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2069722795, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stones'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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Jz9KGIp3BBbnj0z3poHIA9OadeAxlSR16VCoPXPBoAkVQBV6DxTrWj2EmnWF2YreVhIwCgnI9/wABVMcdK07Pw/fanYy31rCJUhbDKPvdOoHekB23wU8X2eiarfWur3UqNc4mt/lLb5Ody8eo9aTxtq17b3l7qGp4Zr65jljMYOEToF+qqv45rjfDkT/26k0a5eJSdvqMgH9K6zxPewX62dvMoMRkXap74zj+vFKUlsXFPc6LwlfXg0tmtQ6S3SlYHl+6oI5YDrnBOPrVwahL4WtTDeN5d3OpFsu37wPG/PoB+fFS6bNFPHZGMAeSqjaP4c8fnxVj4h2Yv/Bd1qMSn7bpzieIN0MeQHGfTBJoVNNaC52mdn4dKMVDP8otA7kHtxnPvjNfN19Mk13PIo4klZx9CSa7WL4oRt4TmtY7WZNVkgNuZcDYgPBYH1x7d686aRtwA9KrZBuPkwQQazdwA7ZPWrxV2U88dazFBIO714pATgg9BjHFJOheIrkZoRuMZ6Vo6Hc6fBq8EmqoHswSHVhkcjHNMkyrU3GmXMV9aSmO6gdZYmX+FgcivonQ/P8AGFjHc6nKst9I0J88KF2kHnA7Dg8V5F4r8Px6Y1vfadb3C6dcKGjabHDnJ29c4xjkivTPDGpW2maTZ6t/q7OWAExKclpWxwvqxP8AKolKxcYnP+C9A1nTLwzapLGLA3LwfNxLGxY4P484x6ipZ/D+qaXqt0ljPGkL7hZlWLSxjPAOeMj1Ga35Y7u7u4tEv7mO2ubm3i1BryBgy7w+5dqsOzAbvXoK898Ra/ro8QRW106W93YymJfs/wAqlj8pbnOQRz6c0NNtdh3ST7nbfDnUFvLW608zf6VFL+8jPX5Tznv97+dc38T9cj1zxtcvC4aG2RbZHXoxXO4j23E/lVe98AS6eIdQt76SczMFn/hYM3Ocg8g89ap6p4VubRJOhMahztOQVPORV2toTqzHW0kbA7HvWZqUUlvIgkXAOcH1rqLRcwgt/D1xWV4qdDHZFOT8/wDSso1G5WOidBKHMjA44Hel4ye9QryAeh9KeGA6Vqcok81xChEEssYcbXCMRuHocda1/Bmsy6Br8c8kD3C3IMToGwSSeDS6PpMWrGdHulgdFBTdyCff2qO1thDrsVvK8e+OUpuDZXf0HP1pN6DW50niRLq71pr+W5MhuCvmBj9xQcAD6CpbqVGu16BDwMngDjrWdqt3JHlpSSwYJtxyf89aWSQxskY+Y98jkk+lY3ua2sdJo2r6guo2sdnIGYM/koenI7+2a1bzSf7U0bTdQjmKsUbf5gPPPXPrkVy2iSmw1a1uSuzy2U4Poec1qaLrer2QvdJnhUBbhzGzrhkDEkcdCOc1TS5bsqm3zpI9U8EWiHQMYyCuMGvL/iV4dj0bWDdQOxjuGyUb+E4r17wntisYo7izTaIQPPiypP1HTNct8YNEa90+K5s2LeQQzoeu3FRT0s7nRVvK6sfOecjjOTxUo5Xg/nTCMZBx+FKpHB6DpXSeed58M7S1e9ur66klcQsqJbhyEdiOrjvjtXU6n4U0/UpNd1vTnS21LS3DrCgUQ7kUZUgcfNk8jpivOvBNwkPi6zinm8qCd/Lbc2EJ/h3e2a7b4pakLbUE03Tpzas1kkeoRQAKrNu3Kp9wMZxT5dAucjqtxO8s0l8lsXkQCARAsEAGWHIznvXdeC7oTaXGoKb53ZQD7D5efTk5/wDrVwVvq0V/5FpOpiuAjDe2NrPnoPTIrS8LX82nzkMx8sSkxHGQCOq/XNZx0lYt6q59EW9h5+gp5sjMJ4mVgy8dCCB7HJ+vFeZTrpXiXwj5sZjc6e0U0bDGV+YIy/Qg9PavU/7YsoPCH2zz0WO2sjMQeD8q+n1/mK+TI5LmGK4jgnkt0u1AmSNiA+CG5/EA/hWxmtDt/iVpsMOpWF3CixtPARMF6b0O3/AfhXGRjkZ6eta1/rN7rSWq3sisLaLyo9q477iT7knk1UWE9ycdjU8o2zK1VQgg64Of6Vnb+ODWprK4Fvk54Y8/hWXjHGMfSplowRKCSPpXYeBonaeaaW9litIyMwRnBkf3PYdPrXGLzjHSuh8ITN/bcdqWHlzHlD3YDjFLca3Omm8MGyuLjxBpzAxWcu42YJ3smPnwT35yAaxNUu47i+nluLWSAx7TAk2AcdS3pmtXxbqUmj3TWmlusaXcCy3EZJYq5PPP+0AM1lCWz1pIggR7lImZoyORyAR7n+lQ421ZafRHZeH7kSafbIsiB5gWyemc8E+2K9MXT1ufDjLIZCl1bsG8wdflIwfrk/lXgmi301lEYHJHkSERH/Z9P1r3N/EFq/hW5uVmVI7WzaQKeP4CB+vb3rWDuRJHBWXgzSdTGn3kcICC4MF1Ahwr/LkHrweDXEeK9HXQvEl5p0RLQxSfuyTzsIyOfpRo3jDV9MihtvMEtsLhJpOMM20EYB/GpfEGrr4h1y71BYfKWUjYhOSqgAAfpTtcV9DIjXcQB6cCsQbu+K6JIT2U5HvzXO7lyRjH+FJqwkxynFXtIuILXWLOe4CmFJAx3DIHoT9Dis4Ek+3vQeRUlHtkWrS25s9UuYleyWT97M5BVCwwh/UjPQZrmLq30jWde1g6ZLNFAlz5tksUmI4WwCWVDwQWz+HSsm68VpdeGl06OMrNKFW53DjC88duTjj2rnra9uLKWSW1k8supRuM8H+tFkh3OzuJ7x9V0rUr+/3zwjY6ImEx1wPXn1q18Sbm21SXTTEVFx5DF3U8gbhsH5hjj3rjDq8159jt7vy1t45Yy7LnLAEdT2rd8Ty2jJZTW8kRco6MIzn5QQVz+ZH4Uo3S1B2ex0nhnX7m505rS8w8nybXHQ7T+ldLDtYkyKG4xg+npXnXh6U5Vweldkb8bA4PTqKd9RpHMajFHpWqyQZ/cv8ANH9DXNeKFCfZWRgVbccflWz4nnNzcoy4+Xv6VzerymW3s92eCwOPwrHltO51SneizJzntSqe1KcYBz9famZ/ACtjjN/wxDaSaoZbxd6wJvSMnAZs9/Ue1ddPpema5NdTTT+RdwxKY2jwFU8kEjvyMY7V59p1yLbUreZmKorjcQcfL3/Cun8W6ghjtLaCb94iP5jxcBkboD6560mtSk7IzL29vPtsdzdCI702hYMnYxHXmtw2KvaLOkpduC5PHI9PSuZtNSXdFDcZGCR5h6dMCuv0kKEaBznIz+FY1Pd2OihaTaZVtpEe686YkQQpvlYnjavP+frXYz3MGqSWF5EAzNlMj0yCB+Ga4DV2kS/l0+3R0tpZM4c5Yrx1P1rtvCtoGngiAxjmipK0Ldx0YP2l30PavDyY05FYDgYqrrdqHuj5gzGEOQeh4q3o/wC6Qwk8iofF9ylho0lyxAOMVmo3jY15uSqfGysG4xn+lTclcjoDVWM4bBb2qaLsPz9q7TzSwmByT3qy9xJcMTI7OzHJZmJJPqSetUiw6DOR0p6Ngjkjtg9jRcZM9uZVz6Dv3r0D4RXluYde07ULZZbRLV59zJnaQp4B7HjIrgVlLGNTyDxXqPwd1TS9Mh1e21C6t7QvcxyBp2wGjAKkZ79TQtwOGHiLWJtH/s2e/la12jdHx83cZ9ee1UASygjsOtWL1bcXk4tj+681/KI/u5OP0xUaqHG5j04wKq4iS3cAjoOavFQRkPz9ap7CVCggYOeKs+HbEaz4lbTrnUZrUNHKYyibizqhYL6AcHJ9qd7AZPiFtn2bjP3hn8qxQ+R6+lT6jcSXEcDSOW4J598VSViDgmoluNFoNx0qWJ3jkWRGKsrAqwOCDVVG6D1p+8AdehqRmhdXs17cPPcSmSaQ5d26k0sbSo6zwu0ckfIZOxqgj88H6VcSXcqIOC3FAjqfALLqGtywX8bzwnMryEcKO+T26VX1bXZrt720tJXj0t5naOEDGUDZQH17Gus+DxtkN/ayGPz5Z0HzH7yDjH05J/CuBu41W4m8s7k8xgB6rniqWiBkWR8pz0HNWrdhkH3qovI+Tp3qO4kMUBMbNv3U0B0KD92Dt656GuIWQknJru9Ts7O18OW+p6Zq9/MjXRtc3MKxrcEJud4gPm2qSFO71HuB5+CP1pzdxJFoPzgkn3pQ3PtVfzM8kc9Kd5nQCsyiYScDnpUqHI61UyR3zS+Z70AWg+Hx2NMZ9rHAxzzimLJuVB6U5yQCaAOr8NXG63cHtW7JdlMgHrxXO+Ejvbpwe1aV4Gt7x4W6dVPtWd/fsbKHucxSuX3u2T3zisjXl8qK0IP97+lb2g2llq3ipdO1K8uLWCZ9qSxSxRrH3JYycYxngck4Fc94ohms9VlspvtA+zTSRhJwBIoBx8wHGemccelW1qiVL3GjKDH09fxozkVCGxg+vWl3e/WmZkwbqTTi+FKjpUG4cgUhbAFAE7YZCDW74RvCly0Ttz1HvXNmQlMe9WrJxb3O9M8Hj2qZR5lYuEuSVz1GaGOYLIVBYd60fDdwYdUQ571z1je+fbKc9q1dIkxeqfeuJ3Wh6Kd9T3PTT5rrL0JA5rlvi5PJHo8MaN8rsAfSmaxql3YeEDcWdw8E4ljUOnXBPNcJ8RG8RW/hrTLnUtRu5DcMxeF14hxtKgnH3iGzj/69dNFdTmrytL5HiOevt/jUiElvxxRRXQcROo2o5HXjn61IRkAeimiikMdETlDnnNXg5Qcd6KKaEySXiRKlHCEj1ooqkBciUNHuPUVWj1GfR9d+32uzz4i23euR8ylTx9GNFFN7Ajn9SRY0hVegBH8qonv7UUVDGOyc9acvQmiipAkPABqeFj5i+xoooQGpZzSRN5kbskg6MpwaHJ3r9KKKsYwZwy5OAaZecW59Nw4oopkmrrXidtft7aOXSdNtWgjWOKS1SRSka5wgBcqF5ycDk81xlFFSxocPWjJzRRSGOHb3oPU0UUDHrwKnHKDPPFFFAjp/CXEoxXQeIY1C28gHzbsZoorml/FO2H8AwYdaOk3d3GdP0++imcOY7yDzAGUcEEEEdTkZwe4NYfiK+uNSvWvruQyXFy7SyvjGWOO3b6UUV0vc5DHHT9KbRRSJFU4Ofan9Rg0UUDRHU8RKkkUUUxHY6MxNkmT0rptJJ+1pRRXFV+JnoUdkd54hY/8ACFnn/ltF/OvO/FOq3t9oMVjc3MssMMjSKHdmJLY65POMcemT60UVtQ+ExxPxn//Z", 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Jz9KGIp3BBbnj0z3poHIA9OadeAxlSR16VCoPXPBoAkVQBV6DxTrWj2EmnWF2YreVhIwCgnI9/wABVMcdK07Pw/fanYy31rCJUhbDKPvdOoHekB23wU8X2eiarfWur3UqNc4mt/lLb5Ody8eo9aTxtq17b3l7qGp4Zr65jljMYOEToF+qqv45rjfDkT/26k0a5eJSdvqMgH9K6zxPewX62dvMoMRkXap74zj+vFKUlsXFPc6LwlfXg0tmtQ6S3SlYHl+6oI5YDrnBOPrVwahL4WtTDeN5d3OpFsu37wPG/PoB+fFS6bNFPHZGMAeSqjaP4c8fnxVj4h2Yv/Bd1qMSn7bpzieIN0MeQHGfTBJoVNNaC52mdn4dKMVDP8otA7kHtxnPvjNfN19Mk13PIo4klZx9CSa7WL4oRt4TmtY7WZNVkgNuZcDYgPBYH1x7d686aRtwA9KrZBuPkwQQazdwA7ZPWrxV2U88dazFBIO714pATgg9BjHFJOheIrkZoRuMZ6Vo6Hc6fBq8EmqoHswSHVhkcjHNMkyrU3GmXMV9aSmO6gdZYmX+FgcivonQ/P8AGFjHc6nKst9I0J88KF2kHnA7Dg8V5F4r8Px6Y1vfadb3C6dcKGjabHDnJ29c4xjkivTPDGpW2maTZ6t/q7OWAExKclpWxwvqxP8AKolKxcYnP+C9A1nTLwzapLGLA3LwfNxLGxY4P484x6ipZ/D+qaXqt0ljPGkL7hZlWLSxjPAOeMj1Ga35Y7u7u4tEv7mO2ubm3i1BryBgy7w+5dqsOzAbvXoK898Ra/ro8QRW106W93YymJfs/wAqlj8pbnOQRz6c0NNtdh3ST7nbfDnUFvLW608zf6VFL+8jPX5Tznv97+dc38T9cj1zxtcvC4aG2RbZHXoxXO4j23E/lVe98AS6eIdQt76SczMFn/hYM3Ocg8g89ap6p4VubRJOhMahztOQVPORV2toTqzHW0kbA7HvWZqUUlvIgkXAOcH1rqLRcwgt/D1xWV4qdDHZFOT8/wDSso1G5WOidBKHMjA44Hel4ye9QryAeh9KeGA6Vqcok81xChEEssYcbXCMRuHocda1/Bmsy6Br8c8kD3C3IMToGwSSeDS6PpMWrGdHulgdFBTdyCff2qO1thDrsVvK8e+OUpuDZXf0HP1pN6DW50niRLq71pr+W5MhuCvmBj9xQcAD6CpbqVGu16BDwMngDjrWdqt3JHlpSSwYJtxyf89aWSQxskY+Y98jkk+lY3ua2sdJo2r6guo2sdnIGYM/koenI7+2a1bzSf7U0bTdQjmKsUbf5gPPPXPrkVy2iSmw1a1uSuzy2U4Poec1qaLrer2QvdJnhUBbhzGzrhkDEkcdCOc1TS5bsqm3zpI9U8EWiHQMYyCuMGvL/iV4dj0bWDdQOxjuGyUb+E4r17wntisYo7izTaIQPPiypP1HTNct8YNEa90+K5s2LeQQzoeu3FRT0s7nRVvK6sfOecjjOTxUo5Xg/nTCMZBx+FKpHB6DpXSeed58M7S1e9ur66klcQsqJbhyEdiOrjvjtXU6n4U0/UpNd1vTnS21LS3DrCgUQ7kUZUgcfNk8jpivOvBNwkPi6zinm8qCd/Lbc2EJ/h3e2a7b4pakLbUE03Tpzas1kkeoRQAKrNu3Kp9wMZxT5dAucjqtxO8s0l8lsXkQCARAsEAGWHIznvXdeC7oTaXGoKb53ZQD7D5efTk5/wDrVwVvq0V/5FpOpiuAjDe2NrPnoPTIrS8LX82nzkMx8sSkxHGQCOq/XNZx0lYt6q59EW9h5+gp5sjMJ4mVgy8dCCB7HJ+vFeZTrpXiXwj5sZjc6e0U0bDGV+YIy/Qg9PavU/7YsoPCH2zz0WO2sjMQeD8q+n1/mK+TI5LmGK4jgnkt0u1AmSNiA+CG5/EA/hWxmtDt/iVpsMOpWF3CixtPARMF6b0O3/AfhXGRjkZ6eta1/rN7rSWq3sisLaLyo9q477iT7knk1UWE9ycdjU8o2zK1VQgg64Of6Vnb+ODWprK4Fvk54Y8/hWXjHGMfSplowRKCSPpXYeBonaeaaW9litIyMwRnBkf3PYdPrXGLzjHSuh8ITN/bcdqWHlzHlD3YDjFLca3Omm8MGyuLjxBpzAxWcu42YJ3smPnwT35yAaxNUu47i+nluLWSAx7TAk2AcdS3pmtXxbqUmj3TWmlusaXcCy3EZJYq5PPP+0AM1lCWz1pIggR7lImZoyORyAR7n+lQ421ZafRHZeH7kSafbIsiB5gWyemc8E+2K9MXT1ufDjLIZCl1bsG8wdflIwfrk/lXgmi301lEYHJHkSERH/Z9P1r3N/EFq/hW5uVmVI7WzaQKeP4CB+vb3rWDuRJHBWXgzSdTGn3kcICC4MF1Ahwr/LkHrweDXEeK9HXQvEl5p0RLQxSfuyTzsIyOfpRo3jDV9MihtvMEtsLhJpOMM20EYB/GpfEGrr4h1y71BYfKWUjYhOSqgAAfpTtcV9DIjXcQB6cCsQbu+K6JIT2U5HvzXO7lyRjH+FJqwkxynFXtIuILXWLOe4CmFJAx3DIHoT9Dis4Ek+3vQeRUlHtkWrS25s9UuYleyWT97M5BVCwwh/UjPQZrmLq30jWde1g6ZLNFAlz5tksUmI4WwCWVDwQWz+HSsm68VpdeGl06OMrNKFW53DjC88duTjj2rnra9uLKWSW1k8supRuM8H+tFkh3OzuJ7x9V0rUr+/3zwjY6ImEx1wPXn1q18Sbm21SXTTEVFx5DF3U8gbhsH5hjj3rjDq8159jt7vy1t45Yy7LnLAEdT2rd8Ty2jJZTW8kRco6MIzn5QQVz+ZH4Uo3S1B2ex0nhnX7m505rS8w8nybXHQ7T+ldLDtYkyKG4xg+npXnXh6U5Vweldkb8bA4PTqKd9RpHMajFHpWqyQZ/cv8ANH9DXNeKFCfZWRgVbccflWz4nnNzcoy4+Xv6VzerymW3s92eCwOPwrHltO51SneizJzntSqe1KcYBz9famZ/ACtjjN/wxDaSaoZbxd6wJvSMnAZs9/Ue1ddPpema5NdTTT+RdwxKY2jwFU8kEjvyMY7V59p1yLbUreZmKorjcQcfL3/Cun8W6ghjtLaCb94iP5jxcBkboD6560mtSk7IzL29vPtsdzdCI702hYMnYxHXmtw2KvaLOkpduC5PHI9PSuZtNSXdFDcZGCR5h6dMCuv0kKEaBznIz+FY1Pd2OihaTaZVtpEe686YkQQpvlYnjavP+frXYz3MGqSWF5EAzNlMj0yCB+Ga4DV2kS/l0+3R0tpZM4c5Yrx1P1rtvCtoGngiAxjmipK0Ldx0YP2l30PavDyY05FYDgYqrrdqHuj5gzGEOQeh4q3o/wC6Qwk8iofF9ylho0lyxAOMVmo3jY15uSqfGysG4xn+lTclcjoDVWM4bBb2qaLsPz9q7TzSwmByT3qy9xJcMTI7OzHJZmJJPqSetUiw6DOR0p6Ngjkjtg9jRcZM9uZVz6Dv3r0D4RXluYde07ULZZbRLV59zJnaQp4B7HjIrgVlLGNTyDxXqPwd1TS9Mh1e21C6t7QvcxyBp2wGjAKkZ79TQtwOGHiLWJtH/s2e/la12jdHx83cZ9ee1UASygjsOtWL1bcXk4tj+681/KI/u5OP0xUaqHG5j04wKq4iS3cAjoOavFQRkPz9ap7CVCggYOeKs+HbEaz4lbTrnUZrUNHKYyibizqhYL6AcHJ9qd7AZPiFtn2bjP3hn8qxQ+R6+lT6jcSXEcDSOW4J598VSViDgmoluNFoNx0qWJ3jkWRGKsrAqwOCDVVG6D1p+8AdehqRmhdXs17cPPcSmSaQ5d26k0sbSo6zwu0ckfIZOxqgj88H6VcSXcqIOC3FAjqfALLqGtywX8bzwnMryEcKO+T26VX1bXZrt720tJXj0t5naOEDGUDZQH17Gus+DxtkN/ayGPz5Z0HzH7yDjH05J/CuBu41W4m8s7k8xgB6rniqWiBkWR8pz0HNWrdhkH3qovI+Tp3qO4kMUBMbNv3U0B0KD92Dt656GuIWQknJru9Ts7O18OW+p6Zq9/MjXRtc3MKxrcEJud4gPm2qSFO71HuB5+CP1pzdxJFoPzgkn3pQ3PtVfzM8kc9Kd5nQCsyiYScDnpUqHI61UyR3zS+Z70AWg+Hx2NMZ9rHAxzzimLJuVB6U5yQCaAOr8NXG63cHtW7JdlMgHrxXO+Ejvbpwe1aV4Gt7x4W6dVPtWd/fsbKHucxSuX3u2T3zisjXl8qK0IP97+lb2g2llq3ipdO1K8uLWCZ9qSxSxRrH3JYycYxngck4Fc94ohms9VlspvtA+zTSRhJwBIoBx8wHGemccelW1qiVL3GjKDH09fxozkVCGxg+vWl3e/WmZkwbqTTi+FKjpUG4cgUhbAFAE7YZCDW74RvCly0Ttz1HvXNmQlMe9WrJxb3O9M8Hj2qZR5lYuEuSVz1GaGOYLIVBYd60fDdwYdUQ571z1je+fbKc9q1dIkxeqfeuJ3Wh6Kd9T3PTT5rrL0JA5rlvi5PJHo8MaN8rsAfSmaxql3YeEDcWdw8E4ljUOnXBPNcJ8RG8RW/hrTLnUtRu5DcMxeF14hxtKgnH3iGzj/69dNFdTmrytL5HiOevt/jUiElvxxRRXQcROo2o5HXjn61IRkAeimiikMdETlDnnNXg5Qcd6KKaEySXiRKlHCEj1ooqkBciUNHuPUVWj1GfR9d+32uzz4i23euR8ylTx9GNFFN7Ajn9SRY0hVegBH8qonv7UUVDGOyc9acvQmiipAkPABqeFj5i+xoooQGpZzSRN5kbskg6MpwaHJ3r9KKKsYwZwy5OAaZecW59Nw4oopkmrrXidtft7aOXSdNtWgjWOKS1SRSka5wgBcqF5ycDk81xlFFSxocPWjJzRRSGOHb3oPU0UUDHrwKnHKDPPFFFAjp/CXEoxXQeIY1C28gHzbsZoorml/FO2H8AwYdaOk3d3GdP0++imcOY7yDzAGUcEEE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", "info": {"video_id": "25851", "label": "putting stones", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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jtmtJppGiWNnYogO1SSQueuKKKpAViT5YPcVJ1Y5JznrRRVIkdYa42lXFzE+nadfxTOHMd7B5gDJnaQQQR1ORnB7g1n63f3OpXsl/dyGW5uZGllcjGWPJ4HT6dqKKTAztxHTjkfyqYDK/SiikMsA4kb0AwPypBwy44yM0UUkBbt/u/QmrUbF1fPYcUUVSEEQBGD03VaiP70j3oopoB96gWzcDsyn9aju9f1PU9Ng028vJ57e2keVBJKzEs+M5JPONvHpk+tFFOQI//9k=", "info": {"video_id": "25851", "label": "putting stones", "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": "ae24dd4f39cddd8f5c4d58fbb4db8b5be2624a88a33e7c74b18f5576549d6597"} +{"episode": 52196, "episode_seed": 247667357, "split": "train", "timestamp": "2025-10-13T03:26:32.292946", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 247667357, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen into the pen 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": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "8136", "label": "pretending to put pen into the pen stand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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ZNMtlRrg7YxxuP6GqOSx0017b30MYubtAuAA0jtg/Tms1vDmh6jeqhuY5pJGAVI4ixJPvmudea8kgxFC8iRksxRM7frRZa8YryJreSWOQSoEIA9RXO6cm9ZHRGULbHoeieCtIt9WvLZorWTyIoZYt8W8/MDzk9srVeQXVhfXnnXUTQQxl5ZEGFUZwoAPQZJ6V1Vnc5mF5JYRvOYhAZIJPLJXORlenB71zWu3NikNysOnSpIxK+fcSeYEbGOAOM46HtnNdKhG10Zxk76mY2rtp1mlvbzWl7GyBZFSZo2AGSN3BHfpmqFtqMlvC507To4xJL5km+53hj9ccVEfs/wBnRRID3PYkgcVnW2qGBFD/AGdA2XKbWU/n07VG/Ud9bmvYapdR2kxu03FpWcYOAi9lHsMViyatLJcB9o8vcTtB55qRtahvbMpbp+8A5ycAfj3/AArKt5reW4CzNtRujZxS0e5s7x0TOs07UV1G0vbfYVXClcn2YY/Ws20ijYshmAKgdOea6PwfpsKTSzQt5ygqCf7vXg11139gsLWS5nhhCIOcRrknsOnWlHRvsY1FdnnYgQo7CYEgZ6U+OZrODzRIT8+AqnGQRSy3X226lndAqueEQYCj0GKvT2MI0xhlgFfdwfaraujG9mZ58Q3PnTBL2dYl5A8zHHtXSeD9ch/teW0njkZnjBaVJQzAAg9D2PcVyOr2llPp9qLe3SOVT+9cE5Jx3/nV/wAJWzaX4jG/O2WM8kehFQoqLujb2jaszsk0iPR7ByNXt5YA7lVZHR1UnOCMds461yclwL6EabDcM0aSee6RHaN56knrgcYHHTPNdb4qlmfTL1XhUJGiiJ9u4tn7wxXn2h2Ya3ub1CUEWxMY++xznmrlJ2HFWVzTkZ7C48tS3lnjJ9e9dBp2qg2QQdcEZrnnglmRnfcxIyM9jVK1uzDIUJIGc1yVI63R2UJXjY9D+x289iqOiuGHIIpdZ1O71i2/s9kV1WMhVReScYrP07Uw8SAntXTW+izWoS6bkMQSSQfyrFU6k6kXB2S38x1pQ5fe36HnNrot4rOsmmXe0Y2nyyKdLbxwK6PFLFIpGVbII/CvQta1mLRbBpiczN8sSE9W/wABXncU0kszTTHzHkYM5bnOTXpJnmS0FeQWcEE0akks3JPUVlR6tCrt5hVSX+6c966rUbaI6Wh8lfkLY49ax9bVNXksV8pE8sbCAgHPrx2qZJXuVCo1sdN4D8SO+oz2ggimt1UEmPchYg8YP4/rW7qunafp/hdoF1O4gjt3M0Mc8HzDDbgoIOCAT19K4rwdCdI8SSWxzsZN2Ac4ORXX+NJbwaJeq/8AqTs8koAW9+tNbWNE3KXMZ+h62t5KksrhmbgnOea6HW4ILnTXJyfMXYoUZJJHQD1rynw+s4tJbqMFYoHVMY+8Wzn+VdhpWvSSXkW8jaisFB9eOa4Zw5Wd9Jp7mQ12bErb3djcwiNcb2APT261e0ZodQWP7O42A/MR25/nW/cwxa/I0Uv/AB7RAcLwXY+/oKq+HtCsPDc2qNI5kFyYzAnO7cN2c9u4q01VShL+rahOEacXJf8ADAPA9uLgzJf3Kk5G3YpAFYOoRRWGoyWtvdNPtUh3YAAN6V1niHWJrOOKwsVLajdHZEo6qOhb/D/61czD4S13OWsjkg5PmL/jXYjypeRVayum0y4BXJyvAI5Gaxb3T9Ss9O/tTdC8bnyxGXJcduntivQ4PD2qLYGJrZt5Vf4h1H41jXHhLXXtxbNblowdwO5cKe/ekxRcjnPCd3PP4rshKBCyLkEDBZsHv617pDPKkTeZNbSB03Tecg3bADySOTj3ry6Lw/eWurafMlq0ZibMjFhxwRXp9nYpJ/pW4rcG3MO8c4B74PvThuaN8yuzkdd1iRdOKixtILa5LRMbYfM/zZbn+6Sfxrlru4ifzPKjPmCPC5HQ11l3pd61pcJIjl8GOFWAO3JyxrE/sKeGFmkglAUcsRninUdpaFu3Q5S2v7uKGJzcXbcElfLV0z6ZUcfpUVt4rFxE0EkW2VnKq7Aqmfx5z7frV65hQM8sZMTYOShxnHSsW40O2ZIW3yBgp5BBBJOc/rUS1NqUnFNmZLeyX961zMwLMeBngD0FbWm/PtOFJwRXYwWVkq8WUAx/0zH+FXYordfuwxr6YQU7nJynmwnlgjuYUDKkoK/LWfbaQPIaVoyGRwQNvX6V6+ETsi8f7IqvdWwlTco+YdAKQ7DdOt2nFtMzlTGGBTs2Rjmufks5DNJDcRAwRMxVBGQCxHp6f41t2V88STJsyyglR61TvtWEV6vnIcbATjsa0vyxt3GpXdjlF0udQTJE4xz904H41l3EJi8wxSMnUEdvyr0WK6huo8RnII5xXFavZNa3ksTA7W5U+oNZJWKiruxzU+kmJlkiuXWRQcAjjJrORRM3lP8Au50HMZ7+4roZsmNc9QMH8K57UoJJLjzlB+UcH0xSeqN+VqWp3fw1uJY/ttujYSR42kyOmN1b3/I263JbiSQaZaD5nXgu54H+fT6159oeq3sOjzwW8Z3XrLGJV4LAZBX65YV7B4f00aRpSW2B5jfNKfVz1/wpx2sYVNyGLwXpYH+tuT/wMf4Vo/8ACN6e0BjPmMhOSN//ANarqD3wB6d6mHHGRVmdkYreDtIJJMUn08ziqkmi2tlfrc7Wyi4UlsjGK6frUNxbrc28iqpJXgkKTtOKTta7AwfENzA+kHLApINv19qzPC2m2z6VIrDIMxOM+mKo+JLgRwGGWOUOrZ2kcZ6de9VdEvStugBKMCeQfek99Ni435dTq7zRrf7FILdCJMHb82ea83vUaO4ORgdQf5ivTrC4M4YO2XH8q5/xNorNKtzBtAlcBgTgBvf0BqZxujeg7St3Of06/MYQZ5Br0iO/umQS3s0gtbcGRt5wAB/OvKghimKd1bH6103iXWptc1CPQdMbKLKI5XH8T+n0Xqfce1ZUrK5WITukbmgwDxXqtzq97AGsYcw28L9M9z7/AOJ9q6yPQ9HUcabbj/gNM0yzi02whsoeEjXGfU9z+PWtGMepPtXScgz+ytOeMA2sRUc4K1C2gaTywsYMnuFxV4EHjNL3oEc5Jplpp94blLdAxz84HOPSq3jC9gbRUDHKyfKAe/tXT3EUd3byxgZIO04HRsZ6V5t4ulNvAIJbeVWVsjdwufYnFTzR1jfUavozT8HafZtosgdFO6UnBPtiqHibTE0u6jurJCsJXc6jopzjP8qzvDmoMYljLbHU5BBrq5n+2WknmKZmjU7owPvoeGA9+/4VEo8ysbwk4yuZuhamAjKT1b+la2o3tna2bajdOfLg52g/fY9B+dcDZztZXJjLA5wQc9Qeau39vN4gvNPsI5CAxct6KOPm/AZ/OuaF4zR2VmnFnSeC7abVNRufEd/y8vyW4PRRjkj2HQfjXcxscAdaz7OKGytIbWBQkUSBFGOgFX43+UtXceYWlfC4ODQTnsM/SofN9egpwkBPb86AK97amSIyxgbgM9OtM0+/uRZFFXfMCMHHUE1PNcTQgmOHzVIHyq4Ug9zz1rHluXt2eWFrm1ViSVeM7c/VcgflWU8RCk7ST9Um/wAhqnKa0NLUNSEF6UkQlQoyR2pnnQ3CEJhlI5AHb3rFEpuZM5jkY9SswJ/I4NW7MtBdmNgQDkEUqdelVfuSuW6cofEji9Z01tPvnhIJifmM+q+n4VgSAqhhbhozj8O1ep6zYJqFkAuDLGd8ZPr6fjXmGrThtYlbyxF5g+4B0IPSqle51U3H2Tb3OqjA6nJFWAR2qhHJtXt75qdHzyTVnGXAwzSSzrCuXOFwSWwTz9BVfcM8HilL54yce1LXoIo3FyqytLa3dupbqGJHP4rxXNXsk7zs7gOx5JWZG/rXaF1bII3A+tYmoaTaTuxMYHHYVhy1l9u/y/4JqnT7fiZek3rR3ewg7T1ArT1ezTUbIGP/AFyfMh9fUVSisobMERKR6mrltdA4Rutaq9tSdndHEX1z5t7KDGsRBB2qMDoB/MVm3mPs8jYzhTkV0nibTxHOLtBweTj9awtC01Nd8Qvpd1qEtqjxymPy03l2VCwX0AOCcn096EuhrKo5S5mXPhbZrd311PJ8y2pVkQ9AzZ5/SvXVkI6AH2ryr4Uts/tY5PPk/wDs1emRPu5zVnOzSWXC4PWnrITkg1S8wZBJ4HvTxJkZBpiLfmkN0BqGeNJ3BIZWA+8jFSPypvmZ4zimmQZ4PNKUVJWewJtO6M/V9NnurUhLuVjj7sxDj9RXn09rqFhdgi3Tg/woVz+XFepA7+O1ZGoWxBJ6VgsNSjrGNvTQ1VWezdytobyOnmuChxgCti4QTwNHKNyMMEVzjXMkCsY+uO1UdY1+8i0dnhnZJA6gMuAa2QttTG1mzl03UGViSp+6/wDKtz4WaVIlhNqtynzzSMIS3ORn5m/E8fgazPEiRz+HYdQttXv7kG5+zA3MSos5CbmeLHO1Sdp3dyPcD0eyhis7KG2gQLFGgRFA6ADikopMc5uRqKxJwGq0JsALis6I4HPWpfMA61RkX1fI64pwkYHiqIl+XrT/ADc8ZNMB08MN24MkILDow4I/EVl63o8lzYssF1Mp/uyNvU/gc1peYM8EU5jvGOorGpQpVPjin8i4zlH4WeOXVrqGnXZb7Om5TwVQrn8uK6/RdWMsMcy480DBHpWnqluySFtvB6GuLkkbSNXYciGX5h7GlCCp7Gjk57lrxBBbKPMEawT+aWUquBKrckZ/vA/pWr4IKPJdSsuXRVRW9jkkfoKwtMvxqXit9NvdUura1mfYjxyxIsYxyWMnGMZ46k1f8Exz2Ws6/ZTGfbbzKircAb1AL/eA4zxzj+tXye8pA6l4uLPQUk3HBHA681Y34wOh9M1QjcIO/qc/5+v6+1SiXIyB+H+f88e3OpgX1kAFO3g4Jz+FUVlIyOc+n+f8/wBHLNz3oYFssNwJ6dhSmRSpBAINVDMdwBzSxtuOTUgRz6ZbTHnH0Iz/ADqa3tIrcfKSxxwTUnHoTmmlwpyOlFupSHuFKnBAPrXAeNtFEhF7AMPnLY/vetbvjHULix0B57SZ4ZvNRd6dcZ5Fcn4gj8RaboOn3F7qF2Xvd/mQsvEQG0qCcfeIbOO31BoauNOxaDED2H/1/wDCrEZLFge3/wBf/Ciil0ESAkCguaKKYCpy/NLOoDAY6iiikBl3AAJ4rIldklXaaKKllon1SJbjRrkPn5Yi4I4II5FeYWeq3Oiawt/aFPOhLbPMXcPmUqePoxoopoR1nwyG06vjsIv0Dn+lejq5UsB05/Td/h+pooqiGSO5BI9M/wBf8P1NSZK5Gf8APP8AhRRQIerHJofh8ZoopgWLfnA/z0qO+QGIsev/AOr/ABoopDW5zNyNrtj1rlNeOyCVR03I1FFR1NehDrHiR9bitoZdL062MCJHE9sjqUReiAFyAOc8Dk8161FnK8/56f4/nRRVsyJyzDueSP6f4/oKWMlwMkjp0+g/x/SiigBwchiO23P6ZqcDGTn/AD83/wASKKKAE6PjJ6/1xViJiqDH+eAaKKYFLVgDGCeTnqfxrgvEkaPZFyPmRhg+mcf40UVEjWBxtnrsmm3V3G9jYX0Urhyl5DvAZQSCCCCOvIzg9wa7PwTfXGoXur311J5lzPIkkj4xkncfw7Y+gooprYmW7O4DktjoOBx26f4/oKfFIwCAYAOP6f4/oKKKrqQWE/ebAeM46f8AAf8A4r9BSryin1x/7L/8V/nnJRT6CBCSFPrUiMcA55x/h/jRRUjB5W25z2/pSh2Pfof8f8KKKBo5rxwxPhx+f+W0f8//AK/6CvP7nXdRvtOgsbq6lmhhdpF3yMxJbHXJ5xt49Mn1oooQ2f/Z", 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ZNMtlRrg7YxxuP6GqOSx0017b30MYubtAuAA0jtg/Tms1vDmh6jeqhuY5pJGAVI4ixJPvmudea8kgxFC8iRksxRM7frRZa8YryJreSWOQSoEIA9RXO6cm9ZHRGULbHoeieCtIt9WvLZorWTyIoZYt8W8/MDzk9srVeQXVhfXnnXUTQQxl5ZEGFUZwoAPQZJ6V1Vnc5mF5JYRvOYhAZIJPLJXORlenB71zWu3NikNysOnSpIxK+fcSeYEbGOAOM46HtnNdKhG10Zxk76mY2rtp1mlvbzWl7GyBZFSZo2AGSN3BHfpmqFtqMlvC507To4xJL5km+53hj9ccVEfs/wBnRRID3PYkgcVnW2qGBFD/AGdA2XKbWU/n07VG/Ud9bmvYapdR2kxu03FpWcYOAi9lHsMViyatLJcB9o8vcTtB55qRtahvbMpbp+8A5ycAfj3/AArKt5reW4CzNtRujZxS0e5s7x0TOs07UV1G0vbfYVXClcn2YY/Ws20ijYshmAKgdOea6PwfpsKTSzQt5ygqCf7vXg11139gsLWS5nhhCIOcRrknsOnWlHRvsY1FdnnYgQo7CYEgZ6U+OZrODzRIT8+AqnGQRSy3X226lndAqueEQYCj0GKvT2MI0xhlgFfdwfaraujG9mZ58Q3PnTBL2dYl5A8zHHtXSeD9ch/teW0njkZnjBaVJQzAAg9D2PcVyOr2llPp9qLe3SOVT+9cE5Jx3/nV/wAJWzaX4jG/O2WM8kehFQoqLujb2jaszsk0iPR7ByNXt5YA7lVZHR1UnOCMds461yclwL6EabDcM0aSee6RHaN56knrgcYHHTPNdb4qlmfTL1XhUJGiiJ9u4tn7wxXn2h2Ya3ub1CUEWxMY++xznmrlJ2HFWVzTkZ7C48tS3lnjJ9e9dBp2qg2QQdcEZrnnglmRnfcxIyM9jVK1uzDIUJIGc1yVI63R2UJXjY9D+x289iqOiuGHIIpdZ1O71i2/s9kV1WMhVReScYrP07Uw8SAntXTW+izWoS6bkMQSSQfyrFU6k6kXB2S38x1pQ5fe36HnNrot4rOsmmXe0Y2nyyKdLbxwK6PFLFIpGVbII/CvQta1mLRbBpiczN8sSE9W/wABXncU0kszTTHzHkYM5bnOTXpJnmS0FeQWcEE0akks3JPUVlR6tCrt5hVSX+6c966rUbaI6Wh8lfkLY49ax9bVNXksV8pE8sbCAgHPrx2qZJXuVCo1sdN4D8SO+oz2ggimt1UEmPchYg8YP4/rW7qunafp/hdoF1O4gjt3M0Mc8HzDDbgoIOCAT19K4rwdCdI8SSWxzsZN2Ac4ORXX+NJbwaJeq/8AqTs8koAW9+tNbWNE3KXMZ+h62t5KksrhmbgnOea6HW4ILnTXJyfMXYoUZJJHQD1rynw+s4tJbqMFYoHVMY+8Wzn+VdhpWvSSXkW8jaisFB9eOa4Zw5Wd9Jp7mQ12bErb3djcwiNcb2APT261e0ZodQWP7O42A/MR25/nW/cwxa/I0Uv/AB7RAcLwXY+/oKq+HtCsPDc2qNI5kFyYzAnO7cN2c9u4q01VShL+rahOEacXJf8ADAPA9uLgzJf3Kk5G3YpAFYOoRRWGoyWtvdNPtUh3YAAN6V1niHWJrOOKwsVLajdHZEo6qOhb/D/61czD4S13OWsjkg5PmL/jXYjypeRVayum0y4BXJyvAI5Gaxb3T9Ss9O/tTdC8bnyxGXJcduntivQ4PD2qLYGJrZt5Vf4h1H41jXHhLXXtxbNblowdwO5cKe/ekxRcjnPCd3PP4rshKBCyLkEDBZsHv617pDPKkTeZNbSB03Tecg3bADySOTj3ry6Lw/eWurafMlq0ZibMjFhxwRXp9nYpJ/pW4rcG3MO8c4B74PvThuaN8yuzkdd1iRdOKixtILa5LRMbYfM/zZbn+6Sfxrlru4ifzPKjPmCPC5HQ11l3pd61pcJIjl8GOFWAO3JyxrE/sKeGFmkglAUcsRninUdpaFu3Q5S2v7uKGJzcXbcElfLV0z6ZUcfpUVt4rFxE0EkW2VnKq7Aqmfx5z7frV65hQM8sZMTYOShxnHSsW40O2ZIW3yBgp5BBBJOc/rUS1NqUnFNmZLeyX961zMwLMeBngD0FbWm/PtOFJwRXYwWVkq8WUAx/0zH+FXYordfuwxr6YQU7nJynmwnlgjuYUDKkoK/LWfbaQPIaVoyGRwQNvX6V6+ETsi8f7IqvdWwlTco+YdAKQ7DdOt2nFtMzlTGGBTs2Rjmufks5DNJDcRAwRMxVBGQCxHp6f41t2V88STJsyyglR61TvtWEV6vnIcbATjsa0vyxt3GpXdjlF0udQTJE4xz904H41l3EJi8wxSMnUEdvyr0WK6huo8RnII5xXFavZNa3ksTA7W5U+oNZJWKiruxzU+kmJlkiuXWRQcAjjJrORRM3lP8Au50HMZ7+4roZsmNc9QMH8K57UoJJLjzlB+UcH0xSeqN+VqWp3fw1uJY/ttujYSR42kyOmN1b3/I263JbiSQaZaD5nXgu54H+fT6159oeq3sOjzwW8Z3XrLGJV4LAZBX65YV7B4f00aRpSW2B5jfNKfVz1/wpx2sYVNyGLwXpYH+tuT/wMf4Vo/8ACN6e0BjPmMhOSN//ANarqD3wB6d6mHHGRVmdkYreDtIJJMUn08ziqkmi2tlfrc7Wyi4UlsjGK6frUNxbrc28iqpJXgkKTtOKTta7AwfENzA+kHLApINv19qzPC2m2z6VIrDIMxOM+mKo+JLgRwGGWOUOrZ2kcZ6de9VdEvStugBKMCeQfek99Ni435dTq7zRrf7FILdCJMHb82ea83vUaO4ORgdQf5ivTrC4M4YO2XH8q5/xNorNKtzBtAlcBgTgBvf0BqZxujeg7St3Of06/MYQZ5Br0iO/umQS3s0gtbcGRt5wAB/OvKghimKd1bH6103iXWptc1CPQdMbKLKI5XH8T+n0Xqfce1ZUrK5WITukbmgwDxXqtzq97AGsYcw28L9M9z7/AOJ9q6yPQ9HUcabbj/gNM0yzi02whsoeEjXGfU9z+PWtGMepPtXScgz+ytOeMA2sRUc4K1C2gaTywsYMnuFxV4EHjNL3oEc5Jplpp94blLdAxz84HOPSq3jC9gbRUDHKyfKAe/tXT3EUd3byxgZIO04HRsZ6V5t4ulNvAIJbeVWVsjdwufYnFTzR1jfUavozT8HafZtosgdFO6UnBPtiqHibTE0u6jurJCsJXc6jopzjP8qzvDmoMYljLbHU5BBrq5n+2WknmKZmjU7owPvoeGA9+/4VEo8ysbwk4yuZuhamAjKT1b+la2o3tna2bajdOfLg52g/fY9B+dcDZztZXJjLA5wQc9Qeau39vN4gvNPsI5CAxct6KOPm/AZ/OuaF4zR2VmnFnSeC7abVNRufEd/y8vyW4PRRjkj2HQfjXcxscAdaz7OKGytIbWBQkUSBFGOgFX43+UtXceYWlfC4ODQTnsM/SofN9egpwkBPb86AK97amSIyxgbgM9OtM0+/uRZFFXfMCMHHUE1PNcTQgmOHzVIHyq4Ug9zz1rHluXt2eWFrm1ViSVeM7c/VcgflWU8RCk7ST9Um/wAhqnKa0NLUNSEF6UkQlQoyR2pnnQ3CEJhlI5AHb3rFEpuZM5jkY9SswJ/I4NW7MtBdmNgQDkEUqdelVfuSuW6cofEji9Z01tPvnhIJifmM+q+n4VgSAqhhbhozj8O1ep6zYJqFkAuDLGd8ZPr6fjXmGrThtYlbyxF5g+4B0IPSqle51U3H2Tb3OqjA6nJFWAR2qhHJtXt75qdHzyTVnGXAwzSSzrCuXOFwSWwTz9BVfcM8HilL54yce1LXoIo3FyqytLa3dupbqGJHP4rxXNXsk7zs7gOx5JWZG/rXaF1bII3A+tYmoaTaTuxMYHHYVhy1l9u/y/4JqnT7fiZek3rR3ewg7T1ArT1ezTUbIGP/AFyfMh9fUVSisobMERKR6mrltdA4Rutaq9tSdndHEX1z5t7KDGsRBB2qMDoB/MVm3mPs8jYzhTkV0nibTxHOLtBweTj9awtC01Nd8Qvpd1qEtqjxymPy03l2VCwX0AOCcn096EuhrKo5S5mXPhbZrd311PJ8y2pVkQ9AzZ5/SvXVkI6AH2ryr4Uts/tY5PPk/wDs1emRPu5zVnOzSWXC4PWnrITkg1S8wZBJ4HvTxJkZBpiLfmkN0BqGeNJ3BIZWA+8jFSPypvmZ4zimmQZ4PNKUVJWewJtO6M/V9NnurUhLuVjj7sxDj9RXn09rqFhdgi3Tg/woVz+XFepA7+O1ZGoWxBJ6VgsNSjrGNvTQ1VWezdytobyOnmuChxgCti4QTwNHKNyMMEVzjXMkCsY+uO1UdY1+8i0dnhnZJA6gMuAa2QttTG1mzl03UGViSp+6/wDKtz4WaVIlhNqtynzzSMIS3ORn5m/E8fgazPEiRz+HYdQttXv7kG5+zA3MSos5CbmeLHO1Sdp3dyPcD0eyhis7KG2gQLFGgRFA6ADikopMc5uRqKxJwGq0JsALis6I4HPWpfMA61RkX1fI64pwkYHiqIl+XrT/ADc8ZNMB08MN24MkILDow4I/EVl63o8lzYssF1Mp/uyNvU/gc1peYM8EU5jvGOorGpQpVPjin8i4zlH4WeOXVrqGnXZb7Om5TwVQrn8uK6/RdWMsMcy480DBHpWnqluySFtvB6GuLkkbSNXYciGX5h7GlCCp7Gjk57lrxBBbKPMEawT+aWUquBKrckZ/vA/pWr4IKPJdSsuXRVRW9jkkfoKwtMvxqXit9NvdUura1mfYjxyxIsYxyWMnGMZ46k1f8Exz2Ws6/ZTGfbbzKircAb1AL/eA4zxzj+tXye8pA6l4uLPQUk3HBHA681Y34wOh9M1QjcIO/qc/5+v6+1SiXIyB+H+f88e3OpgX1kAFO3g4Jz+FUVlIyOc+n+f8/wBHLNz3oYFssNwJ6dhSmRSpBAINVDMdwBzSxtuOTUgRz6ZbTHnH0Iz/ADqa3tIrcfKSxxwTUnHoTmmlwpyOlFupSHuFKnBAPrXAeNtFEhF7AMPnLY/vetbvjHULix0B57SZ4ZvNRd6dcZ5Fcn4gj8RaboOn3F7qF2Xvd/mQsvEQG0qCcfeIbOO31BoauNOxaDED2H/1/wDCrEZLFge3/wBf/Ciil0ESAkCguaKKYCpy/NLOoDAY6iiikBl3AAJ4rIldklXaaKKllon1SJbjRrkPn5Yi4I4II5FeYWeq3Oiawt/aFPOhLbPMXcPmUqePoxoopoR1nwyG06vjsIv0Dn+lejq5UsB05/Td/h+pooqiGSO5BI9M/wBf8P1NSZK5Gf8APP8AhRRQIerHJofh8ZoopgWLfnA/z0qO+QGIsev/AOr/ABoopDW5zNyNrtj1rlNeOyCVR03I1FFR1NehDrHiR9bitoZdL062MCJHE9sjqUReiAFyAOc8Dk8161FnK8/56f4/nRRVsyJyzDueSP6f4/oKWMlwMkjp0+g/x/SiigBwchiO23P6ZqcDGTn/AD83/wASKKKAE6PjJ6/1xViJiqDH+eAaKKYFLVgDGCeTnqfxrgvEkaPZFyPmRhg+mcf40UVEjWBxtnrsmm3V3G9jYX0Urhyl5DvAZQSCCCCOvIzg9wa7PwTfXGoXur311J5lzPIkkj4xkncfw7Y+gooprYmW7O4DktjoOBx26f4/oKfFIwCAYAOP6f4/oKKKrqQWE/ebAeM46f8AAf8A4r9BSryin1x/7L/8V/nnJRT6CBCSFPrUiMcA55x/h/jRRUjB5W25z2/pSh2Pfof8f8KKKBo5rxwxPhx+f+W0f8//AK/6CvP7nXdRvtOgsbq6lmhhdpF3yMxJbHXJ5xt49Mn1oooQ2f/Z", 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", "info": {"video_id": "8136", "label": "pretending to put pen into the pen stand", "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": "219e2b3d09f2a90c359972a94d0f461755f452166c4d490b257c17f890900e7a"} +{"episode": 52197, "episode_seed": 1573052374, "split": "train", "timestamp": "2025-10-13T03:26:32.642845", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1573052374, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "8158", "label": "taking pen", "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": "8158", "label": "taking pen", "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": "8a485016990cf347f14ae1c8732f91fc4201804383f20d6b78886b561c0fe4e1"} +{"episode": 52198, "episode_seed": 1922505264, "split": "train", "timestamp": "2025-10-13T03:26:34.379774", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1922505264, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing hot pack'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "57295", "label": "closing hot pack", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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zLy7Ek+tYTkm7HVRUops3tN1cS30byAsoXc4B74q28QEUTMw3qc7aytDtniSRXUB0IJJ7iumVPMhGAM1jI9CGq1Ox8CXMdx4Tms5Asi28pRkcZBVmyAR6cmvEfE9lFp3ijVLOBdsUNy6ovoueB+VepeDLr7LfXlqxH7+EED/aDD+hNeceOiD441gj/n5b+lbQldI8mtHlqNHPUUUVRB7r8IbBU8JCbAzcXjEn2XCj+teqW67pjIe28fqK4P4XxeV4G0f/AGi7/nI1d/aDJb/eP61cFoEnsWcZGK8k8Y3OpeHvGzTvcybJU861bJwnqmOn/wBYivXi/lfKPvnr7V558XbW1n8L+dJNHFcwtuhLNgn1FElpc0oz5ZWZynirS9O8TaAfFdjLOb3ev2mFnBWPAwVAx07g+lcU8ivhn/jjIzjv1H9a0/DGslLB7dHGyZDHKp549cevpVe/tEswE6q33T+lYSs9Ud9OLSd9uh2fwx1i8uReWMoU24HmIc8q5GSPocGuV+L2j3SeIV1ZLdzaTQRq8oGQHGVwfTgCtD4a3K22uSwFuJI1I/4C2D+jV2njONZ/CWqRsob/AEKRsH1U5H8q0i/dPOraVGfOVFFFBIVq6IwM0sJPEi4/p/WsqrNjKYrtGHfimtwPY/gDqxs9WvtJkYhbpNyDtvXt+Wa97k2XEUkD/dlQofxGK+U9B1GXSNat72zBDxSC4GBw3qPyzX01FqMN7YW2oWr7oLhBIhHuKqD3TCS2aJ4tDsrWJESJflAHSqOo2ERQ4UflWzHOLm3WRfofrVW6TcpqrIm76nivjvQQT9ojX5hXlOpWy2zrKqfupOo/ut3FfR/iHTzdQMgXJNeJeJNMNjcS2swH7znb3T/69c01ZnTTqMTwjLi6QqwKjsTxiup1K3ivrWVdgZWzwe9eaW7z6VcLvJ8mQ4DDoa9V0yFJ9LikgO6Mr+VctSNjthNSR4zqVk2n38tuwOAcqT3U9DVSu1+IMPkzWS4A+/j6fLxXFV1UpOUE2edUjyyaPqb4X6iNQ+Heltuy0CtA3/ATx+hFb3iO/bTdBuL+MZkSMquP73Qfzryn4E62Db6lokjfMMXMQ/8AHW/9lNewPbwalA9lcANHIQce4Oa6d1oZ7M8l0/w1dX26eZGZ25Oabq3hRo7ZiyjB7V7O9rDBFsijVQB0ArndWthLE64rL2Wmpt7bsfNGoaW8Vw6Jw4zhfWs60maC4V16g9DXoXivTjBcGVRgqc1wN3A3nNNEOvJUViuxsp2dz0KwnimsIs/fPBBrC8RaNJd27GCIvNEdygDll7j+tQ+Gbp7qYoZfnUfKh6V2vkMY1lxhlrCTcXfsdLSnG3c8YIIJBGCKK3vF1j9k1t5FXCXA8wfXv+v86wa64y5kmebKPK2j6d+F9+L74c6Uc5aBXt29trHH6EVqeM7+ax0Mtbgma6KwqR2z1/QV5x8DNYDWmqaM7fMjLdxAnqD8r/8AstewpaW+pqkNwgcRSeaoPrgj+tbauOhCdndnlFj4ZnlTe6FmPtWP4l8LyQxFimOK96ktYoo9qRqo9hXI+JbJbi2YbelYulpe50Rr6nzzbavNZagxmUMCNki4/Wuy06eOa2QxnORnmuX8U6d9mu2kC4weferPhe9EaPHIcgjKn0PpWTOynO+htNPLpl+t7FF5jREuI843ccjNed6nfy6pql1fTALJcStIwHQZPSvUJ4zNEJB2rgvEuhTaXc/aAAbediVI/hPoadNpOxlioX99GDRRRWxwnpfw18e3dhe6b4euYkls5LhY4pM4eIu36jJ6e9fQFvK0G8qAWxnkV8faddGx1O0ux1gmSUf8BYH+lfXkUivIsinKPyD6g/8A660gJlXVNYi0nT5b2c5I+6ueXbsK8L8XX134gZ7i5dpGDZC/wgdgBXf+MEu9T19dNjDeTbIC2O7N/wDWqm/hKVrYjysZHes5ybdkbU0lqzxrS7p7O8dTkEgj8a2b7UTe2qBOiEAmovE2jSabqYwMbs/nVG08xY/JJGzcWPucVkzrpvSxu+ELloPF2nDkB7gxfgwx/PFeoeJZw3hrUWJ4NhcH891eOxPLbXkN3GDGYpRIpznBHNb3xB8UXkF9LolrIi24to45iBlmyNxGew5qoO8bHJiY++medUUUVZkFKCQQR1FJRQB0ml3iywPA7BNw+Vifu/5ORXrnwt8WR4k8NXrFYnYmzZjwG/iTP6j8a8DhmaJgV6itW01w26hHRmCnMThsNCc5+X8eabetyl2Z9RW2vpoWrGy1FtkEp+WQ9AfWupaWzMHnPdRCPGd2e1eH6B460vxlpiaRr8qQ6ggAiuSdokP17N+hq4fBl2JfKe+kNv2GeCP5UnNrYfs4y3djp/FHjjTrJHt9HX7XeEYDLyFP1rxzVre7luHur1908hy3tXqUeg2thaFYIgXI5bGSa8w8ca7a2rtZ2kiy3fR2Q5WL8f738qzmpS3Ki4x2OK1e786dYUP7uL9T3ru/AGsyECyZgYiOM+teZda6vwDarqPiJLJtRlsyYpJImij3F3VSwX0A4PJ9PelUp3jZDpVeVu5sfFOPbNprgfeEn/steeVv+I9VuNUt7F7i4eUqGIDfw5xmsCnSXLFImq7ybNvwj4gl8MeJrLVY8lYnxKg/ijPDD8ia+pGvYzDBe2sgkt5lEsUg6Mp5FfIFeu/Crx1DHbjwvrMoWByfscznAQn+AnsCenvW0X0Mz3yO5S9tEnjOQRzjsazLuItnAzXHyeIr3wVqTJdwPPpsx+8Ox/x9qdqPxVsWg8rRrGWa5fgF1wBQ6iW4ezl0M3xtbWenWLz3bDzW4ji7sa8bmRvNJZcZOcV6Jc2F9qMz6jrEhkuGGUTsgrgPEsqWsphQjzW6j+6K53eUtDZWitWZUWota6sLm3AUqR07169pd0uoaakox86bse9eH12Oi+IJ7bRzAjujhhskU9M9RU1obWNKFTRpm74v0xL/AEt5hkNAplBA6YHI/HivMa9Y8RwxQeFIbqw1e+uFuLn7OftEaos4VNzvGBztBwp3eo9wPJ+9OhGUU0zOtJSd0b3gzxC3hjxVZanyYUfZOo/iibhh+XP1Ar6fF+lpNBdRyCS3kAdHU8OhGcj8K+Qq9h+F/jSC709fCesTbCOLCdj/AOQyfr0/L0rpi+hie+ylZIhIhyjjIIrCv7ZpgUVSSe1cza+NZ/CUr6XrtrJLag/uZkGePT/PSqes/E2TUFa18PWDBmGPOkGMUOpFbjVOV9DjPiFYW9jKEd1Nw/IQc4HvXntmPs19GGdlgZ+oPSu11TTJij3N7M093JyzHnHsK4PUrgK5gjIyD8xH8qw3Z0KXIr3PUdPG+IRnlSOtZ/iTT2vtDmiUZkQbk9yKq+D9Xa7sxG5/eQgA+49a6uVFkjOBkdRjvWEtDsupLyZ4VRXbWWgaPe+P5dJ1Waa0t55NqTJLHEsZ4JLGTjGM8dScDvXLaxYnTdavrExTxfZ53i2XAAkUBiMNgkZ9cEj0rri7q55clZ2KVfTfgLWRrHgfS7kvmWKP7PL6hk+Xn6jafxr5kr1D4N+IVtdUudAuH2xX3zwE9BMo6f8AAh+oFXF6ks98t7S2lZrzy1MsgAZsc8cVHexrtOAKraTfiO+exmO0v93PrWhdRk5BFWQzxj4laWTbfa0XmM7j9O9edR7d8ZjOVcZGK+gPEujfb9LuFbCoEOWboK+dLQ/Z9Ue33gqHKg9utY1EdmHqdDSuYh5aMOpBH0rA1O8lv9RnuZv9Y7c/gMD9BXWXMGYGwelcpqcPk3rDswDVnB62LxK0TKdFAGTiup8R+Cb3w14d0fUbwSrPfGTzYTGQLcAIUDH+8ytnHbp1zjU5DlwM5+lJRRQAUUUUAKGKnIODXQ6X458SaREIrPVZ1iHRGO9R+BoopMuPYXUvHfibV4Whu9WmMRGCkeEB+u3Fc5RRQtiXuFX9F1a50TVYdQtNnnxbgu9dw+ZSp4+jGiimwW4aiMRW4HYEfyqiR0ooqYbDluJQDg8UUVRJ7B8NPEWoeII5tF1V0u7aGLMbSrlwPTPcfWuwg0exs5maCBVPriiipaLuc7481S40XRRPZ7BK77NzrnaPUds14pLLJNK0srs7scszHJJoopkdBlaOnufIkXtuBxRRU1NjSnudpq3iZ9f0+3WbS9OtmgRY4ntkdSiLnCAFyAOcnA5PNed4/nRRShuxTEpQSDkHBFFFaEHsHw816+8UQT6VrLJdxW0YMcrr+8x6Fu/4jNdemn21pGywxhaKKTWpaeh5x8RdUubCeKytmVElQlnA+f6Z7V5tRRQiWdH4LnePXUjU/LICrA+lexaJBHNfwROMpv5HrgZoormrdTuo/AjzPUtffTL/AFGSTTtO1BZ7suyXsHmBWUkKQQQRweRnB7g1yGpahdatqVzqF7KZbm4kMkj4xlicngdB7UUVrR+BHJV+JlWpIJpba4jnhdo5Y2Do6nBUg5BFFFamZ9EahqFxceDdJ14sEv5IopGeMYG4jJ4+td9ouoS3+iW93cJG0zRBicd8fWiitI/ETL4UeUfETxHqVzfnTPOEVseCsQ2kivJtVgjttUCxDAAz+VFFYSfvM6KWyN3T2NxahpDkmovEVnAdCW48sCVHADD0PaiisvtI66nwM40HByK19Q8T6xqmj22l3t9NPbW8ryoJJGYlmCjkk8428emT60UV0HnH/9k=", 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", "info": {"video_id": "57295", "label": "closing hot pack", "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": "26a9059da98b8f861ee77c19b18e21ed7eb64214f3c9818f42da0345c0ae8217"} +{"episode": 52199, "episode_seed": 1907745138, "split": "train", "timestamp": "2025-10-13T03:26:35.893993", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 563, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1907745138, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glasses in front of coin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13913", "label": "holding glasses in front of coin", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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SSRrmNVnwCM7R6VSksUcFWAqHLUSRnSaqsVyxVN+BjOetQf2g7yFmXIJzgHFMvrI20v8AsN0NVOVNNGkW47HS6bqyFZLZx5YcAgs2QSO2e1XEmUtzG+B/ERx+dckGzRv468VomjRYiojrv7TtCVgMygqScdsn3qnrTGS8CApmNFHUdCM5/Wub35NaNlaSXQ8yVm8scD3/APrVKlZ3IqS542Zdsb06fd7xJ2+6pzmu7stdgvLMMVU8fNkcg1xS20UY6CnxzGKQNEASKftG2ZOGh08tx50nyYRB7YruLKXCKB2FeWi7vJ4xHKRtznAGDXpcTrGmR/8AqqoNNkTJ7q5HOD0rnL7UPOk2gcKeua071ibZiv3yOK5HUZza2ckzZG1TWug47GBrut+bqWwIzrEMcNxS3GppJtmaNwJFDDA4PFcw0zPK7ueWOSalS6mhXEcrAdcZ4rFNHRGtOGx0kOoW4KsWwq/M2RipluLaezuJVdXAU556Enj9TXJzXk0ow8jEenamwmV3CRE7n4wO9JvsOVVzT5kaHlybmO1hjvXV6B4gVdlvdSbyw657+lc/DYhEAkYs3cmpdscY4ApurfYwUNDtr25tmUOFBc9AayJg8ssZY8c4FZdvqNxEAqRq3qW5rQs2luZpJJODxwOg+lRNpoSVhbhB5Z4rFvtTaztY0ILBmPGcV0NzGdh47VxGtMftKx9lBIrKK1NNGiA6g0kxdh1OcCtKz1OIB1eIldv3ieV+lYHQ1YtmTzNrttVhgtjOPetY7l+0lFWTOij1LTmOJnuF91QEfzqaC4spHLJcfIvUshXH161zwtnOSrxsB3WQf40j3BhtHt1YZkYF9pzwOgq2lbYf1io+ps6rHuu3d5mWNkVVVV5IH6YzVrR721JWwuXMMR5V8ZyT2NY1mZ7yy8jdhY2yrN057VbXT0XDO+cehoUopWZi7uTkehwWcaWiJPcfakXmNdoAUf1qjcsPmWJeB2rM0vXXso/JmYlP4T1x7Vcurx7sF0wsYGScijRq6I16mZdaTJzJASvqO1ZMsd0h+eMtjuK9ES2UjHFJNpUTLkAc1moMFM8wW+uLe82KWCOR8p9a9X0m4WDSY1VsORzXNaloET8tGMjkEetR2ss9o4SRiUXoauDs7MptM9BtcQpukwSwzWPqGqW5k+yFgWc1g6x4uWx0xwjZmcYQVwlnqV9danHNuLOB17CtJyS0BJm7rltb2t75oA3nOMVm+fK4wkZ57mtxNOe9kWafkgYAPatKPSIwo4FYNNvQq6RzMFpJIQ0nI7DtWjFajcPlrWWzWNMEAH0qnpNn/a3iiTTZtRmtUKyGLy49xZlQsF9AODyfT3p2tuTe7BLJZVZSmelZ11pNxA2YmJHoa0fCc016LlppGfAQ89s5rqVtY5Bhv1pONyXKzseXajb3DW7CSJsg5BFYLdcHg17JcaUjg4UY7VyOseGUmy8S7JB6d6LNblxkmcQCOhoJqW6tJrOUpMhB9exqHrTuWTW8XmzKnqeT6CugEwRBFBGSFGBiotG0SWUiWQFQe3tXWW2kRqAAopavYRzCQ3M7YPyj2rSgswigba3jp6xsCFGO9UdY3W1gzwsVcMBkU1GxLdxq2yhQeK7W4gZ8bCQR19647V7S2tdBg1PTtWv5la6+zZuYVjW4ITczxAc7VOFO71HuB3Hm5iyTz3rSDM56GRMZ/N24JVeK4zxrO0UaQ7SN5ya9MhjSQ5HJrmfEWlx3krB0DLjFOTtFijK7PIieaXI4NbGqeH57Il4gXj9O4rF5HFZJnRuL1rX0tEhjM7jLHhfpWfaWkt5MI41+p9K7LT9DCRrvGSPWhsTMoyTSn5EIHqas2+nyOweQlvQV0seloE+6OlOW1Ea4YYI9KOV9SXIyobPnpV23jEDN703RorbUfFn9mahf3NrBK+xJYpYo1j7ksZOMYzwOScCmQRTw6tqdnObgG2mMYW4AEi4JHzY4zwM44oexNupPMwaMr3xXE6woZnP8SniuvuH8onNYi2yTs+5cgnvWfUtM5I0Ctu+0IgF7f8VrEdWjYq6lWHUGrTKDNSRRmWVUXqxxUVa2k6dPO/mBSqngGncDQR4bSERJzj9aTz5ZT8kfHvW1baIoxlct6mrf9lLGy8HrSs2TdIw4rV2GXOT6VbitMLkfjirOqxm2sS8ZKMGUZFT67oGr+HdB0q+u57hZ74yebCY8CAAIUDHH3iGzjt9QadidWdaPvVKvU/SiitEYLYiuVBHI7Vj3cCbM4oopS3NYnEa7aRM2/wCbcOnNamgWEEcK4XkgEk9aKKzRq9jrYYk2Zx0qVgAvAoorRGbKkvJ/CuUk1K40fxFJf2uzzonbbvXI+ZSp4+jGiikwiaPgcf8AH8vYCMD9a7LaAOKKKcdjOfxDwMpn2qlNCjHkUUUMcTm9asreSMh4weK5nTtMtjqRypIXkAmiisnubR2O5sreNVXC1f2hDgAUUVoiGQzfxfSsPXj/AMS0/wC+tFFNiW5la/4ok1yG2hl0rTbYwKkcUlskilI1zhAC5UDnJwOTzXo+MqPpRRRDqKr0LNsMDj0NU50VydwzRRVPYzW5k3ttEUIK9q4PWdOtvMZgm0+ooorGR0QNrQdPt4rdNqdRkk108cSBM7eaKKqIMe4Gw8VVk6n6UUVTMzmJtbbSdQvUOn6ffRTSBzHeQeYAyjggggjqcjOD3BqXR7+51TUNSvryTzLm4cSyPjGWOe3b6UUVDLfwkuqDCZFZ1rRRURDoX1UHt2rL1Wxt5kLNGNw6EUUUdBrc5+1tIn1IRNkoOcZrvtOtolwAvGKKKa3Kka8USgA0SgYIxRRWhmzD10Y00nvvX+dY194g1TUdMt9Nu7yaa3tpHlQSSsxLPjOSTzjbx6ZPrRRSY47H/9k=", "info": {"video_id": "13913", "label": "holding glasses in front of coin", "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": "5b3162b3f0237ef81281b380c9f11e3266aef6e6cbe3bf1a650dc6048900499f"}