diff --git "a/video_unshuffle/swap/train/batch_000863.jsonl" "b/video_unshuffle/swap/train/batch_000863.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000863.jsonl" @@ -0,0 +1,100 @@ +{"episode": 86300, "episode_seed": 401564872, "split": "train", "timestamp": "2025-10-13T03:44:41.329233", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 401564872, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dinner plates up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "20407", "label": "lifting dinner plates up completely without letting it drop down", "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": "20407", "label": "lifting dinner plates up completely without letting it drop down", "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": "a22c5703cdb8ceb2f81dc9107678405736616181b6a3d0df3c38e553810fb47f"} +{"episode": 86301, "episode_seed": 867010758, "split": "train", "timestamp": "2025-10-13T03:44:43.617964", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 867010758, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming chait'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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nspN0I7Me3pWWOoppM+coTexpzuGNTaeBiUnrleMfWqIcMSvfGav6XtMkgP3uNp7ZryMEnHFL5/kdOI1pMu7wkhy2V4OfQ+lWEAlOB68HNVmHznghcZ3Y60xyYymcorErgjqfavpJSSseYkTDpjjOeKcQ022NSM/7VQu7ImF4B6VCZWLgZO3vUys9GUiCdUZWSRQQpyTUEzAZIFWH2ndj5ewrOaUKW7kHH4UrFEcpOxgxBG6sq4SUPvDfKRnAPp7VpswTLgkgHLEdqz9QdI0Zsn05GAopO+yEUJh5gLEjnnHaqsquI1Vh8o5Gf1qxIVjUIrKDt4GetVJZQ0JdhgjqpPtQ0B6LyblUzxsLcduQP61YAXj5jj3qKAbpJpT0bCg+y5/qTU+1cfzr1LHniNGMABgc15X49kM/ivyOSILdFx6E5Y/zFeryLtUbV/GvIPGBkh8Y6jvwNzKyBv7u0YrnxCvFI9jJrfWHLsv8jmZItrENux7U0EZxg8dc1Ym+Z8jGfYmqkrN3IzXC4JH1Sm5F6CWO3kjuFUho3VgR25FdtYX7XavGzbupQse/t6CvL5bhlBHm4UcnFbvhjU2cK27IB79q3ozjJ2PAzeHLKL9T0/T5SFAPXHIrTM25AKxLN8sZRja+Dgfwn/P860Q5G0r0zzXk46jytnPQqXSZo2Q37/XitFQVUBMe+az9N5aTn0rS4C4zjtXo5ev9mj8/zZx4n+KyIJuyVOMknI70js24AHGRn1zUuR0U/hUEkZ2jDfMMnnvXXYxK08Zkyw/Ks2eyd5TkgjjA28+n+Fa24bRnvUMhJkVRggHJ/pQ0nYEZZslEeThcHk1Vms8IwJ2t1BH9K3GG0gMVGQO9ZN1JJFNHCIciSXbnOeCCaibUdxrczbm3V1Lg8j1qrCWi4cDaTmr8yqUcdB2rLnmYylioIzyB0NJlouwuEkZNxIJPU13iKFRVUYUcD0rze3mE4LgAMnACknA/GvSFcAbcc8VnhKfLUm+9v1DESvGPz/QkUNwRz64pzIu8Ejnvn0pQ3y9uOtMQn7zYJI47V3PQ5keMeLdJh8NawYTewJFODNAsjbTtzjGenBrmTfW7ci4tyT1/er/jXd/FTT4rnxJ4Wa4i863muPs0iYOGBdSfwwTWL408N+H7KFhY6TbQuRgGNT/U1zOgnex7NPNakYpS1OTuL+3Qc3lqCfWVePyNZM9+lxL5MEodQRvkXp9BmnNoKFlYwqoPGAKzNLi2hww/5abcVyypJamlTMatWLjsmeleF7pvLQ56frXo8LEgEn5u/PevMPDsbLGOMBTznvXf2E4/1annGa6XT9pTseYpcs7mwHwc+1aGnMNszEgcqAT+NYxYSJxnB6GtbSAzeeAeoAIPevEpU+TExt5/kds5c1JmquGlzJxxwM9agldUwV5KEDk9BnnNOADgMeeAcVBd5CykKA7KQMdia9ZnEiVpd37tgV29M1EZNvKKMj+8OKHOVX5Dj+lMDNLcxoFOCQM/Wj1HvsLMwMY4bZzknvWdOoJU53IehFaN3h9yK4Kfwn69j71lnKSJFKSd7np1GBS5k9R2sV5+GwnHHQf1rF1C4Y5bJbs3/wBetK8bZuAICAEDnBrn7mTa28AnnBGetS4636lepVubotOEjYhQA6knqf6d6qXs8sZDROAoznIzkHpTZZVAI2jC8bvUVSe5WTeD0XjrQxXPcreJYoUiXoigDHep1TIOeM+lV9+CAuAD09qmjcEhQPevWZ5o84wEHPrXnnxYaCw0e21P7JHNOs4hYsxX5CrHqPQiu/TBO5VJJOcVw3xdt/P+H9038UUqOPUdQT+tZyV00b0ajhNSi7HlMp1hIVnk8NajHC4DKx6EY65IrHn13ah/4l1xuzj5pB/hXreuXm7QbSKNgzG3j6Dr8g5rzaTSflcuDkHpjvmsqlFI7oZlXenMc3LqT3sv2dbfyFxlxu3M31PpXTeG3Imxiubu4Ut9dmU90GPrxXVaFbPuVnHykc8c1jCHLPQitWlU96buz07SJ1MCrk5I/WtgOMdelcrYztFHHtBxnqetUbe8vNQ8YXWmf2xc2kP7wwiNQ2WCbgvsODyaMXR543M6FTldj0vR5QxmI9h9OtahAJ+br/WvPvhfqt5qC6kby4efHlFd/OM7s/yr0VVBU9x2yMYpYWPJSUfX8wrPmm2RH77Z44pDguMnqMgZ6460x0aSTeOOeB04oiVPMw5ORnnr+ArS91czInXaXUHK49OtVhG0UeQzHvnPWrLsFG4HGVzn0xUHnLLFuQhlPRhVPUChOxVgzfN6UyUsu2XcwYHcOelTt5bK6sCSCMY7f54qGQGSDJHzDsKT10GilM4kkJ+VS2eAOKyblfJJDKQOKuzNsfcp4zxzXN+J55rLQ/Nt7iQyeYBu7qPSo1RVyxbzLHdonZwc47V6gMbh8xA284Gc14fqhWHRrfU7DWb+bddfZw08SxrOQoZnixztU4U7vUe4HuABZh2yBmtKEVdtGdVuyQ47wnO35zhvYVZQYJBUNnoT2qF8CMrjt1pA8g+UnK+prdrQzRw/xRtb+XTtMu7Cze6ks71JNiAkjBBHT6Y59axp7G81GJZru3KyuclT0XPYV6ZJJkEH7pHWsyaEE8pQtg5tkeZ3GhMCAFwAxGfSuV0LwbeC7uZ7xPKUOfKU87vfivYJLQuxYx7MnoTmkNiEwyrkY61lyKSTLU2tDkrHT9hxtxgZyenFakBkiuY2bAVuhPTitB7QqFZVXOQCD6VTubYoTKAce1Plew7o0Y5Ny8HgjcK2NIkGyYg46f1rzHTLxrrxhJpl3ql3ZwPLtjeKWONY+BksX4xjt1JwK6bwRPfHUNdtbya5Y2kyxotzjeoyw+YDjOAM44rgrUf3qmjphU9zlZ3Qbbgn7jcEDsc9fpTZWAZRkHByPrS5+U7Tzjiqy7m5kwT3H41TuSTuwZNgyN3HFQCT55E3fvI2AYHg0sbiQsrfejPH0PT/AA/CsW51y1t9eW1aSP8A0hvJMqn7sq87WHYkfyo1ugs+hpSzB43BBIc4Oed1cz4t1p9LSAQhnkYgoQeQByc8cjANdBdDEe8ELkfnXlvjjW5LO6jVSCwkEZJ7jbz/ADpVLJXsa0FzSszoZtaS+tLe6ijIMycqxztI47Vl3twYnAZmyRwfU1laZe7dHDxk7HdmRT2B/wAk/jVWe8kk3biSqk8mi+hDSTZNc3gJJDA5Azn1rLmuljV2OcYJOKz9Tmkihk2sVO8Yx6Va8QeGtV8PaFpOoX0tws9/5nmwNGQIANhQMf7zBs47dOoNK1xH0iT93IBA7HpQyj7M78gnB4OB16UUV655yLC5Xaykg4xkVynxLjD+BtVBLDaisCpwfvAf1ooqWXH4kedeFppb3w7by3EjSSMoXcT0AGAB+VXrm1iwRt9KKKHsPqcXJpttc/EIW8ikxiINjPfArsEtYrecoi/KrEDPtmiisHuzSXwmhKvlrhSeDxXJXeoT6X4nnvbcr50TnbvGR8ybTx9CaKKdb4UFPc7H4V5SDWApxhYgP/Hq9OhJ8k8k49aKKypfCXPcdIxDIB0PWocZLH6UUVp0JK1/xp8xwOI2/wDQTXO+Fzs07YOhfJJ5P3VY/qxoorCf8VFrY03UDcw4J5qtvbdjPB60UVo9xGdeHErAd8Z9+tcp4rcnQJAQMCZRRRUdwRyur+JX1pbaGTTNPtjAqxxvbI6lEXogBcqBzk4HJ5r6MQnaPfAoorXD9SKvQlYZwPcU2T5UyDyKKK3MkVWP7xx24P6ZprgelFFHQaK7IvnAY6hj+oqGRBs3cgqcjBoopPYChOMxbj1PJ+tZk5Ihx2Paiip6FI881bVzpHiLVIfsFjeRSXGSl5DvAK9CCCCOvIzg9wa674a31xf3us39y/mXFxJE8rEdS2/PHaiiuVm53znbcErxk4P5A/1pSBuxjvmiis2WRP8ALtdeHVgQR1+n0rz/AFywgXw1rt1hjcFpJBKTlgyklSD7dqKKhm9Hdm3p+oT32jW0820vJCkjYHGSozXz94h1q+1LU7gXMoK+czKoGAvOOKKK1gr0tfIwu1N2Ow0yVpIY4jgIkfygdsUs/LFOx5NFFQIzNVAa0kZuSrjHtVC+8RarqWl2+m3l7NPb28jyoJJWYlnxnJJ5xt49Mn1oopIZ/9k=", "info": {"video_id": "54622", "label": "turning the camera downwards while filming chait", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "54622", "label": "turning the camera downwards while filming chait", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "54622", "label": "turning the camera downwards while filming chait", "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": "e60c0128fab68ed0613fd2420c0f6c01d13148695796f35968612b1feb35c526"} +{"episode": 86302, "episode_seed": 2644536633, "split": "train", "timestamp": "2025-10-13T03:44:45.562220", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2644536633, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "209726", "label": "pretending to put comb on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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Oep7n/PrXDazMJNSncdM4Fa4p8tP1OXCR5qvoZN5cMEd93JBPWuH1W5aPRWMhPnXDcHPI5/wrrrw743Q9xis19ENxNb3kuDbW/wAqr3L/AErzaHvTR7NWXJSZL4G8Fp5S6pqKgswzDGew9TXYX0DK6iErgfeGM8dKpaFM0jtvYLgcKoABz7U69vhHeXO3diMBOeh6k/rXZPsedFaXM3Wb2DTYS42vMwwq5rF0OV55bmWYguxXLAYz1qnrF2x1ILcDzYiAcDhlB9DWjpkAtJ54lJIwp5GOuTXJUSUTsoR943YecelaltGz/KD8uMk+grKhPIx19K6F4203R5RKEE74yA2SBjgH0ooxvr0RdefKrdWcvdYMrkdCTVdaklfcxqNa5ZO7N6asi1YW/wBrvo4iMrnJFdot8trtgwMAfd6H8PWsXwfHE11LLIM4GBV/W9PDktbnae6nof8ACvSwyjCnd9Tz8U5Tq2jsi8Z4LlTtcHHUHgis28toyrkYxjoa5h72dJ0ibkqSP9oe2fStu/nEOlgs5ZjhMgdc9/yq5mUVczXhLRsZtqkccccVx+sail1KbWFFMCnk+pHpW7r+oS/ZZfL2/KBuBGQQTiuVihjnt2uY8oUOHQ8jnpg1zNJanTBXsjbX71WkbC1WTrUrNtQmuZK51XL2m2xvL5EB713MBe2t0CqVVV+VT6e/vXJ6DCA6FnAZlDDHY5rqVvllYl2Kshxv9vcd69bDw5Y2PIxVTnn5FqPUE8nyRCS544PaqOpX4jUeQSj9x2qU4jBk+655UjuK57UpMzl9x3ZOcV0Satqc0YNO6KuqanJdLFE6bSmWyP4j2rLt51a+gCEoVJy4OOByf5VJdOxZnJB+XjFZLz/ZbS4uY2ZZRtiUjggtyf0B/OudpJWR1puTuzQEs1xazGXHmlskZ65IJ+vFc/qMcc1yWeZYzlsZ7jPFaWn+IYwwW7jVGznzo14J/wBpR/MflWfOhl1P7VMmIpHJVlbK/gawkranQpHU+E7Wa9nvmiKu67Pl3fMw56evSuwt1ksLGS9BKzBgkY29/TmvP9EkaOSZlO0/KQQenWvQdL1ubUrKe0kYG78phE578d6yw0oc/vG2LU1Gy20C3kaZY5JZ9ly2SJUOA3+9joff863YBKm8sXMjhWkZvTsPf1/KuVsbWa3hHmgr5bqMPwQDkcCuniuBDCkEjF0P3ccEfSvUTPHqrUtRXyRTFpVJ42kg0sl5H5TOyFCwyp71X+SQrubei8FgMY9jVLUpd0OwsdozjFaX7mLhd6FO81qeKOUbQ67SAT/DmuYlnSNSrKCGXGG9K0LiR2jMYb86x7hRPdpCQfnYIprCSS1R1Rbdkyz50qNZJvzGY9xXPQtz09MAVnawoRHEhxGxc5x1UgCqja/cQ38zx7ZLcyErFJyABwMHqpwB0qTUr8a1bwW9uACpLGKQgPn0U9GH6+1c0o3OqMrGfAkKWzLAzMpcE7lweB+tdHADIwVetYaFfs8aKoQqMMvvXW2bpYQJJGN9zKMjA5Vc8Ae5rlp0nVrNHXUrKjQUnuTXcs9g0NjDLhWAaUOo2knsf8+npVmzjEkrpbSyICSskZY8fT1H61n6xcvqKWkVuHbazMwXqp6c+nerFhGUuFBkCsUV1IPf39+K9ZWjojyJXceZm557QQBwCqBPlVuu33965K4O/exPOc10N5dC5hdcN5mdpPqPeudvEaBCSeprhxktkdWBitWZdwck083R+w29sV27NzgjuT0qrdShY2cniqEl9I3zZGAuBissFBXcmdOMm1FRRowXKSXsCjCFWOXB5wMn+lJHPNc204kIaUtng5Bzg8evFYjXBhs550LLJhYlIOCCeTj8AfzqTT/ETRuouk3cg+dGo3D6jo3866Z6nNTXKiPUlgkuWM0hU7nK7Rnv0x/nrWnppHmy4OVwoB9gKzJQZ7838io8DyffRvlH17g/WtzQYo57qTzmxGPncj0GeK5K0W2orqdlCSSlN7JHQaXbHy5bttwWJCy4HU9se9Vbi5uLiFpLh9756kcr7Vt6bqO+cAxbYFOEC9B7Vn69HDCS0ONrnJA7E1tWiqVLkRz0purU52vQwMkuaJG2rRV3SrA391lgfKQ5bFcNOm5ysjvnUUIts6PQRHa6ZulQgsMhveqlxrM0EhJXzUHTPard9Iq2/lKSIx0x2rmZ5H8pkVu3Q17LjFRUTxYylzufcpSXCD5pAW3A9fU9TSi5mS2s1DZiLFiu7O3nA/Dg1TvCGdUOT0A+tVZ9YktNRkhVUmt4SI1Rx028Eg9jkE1jI2hpqWtUHDq2NjN1z1XbWNbosVvIkcwkDFcge2a09Rvk1Wxjgs1JbcWMZ4deO394fSqEKotqqqMNzuBPOa5qqtFnZQfNNG00TRykEEA9KbOdsTHbkDrVuUKVzkk+tUFvTDcZABHRlI4Irnha92au9rI3Yismkw3FrIyOmN4Ix1/pmtywCwGIMpYYG4t3JpdINndaYscKDZITvU9Qaqafa3Z1X7LI58qNztJPJ9K9lWaUonhzum4yN/UblbCySNgrlj908YA64P5VzN2RLGZY23xZ5OOU9iKsapNcavfym3iZ4IsRhl56f4mm3kJ02wkdQq3SkLJzkEdcY78YpTdx0vdMF3XOzHzE4rF1/wDcx29uBgsDM49zwP0H61rrLHqRBtV23Gfmgz+q+o9uo96wtZf7Tq07LyitsX/dUYH8qxOpIx/nHWp7SZ0k2K3yP95TyD+FD28rTiIqVc4ABqx4c0kap4obS7q/mtD5chQpHuLOqFgvPTock+nvUPXRGqTTTex1fhOOxZ7v7arnGzbtbHrmusi1LSrLJtrTDepNeceDriWZbtpHLcIRn3zXUqCyt644rlh7rsdNX37yRtWupJrUtyvmLHKAAqtzn3/lxVnTTNKpkndnZSEUD61H4X09YvMupYwpByo9/X/PvVjU457C6ja0X91ODlOysetevy+6eJKXvM6Oz2LB5+QsYX5vfHWsOe5S8YrGFSX/AJ5Z4b/dPr7VNf3EtnpEFigMlxcHdtX+7/8Ar/lVOw04sPMu4iELYUk4O7r+XWiT01JpqzMi4YK5LDr1BHSqN0wSynu8AGOM7PZm+Ufzz+FWr3Uonu5Le9wj5+Wdecc8BvUe/X61m6yHg0qOB8BpZS/ByGUDggjqCSfyrCVzrjZ6nIuH3fL0FNyT1/Orklu/klgvyggMQfWqWo2dxb6Ub2NmCbwu5emc9D6Vk2bqLtc143eSJWclmwOScmtaOaQFZVkxLGvAbndjoPyrF1W0trTw9b6lpurX8ym5+y5uIVjWchNzPEOu1ThTu9R7gakL/dOfxrkU5Uajl3OxwhXpqPYWfU3hjNwGbzZDiTBxn2+lbEYkvLe0msZ8yOVRhjBBb1/GsaaAzuFjRTvPKnuc9q9E0OxjsLGLKgynpkd+5+g6V6UKkXDnR5VWnKM1Bk4sorWzFvtRo0GZHI+Yn6+p61xOvEC7CISY8ZU+o9a7DUroXCtBE2VU/vWPeuO1aSJogQpAhOM56A+31rza8uY9DDx5dTk9ZnZEEag7c/MR2qjbS5ATHJpNVnKNLcRcTbghzyNvpj34plmyXpX7OoWfIzCT1919fp1+tbU/cghTanLUk1j91FbwDgkGZ8ep4H6D9ayRvBz2rR1F/tOozMDlFO1T/srwP5VWe2kacRthWJGMnjnpWl9DJRb2H2UrxzjYSu7IYDuPeuh05tkj9SpG1lB6isnw1p9pd+Ll0rVby5tEkbasqSxRiM9SWMnGMZ4HJOB3re8N2Eg8SanZ3H2gLZzFNlwAJFwxGGC8Z45xx6VjVUrqUTejKKjKEludbYW7afpW533FhkcVTkd7u2aOV1HcFu1XL25W5PlICESseWTbJkcgdqxrTcmOjCyKO0qdvU5xxXZ6BbrFaKwwjLwxrkJRK9wGgXJHJAFdGbiTTtAC53XF0dqgH8/8+9dWCha8zkx872gJeXsV5M6rsiYk7M/dcdvof0rAuvklO9SCDhlI6VpWmmyszveQlY8gNnggnpis3U9QhS/ktroYjyRHIvLRjsD6j9RXTPyMKb6MqkphrorlIFMvPqo4/XFcW5csTnJPJPvXV6lvttIlU7SJ5FCMpyHQfMSD9cVzhhfyWcKcD7x9KyOiK7FbLAg5II6EVpRSvNEsjnc2OTjk/X1rMu7eaOxNypITcBkCtvXPDWq+HPDukX13LOk16ZPNgMZAt8BCgY/3iGzjt06g1jVjzx0OijL2c/eNteVxVC4iVXLDrRRXGjpW5seFrmVdREIbCOORXVagTDb3dyhxLDCdh9CR1oor1MH/AA2eTj0vaopeEGZY7gBjgjOPcYrL8eytDdxRx4USJucjqT0ooq3uZ9jl9JOdQRu6Kzr9QpI/UVnNzb5PJY8miis2dEdyJCfJibJLbyMn2qvb6zd6drzapEyNdRs2C65HzKVPH0Y0UVl3OiWyNvwWNovAOgCD+dddH0oorkqbs3gamjX08V69iHzA8Jk2n+FgR09M5rpJCbixG88nAyO1FFerhG3TR4+YpKroYV1cyr4qGGx5DrGnsoHT9TXTeIDjRbubHzwqWQ+h6Zooq5fEZr4TyGWV5ZmLnJJqzfj9/aR/wJbIwHuck/qaKKykdEehkR/PeAn+IOSPXFUdSuJRpYi3nyjKCUzwTmiisX8R1/Y/ryJdb8TPrsFvFLpWnWxgRY4ntkkUpGucIAXKgc5OByea6CMDiiiuSvujpw+zLsMKyXMULZ2O6qefU16FduYbKZk6qNik9gKKKujszPEfFEwppGjtV2k/OOSe9c5cqJIJw3dDn+dFFYz3Rcdmeea/8t8gXjcu4+56UaTxeRHuoZh9QpI/UUUV2fZOVbkiH/RxnnccHNKPlt0IPPmEc0UU2XDqJa+IJdOvLxZbGw1BJnV2S+g8zDJnaQQQR1ORnB7g11vg7ULnUJte1K6k8y6nZJJHIxljuzx2+lFFTPYS6mzvbys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", "info": {"video_id": "209726", "label": "pretending to put comb on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "209726", "label": "pretending to put comb on a surface", "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": "86b68439ee13c9b7c249d8d4cb2897ecc00b2433280a82fc518fe2fc226a5c70"} +{"episode": 86303, "episode_seed": 3116481074, "split": "train", "timestamp": "2025-10-13T03:44:48.532620", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3116481074, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving clothes up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "4351", "label": "moving clothes up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "4351", "label": "moving clothes up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "4351", "label": "moving clothes up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f95fee8c3dedb54f6bfdbb23f3720cbd15b128a46a9968dbe983d13b6acfdb47"} +{"episode": 86304, "episode_seed": 4005917034, "split": "train", "timestamp": "2025-10-13T03:44:50.101082", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4005917034, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to squeeze empty sachet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "8449", "label": "pretending to squeeze empty sachet", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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OoP5UzVdNzl1H/wBetHVC0WtxXLqQZU2n3IPJ/UVcljWdNo5zyK56keWTRrCXNFM8a8TaZMky3cIIdDk46jFYGuat/adpY+ZkXEW8SZHXOMGvW9Y0smN8j6ivI/EunfYL5SBhZckCtsNU15GY1ofaMlKmQ1AlTpXacpOlXLHBv7RT/FPGv5sBVJa1tBtxc+IdMjPQXKN+Rz/SmhHo2rXCaXp0t08JlUOibQ2D8zYz+FbOizadHp3mJLCtybZI52YfMgwO/wBRj2rG8Yxg+GLj182P/wBCrG0Q6lFp8kguPPZgv+sdgFyM7ScjkgioxlR+1sd+V4WMsI53s27f1953enWMNlBDNp928fyYISQ+Uwx1xk45GeveqmoxSQylpBFsI3AxsCje4I4qK11lXk0u3SxSO4TKlQwYSN97g9OQCMGsvxVIosdOsLaP7OrxmRlSQsNp5GD6c0YeuqSb6GGPw0qkld6/8OcReapF/q4wXfIPFUZra7vjvYmNew9K34tJhiGQozUvlqCBgYrzXJdDr1ZyK1ZQ9KqIeasIeBXqnmlyM16n8NbYXfh3XocDLFMZ9QpIrymM816D8N9XbT76S3PMN06xuCenbP61nVklHU6MLTnOp7m61+46RoS9hY3ETKVYNFKjezcf0FYslvGtqbES7I/MAyDxjnH4gVf1e7W2tIY4ThI52DfQkf1Apzact74WbUoB8zSpgfTINeRKD5tD6GFOm/3jdry/Wxr2yRmyjRhGfIXKOeCDxn+VczLrE8+pMs7HYjEKueB9K29ItZb6K5UAbEtywB/iPpXJXaBJAw44pxvy3Zw1KfJLlub0t+oAOeOlU5b1eoaqmnwvdB95OwdK5mCK4vPGd1pT6tcWsQMnk+Wm7LKhYL7Dg8n096uEXJ2RjKajuXPF0m9bI5/v/wBK51DVZNRu7+NPtVw8u0ZXcemetTIa9KguWmkebWd5tl2M1ZjPFU4zVpDxWxiWCcRsR6GtnQ4p9ogibY0hAQkcEjtmsIkmMgdTwK7bw7aO4i85/wB0k6w7e4JGSa48WuZxR7OWyUaNRvrZBeeFLWCOeVbpFkVWfMTEBCcDLH6nge9UIdMTT7w3DysRLtjGOpbuc+nT9a6i5zN4PuOSbhptjtjB2KxA/lVBYVNkI5pHjYjdHOi5AYjoR1x9K4K0dUkdkYOUGnLS9vyMi4vIjq87pgqzZZl4DN6ge/WtSNmeMNkH6muZntWtppEdg8q45ByMmmarq00Hh4ywTtFcCRB8nUA1UG5fM5sTGEJNU9jqwqsD/KuJU80aneT2+jQ6hYa7qMqtcG3zPGqLMQuWePHO1T8p3eo9wGIa78PBxvc8ytK9i5GatJVKM9KtIa6TnRaU8VMpquhqQGmIW3sLG2R7pQomkdmkJ6k5qWw1q1vtRtbS1YzzeagYIOEG7kk1XXQRq1xJJPPKYFUDyFbaCe5NbelW9roh8y0t0HluGwB1PavMqpKbuepTblTVkbPirbFErtjdHNkEdQD/AJ/SoNOvQyqDwR0z3rMvNSfUnBvDu5CvtGOP/rUlmjRlosn5SShIwWXsazlV9pJsv6tKjC0tzcvYRLEWAB9q8b+JVsLe5sGAwGD/AKba6mDV7m48Z3Gl3OsXlrbNLsjaKWNFj6EklxjGM8dScVwXjW5vZNT+zXs1zIbaWSNVuMb05HXHGeBnHFb0abU1I5qkk4tHOKanSqymp1NdxyMsLW34YdU8S6czsFUTDJPToaw1PFWrP5rlAfX+lJy5U2aUaftakafdpfeek+Kr4Xdq1nayLIrY37eQHU5Az+dZekSyzWUQh1CPJAjeOWLhDjjn8Bz9KrafcFLJliiLMrbn7/LjmoIY59MuWa0mlRNwZlzgkZBBA9ea8qWIc6jnLqe/SoRwaeHvpe6bXVmjqn2u3EEbtF5iOWR4mOSeMfz/AFqbWNak1bWI5ZGJMMCxEnuwHP61XuYHa8+0q5IUOdzrtPB4OPyrOkKwl2zyTSVS7aWxlXnGpypLa/3l1r1QvXqP1qKG58ybA6Z61gapJLHp8kqOUcuMEVZ1XRNZ8OaFpN9dXFyk96ZPMhKYEAAQoGOPvFWzjt9QauNNyV0ckpqLsZS9asJRRXqnmFhOorodCYoQynBEgI/SiiubFfwz18k/3r5M9D1qzglayRk+V7Z3YDueta+jRIvgC0QDC7d349f60UVyx+OXodLb9jD/ABfqyTwrhLHUJQBvVcAn0wTiuFv4lE8XJw7YIoornl8EPmRV/wB4n6r8maluixx7VGBXm+r302l+Mb29t9vmxTPt3jI5TaePoTRRW9Hc5K2xh2AwrD0wKvx9aKK9Gn8KPPqfEyzGatJ0oorQzJCSFBH95f5iu58OMZ9aUOeDPkge5FFFcWJ+NHt4BL6rJ+f+RuEAtdQ/wNbo5HqSxJpt9YxJpaSKXGJGTbu4xjr9aKK5ZpPfsaX0S8/0OSu1C3OQOuP5Vz3iRBFom5CRmRMjPXmiis6W8Tll8HyX5Iy9U8QvrUMEcum2FuYUVI3t0dSqDOFALEAc54HXmtVeMUUV6tPdnn1OhZjq0lFFamZOD0qRTRRTEx/2qW3RzG2MryD0NRpe3Kp54lbcGHHbrRRXBWS5mehQb5Y+qJmuHaaef5dyfMoxwDn09s1ctmLW1vcsS0pAyzHrknOaKK44bHqY7aJxGqau2m+JNWjNlZXcUlxuKXUO8AqOCDkEdTxnB7g1yniK8n1C8+2XL7553aSRsYyTiiivQp9DxJ9TIFTJ2oorpMWTpV7TgDeLn0P8qKKzqfA/Q6cD/vNP1X5nTIDZ20VxCxVyOfQ1FdXEryI7OS2B/KiivFPsWk5Jsv2c8k0TLIxYNE5Oe+DWFfuwlAz3FFFEDz1Fc23V/mxNaUDTeOPmU/rWNd+INUv9MtdOu7yaa3t5HkUSSMxJbGcknnG3j0yfWiiu6j8J4dX4j//Z", 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", 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", "info": {"video_id": "8449", "label": "pretending to squeeze empty sachet", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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IWUra8NJ5niGzGM4Zm/JSaxF61veFrq2tNbE11KsaLA+C3cnA4/DNNNLVhyuWkVdmp4uR11Cz8pGZvKIKjuCx/wAK5yBI9zMMZPWuw1nxJb7I7f7PGIpQVaeVMn1GMc45rm7yCR2e7ZYV4JkELbST67W/DpXmYiSnUcos9zDUG6EFazsLppCXpZuQOAB2rSuoFmzlPkI571k6fEyQwzvIMTMykf3cY5/Hn8q6S3CyxFTgelYIirDkk49jiNX8L291EzLGCOvuPpWF4dsZdPur6JwcfJtJ79a9LaILMUIyvrWDq1pHb3QkjGPMHP4f/rrow82pqJyV4rluV4+1Wo6qR1ZjNegcRbTpUy9KroanQ8VQEgrEuopbjXvPkjzBaKPLB6E9WP64rRvr+HTbN7qcnYuBgdST0AqhaajPrOnTfZrWSGWQkKzjKqv97P8ASufEytCyN8NG87s1UtvN+0XcHzR20iB1Hbdnk/p+ddPJAt3aqcZyPSs/w1pP2Tw/fWcQMhmb53Y5LPt4NX9ImV7MLz8vTNcMo2imdaleTXY5DWdLLQyREcMOvpXC6fezeH9RaC4DfZXb5sc49DXs2oWHnJuA4NeeeJtE8+OQYG8cg0Uqns5E1Ic6ONWrKHpVRDzVhDwK9Q4S5Ga9T+GtsLvw7r0OBlimM+oUkV5TGea9B+G+rtp99JbnmG6dY3BPTtn9azqySjqdGFpznU9zda/cdI0JewsbiJlKsGilRvZuP6CsWS3jW1NiJdkfmAZB4xzj8QKv6vdrbWkMcJwkc7BvoSP6gU5tOW98LNqUA+ZpUwPpkGvIlB82h9DCnTf7xu15frY17ZIzZRowjPkLlHPBB4z/ACrmZdYnn1JlnY7EYhVzwPpW3pFrLfRXKgDYluWAP8R9K5K7QJIGHHFON+W7OGpT5Jctzelv1ABzx0qnLer1DVU0+F7oPvJ2DpXMwRXF54zutKfVri1iBk8ny03ZZULBfYcHk+nvVwi5OyMZTUdyr8SXLrpZ/wCuv/stcKprQ1fUbu/jtvtVw8u0EruPTOM1mqa9GirQSOCs7zbLKVMtV1NTqeK1MTc8MOqeJdOZ2CqJhknp0Ndv4qvhd2rWdrIsitjft5AdTkDP515tZ/NcoD6/0rrNPuClkyxRFmVtz9/lxzXJi68ox9mup6eDwXNT+tp6xei+5lnSJZZrKIQ6hHkgRvHLFwhxxz+A5+lLqn2u3EEbtF5iOWR4mOSeMfz/AFrOhjn0y5ZrSaVE3BmXOCRkEED15q/cwO159pVyQoc7nXaeDwcflXG6q5fM9V14RlzeunW5Y1jWpNW1iOWRiTDAsRJ7sBz+tU2vVC9eo/WqUhWEu2eSayNUkmj06SVGKuWGCKd3N6nm8qirm/Dc+ZLgdPWslTzRf28FnoMGp6Zq9/KrXP2bNxCsa3BCbmeIddqnCnd6j3AYpruw0HG9zhxE1K1i3GatIelUozyKtRmuk5S2pqWFGe8TaCSAMDHv/wDWquprR0mOV74NGdp3JGG9Cxx/I1jif4TR6GV6YlS7X/I6e20YazbCa5ngWJWBTzMjB7jAqheeGo1L28Ny5UxqVRmOQx5DEdgRiunsoUt5rON2Jje5kinwMggLnP6VV1CKRvFN7Iv3QwKp6gYwK82cOWB6lO8ptwbV1f8AExpZbeHR5YN24h1RQRg7l5BX064P1qTT7gSKFBwcc8/pTdctEdRcQzsIUGXhcYZW9ux+tZdrP9luVTIWMgAt71EHZW7GVanTjBcr1d7+p0p6/MB17HNYniMBTbY/2v6Vl2uoG98YS6dcatd2ls8uyN4pY0WPoSWLjGMZ46k4qi1xfNqd7a3s1y/2aVo1W5xvXkjnHGeBnHFdtGm1NSPMqy91otxmrUZqlGeatxniu44y2hqZTVZDU4NNAxZbO2v2hiulBjD7sHpkA4p02oWGj/LJMkSEEAkdajmjee3eKOQxu42q4/hPrU8HhaxtHWadWuJsg+ZM24n/AArixSXMmztwrfK0jqfCk32rR7q6WNo4jcApv4yuBzj8ay4rlbbU7iNB8qykhfQE1ak1iaztvsUSqsRJ38fezjgH6CsrAdxOm5pVbD5HDJjr7VzSrJpQR0ww01eo+ux1UUizQ7cjFYGsWIkVgVGccGs3xLfXWnaCbi0uHhcyIA6dcE81ja0/iXSdH067vNTvBLd798TLgQgbSoJx94hs4/8Ar01TcldGTmk7Hny9asJRRXqHAWE6iuh0JihDKcESAj9KKK5sV/DPXyT/AHr5M9D1qzglayRk+V7Z3YDueta+jRIvgC0QDC7d349f60UVyx+OXodLb9jD/F+rJPCuEsdQlAG9VwCfTBOK4W/iUTxcnDtgiiiueXwQ+ZFX/eJ+q/Jmpbosce1RgV5vq99NpfjG9vbfb5sUz7d4yOU2nj6E0UVvR3OStscbd8LEPTIquKKK9Cn8Jwz3Jk7VOlFFWZl7TgDeLn0P8q6ZAbO2iuIWKuRz6GiivNxnxo+oyf8A3Zrzf5IiuriV5EdnJbA/lV+znkmiZZGLBonJz3waKK4n0OqtGPLHT+rMwr92EoGe4putKo0zp3U4/Giit6W6PNxaSgreZn6z4mfXILWOTStOtmhVYo3tkdSka5wgBcqBzk4HJ5q8vaiivUp9Tw6myJ07VajoorUxLC1paXKyCZR085D+QoorDFfwz08pV6z9P8jv4VA8O+bzvVZGBz3Cr/iauLbR3GpxtJnc+xSQecEf/Woorjl+p2Xtf0ZzurW6RtMmWYDIyxyTg1hmNZCAw/vUUVypWb9TF7f12RyM+sPpmsahE1nZXsUkwYpeQ7wGUcEEEEdeRnB7g1PZXk+oXl5eXL+ZPO4kkbGMk5oor06X2Tz6vU0ozVuOiiuo5yyhqVSaKKaEx+Tikmv7iSQRmQ44yR1NFFc2IWqOrDPRjzeztFLCz7lDggkcjj1qaCVzeLbbj5XllyP7zFep9etFFeb9tnt/8wiKHi35PDMsa8LHcxhfpXH3Wt6jfWEFhc3UssEDtIu+RmJLY65POMcemT60UV10vhPHnuf/2Q==", "info": {"video_id": "8449", "label": "pretending to squeeze empty sachet", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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IWUra8NJ5niGzGM4Zm/JSaxF61veFrq2tNbE11KsaLA+C3cnA4/DNNNLVhyuWkVdmp4uR11Cz8pGZvKIKjuCx/wAK5yBI9zMMZPWuw1nxJb7I7f7PGIpQVaeVMn1GMc45rm7yCR2e7ZYV4JkELbST67W/DpXmYiSnUcos9zDUG6EFazsLppCXpZuQOAB2rSuoFmzlPkI571k6fEyQwzvIMTMykf3cY5/Hn8q6S3CyxFTgelYIirDkk49jiNX8L291EzLGCOvuPpWF4dsZdPur6JwcfJtJ79a9LaILMUIyvrWDq1pHb3QkjGPMHP4f/rrow82pqJyV4rluV4+1Wo6qR1ZjNegcRbTpUy9KroanQ8VQEgrEuopbjXvPkjzBaKPLB6E9WP64rRvr+HTbN7qcnYuBgdST0AqhaajPrOnTfZrWSGWQkKzjKqv97P8ASufEytCyN8NG87s1UtvN+0XcHzR20iB1Hbdnk/p+ddPJAt3aqcZyPSs/w1pP2Tw/fWcQMhmb53Y5LPt4NX9ImV7MLz8vTNcMo2imdaleTXY5DWdLLQyREcMOvpXC6fezeH9RaC4DfZXb5sc49DXs2oWHnJuA4NeeeJtE8+OQYG8cg0Uqns5E1Ic6ONWrKHpVRDzVhDwK9Q4S5Ga9T+GtsLvw7r0OBlimM+oUkV5TGea9B+G+rtp99JbnmG6dY3BPTtn9azqySjqdGFpznU9zda/cdI0JewsbiJlKsGilRvZuP6CsWS3jW1NiJdkfmAZB4xzj8QKv6vdrbWkMcJwkc7BvoSP6gU5tOW98LNqUA+ZpUwPpkGvIlB82h9DCnTf7xu15frY17ZIzZRowjPkLlHPBB4z/ACrmZdYnn1JlnY7EYhVzwPpW3pFrLfRXKgDYluWAP8R9K5K7QJIGHHFON+W7OGpT5Jctzelv1ABzx0qnLer1DVU0+F7oPvJ2DpXMwRXF54zutKfVri1iBk8ny03ZZULBfYcHk+nvVwi5OyMZTUdyr8SXLrpZ/wCuv/stcKprQ1fUbu/jtvtVw8u0EruPTOM1mqa9GirQSOCs7zbLKVMtV1NTqeK1MTc8MOqeJdOZ2CqJhknp0Ndv4qvhd2rWdrIsitjft5AdTkDP515tZ/NcoD6/0rrNPuClkyxRFmVtz9/lxzXJi68ox9mup6eDwXNT+tp6xei+5lnSJZZrKIQ6hHkgRvHLFwhxxz+A5+lLqn2u3EEbtF5iOWR4mOSeMfz/AFrOhjn0y5ZrSaVE3BmXOCRkEED15q/cwO159pVyQoc7nXaeDwcflXG6q5fM9V14RlzeunW5Y1jWpNW1iOWRiTDAsRJ7sBz+tU2vVC9eo/WqUhWEu2eSayNUkmj06SVGKuWGCKd3N6nm8qirm/Dc+ZLgdPWslTzRf28FnoMGp6Zq9/KrXP2bNxCsa3BCbmeIddqnCnd6j3AYpruw0HG9zhxE1K1i3GatIelUozyKtRmuk5S2pqWFGe8TaCSAMDHv/wDWquprR0mOV74NGdp3JGG9Cxx/I1jif4TR6GV6YlS7X/I6e20YazbCa5ngWJWBTzMjB7jAqheeGo1L28Ny5UxqVRmOQx5DEdgRiunsoUt5rON2Jje5kinwMggLnP6VV1CKRvFN7Iv3QwKp6gYwK82cOWB6lO8ptwbV1f8AExpZbeHR5YN24h1RQRg7l5BX064P1qTT7gSKFBwcc8/pTdctEdRcQzsIUGXhcYZW9ux+tZdrP9luVTIWMgAt71EHZW7GVanTjBcr1d7+p0p6/MB17HNYniMBTbY/2v6Vl2uoG98YS6dcatd2ls8uyN4pY0WPoSWLjGMZ46k4qi1xfNqd7a3s1y/2aVo1W5xvXkjnHGeBnHFdtGm1NSPMqy91otxmrUZqlGeatxniu44y2hqZTVZDU4NNAxZbO2v2hiulBjD7sHpkA4p02oWGj/LJMkSEEAkdajmjee3eKOQxu42q4/hPrU8HhaxtHWadWuJsg+ZM24n/AArixSXMmztwrfK0jqfCk32rR7q6WNo4jcApv4yuBzj8ay4rlbbU7iNB8qykhfQE1ak1iaztvsUSqsRJ38fezjgH6CsrAdxOm5pVbD5HDJjr7VzSrJpQR0ww01eo+ux1UUizQ7cjFYGsWIkVgVGccGs3xLfXWnaCbi0uHhcyIA6dcE81ja0/iXSdH067vNTvBLd798TLgQgbSoJx94hs4/8Ar01TcldGTmk7Hny9asJRRXqHAWE6iuh0JihDKcESAj9KKK5sV/DPXyT/AHr5M9D1qzglayRk+V7Z3YDueta+jRIvgC0QDC7d349f60UVyx+OXodLb9jD/F+rJPCuEsdQlAG9VwCfTBOK4W/iUTxcnDtgiiiueXwQ+ZFX/eJ+q/Jmpbosce1RgV5vq99NpfjG9vbfb5sUz7d4yOU2nj6E0UVvR3OStscbd8LEPTIquKKK9Cn8Jwz3Jk7VOlFFWZl7TgDeLn0P8q6ZAbO2iuIWKuRz6GiivNxnxo+oyf8A3Zrzf5IiuriV5EdnJbA/lV+znkmiZZGLBonJz3waKK4n0OqtGPLHT+rMwr92EoGe4putKo0zp3U4/Giit6W6PNxaSgreZn6z4mfXILWOTStOtmhVYo3tkdSka5wgBcqBzk4HJ5q8vaiivUp9Tw6myJ07VajoorUxLC1paXKyCZR085D+QoorDFfwz08pV6z9P8jv4VA8O+bzvVZGBz3Cr/iauLbR3GpxtJnc+xSQecEf/Woorjl+p2Xtf0ZzurW6RtMmWYDIyxyTg1hmNZCAw/vUUVypWb9TF7f12RyM+sPpmsahE1nZXsUkwYpeQ7wGUcEEEEdeRnB7g1PZXk+oXl5eXL+ZPO4kkbGMk5oor06X2Tz6vU0ozVuOiiuo5yyhqVSaKKaEx+Tikmv7iSQRmQ44yR1NFFc2IWqOrDPRjzeztFLCz7lDggkcjj1qaCVzeLbbj5XllyP7zFep9etFFeb9tnt/8wiKHi35PDMsa8LHcxhfpXH3Wt6jfWEFhc3UssEDtIu+RmJLY65POMcemT60UV10vhPHnuf/2Q==", 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IWUra8NJ5niGzGM4Zm/JSaxF61veFrq2tNbE11KsaLA+C3cnA4/DNNNLVhyuWkVdmp4uR11Cz8pGZvKIKjuCx/wAK5yBI9zMMZPWuw1nxJb7I7f7PGIpQVaeVMn1GMc45rm7yCR2e7ZYV4JkELbST67W/DpXmYiSnUcos9zDUG6EFazsLppCXpZuQOAB2rSuoFmzlPkI571k6fEyQwzvIMTMykf3cY5/Hn8q6S3CyxFTgelYIirDkk49jiNX8L291EzLGCOvuPpWF4dsZdPur6JwcfJtJ79a9LaILMUIyvrWDq1pHb3QkjGPMHP4f/rrow82pqJyV4rluV4+1Wo6qR1ZjNegcRbTpUy9KroanQ8VQEgrEuopbjXvPkjzBaKPLB6E9WP64rRvr+HTbN7qcnYuBgdST0AqhaajPrOnTfZrWSGWQkKzjKqv97P8ASufEytCyN8NG87s1UtvN+0XcHzR20iB1Hbdnk/p+ddPJAt3aqcZyPSs/w1pP2Tw/fWcQMhmb53Y5LPt4NX9ImV7MLz8vTNcMo2imdaleTXY5DWdLLQyREcMOvpXC6fezeH9RaC4DfZXb5sc49DXs2oWHnJuA4NeeeJtE8+OQYG8cg0Uqns5E1Ic6ONWrKHpVRDzVhDwK9Q4S5Ga9T+GtsLvw7r0OBlimM+oUkV5TGea9B+G+rtp99JbnmG6dY3BPTtn9azqySjqdGFpznU9zda/cdI0JewsbiJlKsGilRvZuP6CsWS3jW1NiJdkfmAZB4xzj8QKv6vdrbWkMcJwkc7BvoSP6gU5tOW98LNqUA+ZpUwPpkGvIlB82h9DCnTf7xu15frY17ZIzZRowjPkLlHPBB4z/ACrmZdYnn1JlnY7EYhVzwPpW3pFrLfRXKgDYluWAP8R9K5K7QJIGHHFON+W7OGpT5Jctzelv1ABzx0qnLer1DVU0+F7oPvJ2DpXMwRXF54zutKfVri1iBk8ny03ZZULBfYcHk+nvVwi5OyMZTUdyr8SXLrpZ/wCuv/stcKprQ1fUbu/jtvtVw8u0EruPTOM1mqa9GirQSOCs7zbLKVMtV1NTqeK1MTc8MOqeJdOZ2CqJhknp0Ndv4qvhd2rWdrIsitjft5AdTkDP515tZ/NcoD6/0rrNPuClkyxRFmVtz9/lxzXJi68ox9mup6eDwXNT+tp6xei+5lnSJZZrKIQ6hHkgRvHLFwhxxz+A5+lLqn2u3EEbtF5iOWR4mOSeMfz/AFrOhjn0y5ZrSaVE3BmXOCRkEED15q/cwO159pVyQoc7nXaeDwcflXG6q5fM9V14RlzeunW5Y1jWpNW1iOWRiTDAsRJ7sBz+tU2vVC9eo/WqUhWEu2eSayNUkmj06SVGKuWGCKd3N6nm8qirm/Dc+ZLgdPWslTzRf28FnoMGp6Zq9/KrXP2bNxCsa3BCbmeIddqnCnd6j3AYpruw0HG9zhxE1K1i3GatIelUozyKtRmuk5S2pqWFGe8TaCSAMDHv/wDWquprR0mOV74NGdp3JGG9Cxx/I1jif4TR6GV6YlS7X/I6e20YazbCa5ngWJWBTzMjB7jAqheeGo1L28Ny5UxqVRmOQx5DEdgRiunsoUt5rON2Jje5kinwMggLnP6VV1CKRvFN7Iv3QwKp6gYwK82cOWB6lO8ptwbV1f8AExpZbeHR5YN24h1RQRg7l5BX064P1qTT7gSKFBwcc8/pTdctEdRcQzsIUGXhcYZW9ux+tZdrP9luVTIWMgAt71EHZW7GVanTjBcr1d7+p0p6/MB17HNYniMBTbY/2v6Vl2uoG98YS6dcatd2ls8uyN4pY0WPoSWLjGMZ46k4qi1xfNqd7a3s1y/2aVo1W5xvXkjnHGeBnHFdtGm1NSPMqy91otxmrUZqlGeatxniu44y2hqZTVZDU4NNAxZbO2v2hiulBjD7sHpkA4p02oWGj/LJMkSEEAkdajmjee3eKOQxu42q4/hPrU8HhaxtHWadWuJsg+ZM24n/AArixSXMmztwrfK0jqfCk32rR7q6WNo4jcApv4yuBzj8ay4rlbbU7iNB8qykhfQE1ak1iaztvsUSqsRJ38fezjgH6CsrAdxOm5pVbD5HDJjr7VzSrJpQR0ww01eo+ux1UUizQ7cjFYGsWIkVgVGccGs3xLfXWnaCbi0uHhcyIA6dcE81ja0/iXSdH067vNTvBLd798TLgQgbSoJx94hs4/8Ar01TcldGTmk7Hny9asJRRXqHAWE6iuh0JihDKcESAj9KKK5sV/DPXyT/AHr5M9D1qzglayRk+V7Z3YDueta+jRIvgC0QDC7d349f60UVyx+OXodLb9jD/F+rJPCuEsdQlAG9VwCfTBOK4W/iUTxcnDtgiiiueXwQ+ZFX/eJ+q/Jmpbosce1RgV5vq99NpfjG9vbfb5sUz7d4yOU2nj6E0UVvR3OStscbd8LEPTIquKKK9Cn8Jwz3Jk7VOlFFWZl7TgDeLn0P8q6ZAbO2iuIWKuRz6GiivNxnxo+oyf8A3Zrzf5IiuriV5EdnJbA/lV+znkmiZZGLBonJz3waKK4n0OqtGPLHT+rMwr92EoGe4putKo0zp3U4/Giit6W6PNxaSgreZn6z4mfXILWOTStOtmhVYo3tkdSka5wgBcqBzk4HJ5q8vaiivUp9Tw6myJ07VajoorUxLC1paXKyCZR085D+QoorDFfwz08pV6z9P8jv4VA8O+bzvVZGBz3Cr/iauLbR3GpxtJnc+xSQecEf/Woorjl+p2Xtf0ZzurW6RtMmWYDIyxyTg1hmNZCAw/vUUVypWb9TF7f12RyM+sPpmsahE1nZXsUkwYpeQ7wGUcEEEEdeRnB7g1PZXk+oXl5eXL+ZPO4kkbGMk5oor06X2Tz6vU0ozVuOiiuo5yyhqVSaKKaEx+Tikmv7iSQRmQ44yR1NFFc2IWqOrDPRjzeztFLCz7lDggkcjj1qaCVzeLbbj5XllyP7zFep9etFFeb9tnt/8wiKHi35PDMsa8LHcxhfpXH3Wt6jfWEFhc3UssEDtIu+RmJLY65POMcemT60UV10vhPHnuf/2Q==", "info": {"video_id": "8449", "label": "pretending to squeeze empty sachet", "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": "6d1e67f8a5f5fdf0ffa8466a8904038e0e7efd8919a17524870079877f105dd7"} +{"episode": 86305, "episode_seed": 2276520216, "split": "train", "timestamp": "2025-10-13T03:44:51.549513", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2276520216, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of crayon 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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BkMMdPSrMZPkRnH8I/lWNYTmW2t5Om6OUqT16VqWrl7OFic5RTk/SvVpy54qT6nh4imqU5QTuk7FgMV5x05rqL4edpzkf3Qw/nXJLMjMyZwQ2zB7nrS+Idfv9L/s8QOhgmtyHRkByQcH9K5sbG8DTDVFC9zjfiT/zDMf9NP8A2WsiGeG90FUnAaSBSqk8EenNXPG14buy0mdgAW83IH/AaytOiaSCKMKQskmSR046V5dKNqEb9P8AM9enJOCaIBH5M/lE5PB4r1jwwGg8NMqkKxRiCxwMn1riNG0mO6uHuZhuHmEKPYV2twyw6UIVwBI6p1xxnn+XSufE1OdqCNk9C9Fd2+n3MYuJVRYbNEA6kknPA79K5/XdTh1a/wDtDKY4o4wiKxHuefrWFLrTzFpJmLzlj+HsPQVkX+oDePmMjDkItXh1Ug3yOzZ3fVqEIc1XX12Or0a9SbUWjjJxsJPFaFqyefAwAUlJAAvT71ZPha0aCL7TOVEtwMhR2HXArSt1AmtSr5UeaMtwTz6V7mHpulDllufN4/ERxFZzhtsanBNaOiyBL8gnhoz+nNY107paStHneoyMVa0e6zq4RgPldQCO6sK1qaxaOSk7TTL+o31neGOW1uYZsqQdjAn8q8bHX8a6BW+wa2yE4Ec7KfwJFc/0Y/WvEjC05PvY9XDVfaXv0JlNJhN2Sqk/SmbqM81qdVy7HLgYxUnmcVUQ055Nq0rFKRpWV/JASiNjBz9K6m1ujeWVvIxbc6SDduwOAeo7155bWt1qV4kMEgTqWY9h9K9Dt7VbW3s4Vcfu4nUAjluOea7sJSkm59GebmWJpzgqVveX5GnbkG0hwc/IvP4VJ0U4NVbJWWygVuGEYBFMN20c0iuMqJlTPTAYf416N9DxLa2R2s1zbyWAheeNZZIQyozgE8elcdqTjzoMdcN/SqXjQE2+j3I6iN4/yb/69Uo7h5NEhkjDPKgdAAMnPH+NfM4+Hv37aHsYWtzVVHy/QctxJe2/lnDrc3G1FIHEa9TjitPTSJp7u5U5VpPLQ+yjH86oWyFbtEVADawfw/KrMw7Dp1HWr2mK0GnwqwIcje2fU8muCVuXQ9NFvULlYbF96qysQpDdOT/k1z1xr8rSzS2shhilAAP8WFGB9K0dYk3vaw44ZmYn0wp/z+dedS3OEUFiQOgHetaNLmR14b2d25rY159UYOwQ7mbhmY1d8NSyXLXU5bcgXYPQnvXKRxyalC8kkjxrkBUCnL8jv06dq7uwRdPS2tEjAVo26cYIA/8Ar17WFwnK/aSODMczVSLo09mTWUn7y3UYwbfPT/aq+0qoAXOASAD7ms60lDy2zN8ztA2Wz/tflVi9/wCPKQk424b8iDXoI8J7mzpczRTTsmC3ksQD0JHOKx4vFK6zcRK9t5MpG04fIPerWiFo9VZXB8uSXKk9ww5/WuKgc2WsjPHlTbT9A2K8zHw5lbudFOq4RVu5yVyS+1fxqCGN2kQbchjVo7vnO0YAwMjrWnZ24jm+cARxR724zg9v61Lnyo9W5ZlE89gQcBSMAGmaZZLZzedJITJjtwBSm4aUl8EKPug9hUL3B3KM8ZrKKdrHRD3PeL2qXRgthPJuZH+UD0NVNOs7nVrjZkRQYDkjlm9varcEv2ueCJwGzIvBOO4rq441j1y7jChQqqeO+QK7cLhoPVr+tDix+PqpcsX2/G42xkxa2UYXYpSRSmfQYrQsmDWMBAAHljA9KzbfZ/oXl+YFxKBu7H3xxVzTHzpkG7hgpB4x3NdyPGl3GTpm4nCY3K0UvJx0/wD1Uniwb9F06Uf8s5ZIyfrgimXzKHuEG4s9vnr6Hp696n1c+b4UkkGCYLiKUceoxWGJV4MqOqt5HD6kRPp9pG3OySQDHX5gvT8qsWKRW7SyE7hbxgFemD7Hpk1f1h4LrVIpbYQSRsgZzGuArD29SKpoWezjTJLXcwz7D8D+H868app7p6+HVqaR0el2whtYlUHG3Iz155/rV2+JM1hEM/6wucHsorIs7uKC4vb2ZgIlKxLg56dsdqy9R1ya/l3ACONQQoXrj3NcsacpTudcVdGdHaXN5qBhj2oryH96x+XGTyKtaPpLDTr64+0HOQr5QHcD6nqKhgm8xwC2AvWteBmXQbwxhCplG/K5IHy8gj8etezhGk7W1dvzOfH87hdPRJ/ka0cRA00xoSqkEkdht71HaPl7HsWeXA9vwqTcgawDMwfPyADg/L3qK3XctpKu7YJ3wSQSM5Azj34/KvQlueJH4Uak4LW0qgZJQgce1Q2U3lXkJK7ZPKRmbnkg+lTFiVbmsmyl+a0JbJaN4+voaGEdiDWNLmuPEerCExgxt521jgsCM8VyA5Nd/rDyL4qt3h8oG8tUGZU3DIB/XjH41wGRmvIkrM9TCpXk0OopuaaWpHYTo2MUk7YWoQ+DSxL9svoLbJHmSBSQM9TVRi29CZyUVdnQeEbcmeSZh1XCj2z1roLQsq2SsGGBN94HgVX04eVqdygjWMRoibFJIGAOmQP5VatyrvZ7ZWlP7z5iOo/Hn0r2YxUYRXkfO1ZudSTfcvaa2dOtzxjYOlQ3TBZbpnUlAiOADg5Bp+mgx2EMZ6rkY9Dk8VBfsTcyR7iA1s3GfQ03sQviZP4mQ3Hh2yYYzHdlMnoNwrFWyuLOYWNy6L5cglIViQ6kdj+Fbd8Rc+DbzHVDDOPzx/Wub1qa4Bs7xjAouLfA8lSvGehz35rx8bT5pSR6GCinVi+tv80WmaSWykDO+67uNqK/8K57D/P1ratbnz7i4jCgJCwRWByW4rm9PuluJrUcBLaNnIGBzj0q5byyLZWiw7o5Li4yxxyfXJGB0Hf9a8icOn9f1ZHr7M0LwLJqLt5gzDbnjHQt6np26cVj2nh2C2tZLyRcyLCzc84OD0q3eb3i1V0+YsVjXad2Bjn/AOuO1X74C38O3YHG2EIP0FbYa/tIxXVr+vxIqy5YSfkcxalIPDjIHQSNMCF6Ejpn3rbYA3NvhGLCNwGB4HHesnbnw7aoVfLzMysGyBjOePoD+VXWkf7bHh2EYjYkDOM19Lda+rPDkndf4V+o+zJWexBBC+S6kEcg5H61fugr2koOdpQ5xj096oWssIWx2tuJRtrD+IY54zmr0hJhYdCRQthPcZp84GoiQE4Mcb1Rv7O2Gsa5BLHF5u8yQu0m1hkE8evai3YRSWm2QMDAyhgODg1NqojbxfbPLGrx3dsuQwBGdpHf6Vx4laJm1O239djg7SEO8OWJ3Nu6c4q00+55kXo78n2HaoYpRbuT12IAoz1P+SaI+F55PrXDa7PZpRu7kjNhTVB5MutWZH+U0aRbi71mGNhlRliKtOybLqvSxraXZPb6pp5lzulKvjbnA3ccYPp6V0tpHGmp33k48vIAAXbgjqMduaq3ELP4nt1jVj5MAchOuAD0456jrxSabcvLc3LM7NkggsoU856gcD6V61HZf4fzZ4GI1bv/ADfki5ayvJ9jaWZWYl/lzjJ7YxxxVqzaP7Mix52KWABGCOTxVG3lad7GVyhbLn5V4HbA9P8APNNg3JFabN4BnkVgP64x6/SnexDVy5coHvU3OBujdAuMk5H5U63/ANK8MX0PUm13Y90P/wBaoZ5Vae1kXaQJdhP93jpVHw95uo+Jp9KbUp7OJknSNUXeWIUnbz0BwSSf5ms6usWi6Su0Ur66Q6DYTFl3ojQ/e5xu4+lQ27KL+JTyLaEyHJ7n/PWsawuZrmOG2ld2USZAI4HqM1PPcsJbhY3BSUjJHoO1eNUheTR62HTcEglu5J1VWdtgJYBjnk1VeTGRSlsVUmfnr1rSMex2v3UTxTbcnPcV0NlMU0JnYS7JZ+SoyuBwQ3P6Yrk40klVzGOFGSfSt5btJNPt7fyCssK7PMD5DL7jHXP9a7sPRcpKXS55eMxCjBw6tHUhozLab3wwPygLndx+lMjll8q2bfk/aWUlRgY5/Coi6i8s1LENztAGc8d/SlVv3VucE7LoDOOv6D/PeulvU85LRGlBcLOjgKRtYqc+oqmhkYxE4zFcMDt6YI/nUfneT9oaJt5+0HcOuAT05rP1qeS3sb0xMyOlzGw69/rQ3oNR1sa3iL5ItEvh/wAs3aNj9CD/AI1wRPzH6113iWGIeDob2y1a/uIkvPJH2mJY1nITLvEBztUkKd3qPoON3V51Ve8z0sMmr/IkzSE0wNQzVmddxS2eB1PArRtrfydcsIlDEjDHb1J5P9KoWSGe9jQc85Na086Weu73h81REEZd2Oo7HBrpwybm0uxyYqSUVfudJp9ws17dOWctuwS6bSB0AI46Y9Ks2xVWsUieN4zv+YJg/h6fWsTRJRm4cbgvGNxycc9T3rWsmXZYFGLKQwHyAH6+35/nXpNWsjxb8zb8/wDMtWV2wigWXeXkLqCfYnr3qWdiL2EDbtkDKT3zjtVCEoIbLcSpWeQAHjPp25p5ndjbSSDlLgoSOwP04/OpTG46mnp0TTaLeWj/AHns2GPdeRXEatcs2iaWCBtQyrkE56g/TuOlbfhi4E/i19Nu9SurSCSV40kiljRUycksXGMYz7k8Vx2sCez1G60yU3AW0uZUWO4ADrzjnHGeBnHHpXBiVeVz0MJFxmn6mhp0yrY3jDO51EYAIHX3NdFDEYLyzBRvLgtyQ2Rt3Y5/GuV0lVm8mFnVd8gbDLncBXQNNubVJ/kwB5QYjGOxyfSvIqrV2/roeo3dluK53w2m63BFxP8AOsrbj6AjP4Vf8QSbPDlxj+JkX9RWfaxKt1pkBHMMZc89/wAfpVnxQwXQlB/imX+RrXBRTxMLf1qYYl/uZehz94YVt7FIJIZFCgbkf5t3cMucDr1xntV92k+2JgvsCMSAOM9s1ztuC0qNjgOBmtpmYaijfNgxMO+3NfQTjyJK540Z88m7Fm0+Z9NXJOdwBJ65H1qawmC2kau3LMyrk5zzVK0YGSwK7txkbB3fmTT4nZ0TJ3GO525xz9KzuaNXRLC6olvlACs7xjB4XP0qz4hwqaHesPlRjE3GeAR/TNZGrmW20+aVJNpW7DoynJHr9P8APWrPivR9a0jwfpdzf3Nz5lxI7vAyYFv90qCcfeIfOO31BrGurxsXTi2mziw5eZ89jVjPy0UVws9yn8JE5PlmtXwiitqUzn7yqAPx/wD1UUVM/wCGyahqeIJHTXZGR2VlRACrEEce1GkOzC5dmLOeSzHJJ5oor3qaXsE/JHzVVv2zXmzQtHeRNOLsSzMctgA9KYkjRwwKMEfa3xkZxyBxRRXOzoRJIuyNipOUuUYE89cf41hQ6hPpPiqe8ttnmxXD7dy5HzKVPH0Y0UUp7F0viMWN2t7m6EbEDO2nLxRRXmS+JnsYb4RrE1UmJooojubT2NnTI0Hhu4kA+dnAJ9twpsP8R9BRRXrYL4H6nz+P/iL0N2dyupaeoxhmbP5VYDEW0IBPzXSqfpnpRRUPcS2QknzXOooQMJOgHHrzn61F4gRf7PuWx8zOgY564FFFHQfVFPWfEr6/pPlTaXp1sYIVSJ7ZHUoig4QAuQB34HJ5rmQaKK4qu56VDqKKaelFFZHQanh9Ab1mI5AqTWP+QvN9F/8AQRRRXXgf4z9Dzsd8Bp6SMRTAf54NaOkO0lvp7HqQxOOO9FFehU+I8un8P9eZKxIs7Ns5LXhUn2zj+lWRGgjUFQwNyTz2PPIx9KKKyW5pPYwW1htJ16+iNjY3sU0yuUvId+1lHBBBBHU8Zwe4Nc3rd5Pf61d3dzJ5k88plkYjGWOM/Qe1FFcdfc9HDfZ/roauhxKbyF+cquAPrWtYj7doVwZiSd8h4P8Ad6UUV5FT4vu/U9A04DnXWBVflgAU7RkcDv171uGNJYgsiK6nqGGRRRRh9J/IT2MLV9Ns4jH5MCxZIchOBkVk4zqMWScFGGM8UUV7lJt002eTWSVR2GWL4XS2Cry54xwPpVpXIs7o4B/0noRwOlFFD3B7FHXSY7O/I/57Rtg+tVrzXtT1LQTpt5dzTW9uzyp5kjMSzAdSTzjbx6ZPrRRSq7F0T//Z", 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", 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", "info": {"video_id": "113360", "label": "lifting up one end of crayon without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "113360", "label": "lifting up one end of crayon 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": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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M2pKLmlLYuajrU1xzczlsdEXhR9BWNPqU07oqkKztsVRyTWVJdyF1hiyzSHBbBIFbvh7S0XUZZ2czFVADspGCeoAPSvWw2Cc99i8ZmcMPHlp7nSyDy2hTqVt3GfXAq3bSF7SFjySin9KopdG4W2ZgAJIZCyg9x/n1q1ZsGs4CowCgwPTivXXZHysm3qywJEfcobkHafY1b1fxK2kx2ULWwmhuIDlg+CpHFYkyt9om8vLOHjlwPyP6Uniwb9F06YdUkkjP44IrnxSvA1pycE2jmPHN0t5baZOgIB8zg/8AAapwzw3ugqk4DSQKVUngj05qvrs+6wsoyeY3k/IhaTTomkgijCkLJJkkdOOleZGCjSS7M9ehPmppkAj8mfyicng8V6x4YDQeGmVSFYoxBY4GT61xGjaTHdXD3Mw3DzCFHsK7W4ZYdKEK4AkdU644zz/LpXLianO1BG6eheiu7fT7mMXEqosNmiAdSSTngd+lc/rupw6tf/aGUxxRxhEViPc8/WsKXWnmLSTMXnLH8PYegrIv9QG8fMZGHIRavDqpBvkdmzu+rUIQ5quvrsdXo16k2otHGTjYSeK0LVk8+BgApKSABen3qyfC1o0EX2mcqJbgZCjsOuBWlbqBNalXyo80Zbgnn0r3MPTdKHLLc+bx+IjiKznDbY1OCa0dFkCX5BPDRn9Oaxrp3S0laPO9RkYq1o91nVwjAfK6gEd1YVrU1i0clJ2mmX9SvrK8MctrcwzAqQdjAn8q+eyfmP1r0BX+wa2yE4Ec7KfwJFcTfQgN5q/xH5h715FFctST72PUw9X2l/IhjfB4rQtrk+YvNZYyDWncWE9isUjDMcigqw+nQ+9byt1OtOx6J4O1YBmtpJCEVXlRc8FtvI/z6V3NtObHw81wTzFa78++MivE9Flke9SNCM9Tn0r0G/8AEM89k9psiigZQrDO5iB7/hXBKMYV4ye3U2eGqVov2Zj6X82oxM54UliT9K3LwBj5gww8mQZDDHT0rmpdStokCpgkcMVFathOZba3k6bo5SpPXpXtxx7xNSyjZHjV8nWBoqTndtmzGT5EZx/CP5U8MV5x05qvauXs4WJzlFOT9KesyMzJnBDbMHuetdJ5vU62+Hnac5H90MP515f4462H/A//AGWuk8Q6/f6X/Z4gdDBNbkOjIDkg4P6VyHia6N7ZabcMAC3mZA/Cvn60LV4v1R7NGrGU+XqYC8U9sEcgGogaUtmtDtuTxMqfdUD6CrKy5xVFG5qdWxQNMsedsdXBwVOa6HRtUle9igY5WTPA+nWuOnlPQV0fhDSp4pRe3MgYsh8tB/CDW+HpSlNSj0OfFYmnToyhNXutPU6izYGeJtx+aE8M2T97uavd6y7RCJrYghkWF13Acfeq5dSvDbmRDyGXPuM4NewnofNtam9oUyxTz72Cp5e4k9AAeaNUlhluVlhlSRHQfMjAj9Kz9Hl+0XdxAVwWEkJ98rxXD6HMYNWgjJwpbZ+J4rxszhzJo7KNbkiotdSwiSYhiSZi80+5njyPlHuen9asR3flPeXiKrl5lhjXOAQO/wDP34rn7LUDBOrOwJSMqpwOPTHpWtaAA6bC6FslpWHBAJ57j8uleVKHLoz3pKzOhupBDZTOWC7UPJGcVz13oqXrWdszHZFDzjggn9fwxUzzTXOm3JaQnzbjYgJI4BwQAefwq3bRs2t3UhGFVEjT6dePas43gnb+v6uFzEvtPgsNX0yCNVVUUMeM/wAWc/pV20kR9SvmV1dMjaynIP40uosZPGcCLn92i9CQR8pPb61Wtzi4vXUMm+QkBjyvJHX65r6iiuWMV/d/NniV3zOT/vfkizCuPsm1HQeU4AY52n3NW9NbOm22fvbMGqFnJ+8sxLIWlMTcODk+p+tXLGRGtIjHnYAcZwcDJ444q0Yy/r8SO9KiS4X5t72+eMdj+dT6wBP4TkfAbyZ45MexGDUFyoe9XLgExOoUjJNS2zG58NXsIyS1ruH1U5/pWVZXgy4b2OW8TWtr9qge2SNYZE4WJ94DZ7enaixSK3aWQncLeMAr0wfY9MmrEgSfT9MkWBMgOrvgZyp46c5+tRIWezjTJLXcwz7D8D+H868erLWx69D4E0dHpdsIbWJVBxtyM9eef61dviTNYRDP+sLnB7KKyLO7iguL29mYCJSsS4OenbHasvUdcmv5dwAjjUEKF649zXJGnKU7nTFXRnR2lzeagYY9qK8h/esflxk8irWj6Sw06+uPtBzkK+UB3A+p6ioYJvMcAtgL1rXgZl0G8MYQqZRvyuSB8vII/HrXs4RpO1tXb8znx/O4XT0Sf5GtHEQNNMaEqpBJHYbe9R2j5ex7FnlwPb8Kk3IGsAzMHz8gA4Py96it13LaSru2Cd8EkEjOQM49+Pyr0JbniR+FGpOC1tKoGSUIHHtUNlN5V5CSu2TykZm55IPpUxYlW5rJspfmtCWyWjePr6GhhHYg1nS5rjxHqwhMYMbedtY4LAjPFee3J8zav416lrDyL4qt3h8oG8tUGZU3DIB/XjH415g27LnaMDgZHWvKtyyPSwyS5mirDG7SINuQxrppRPPYEHAUjABqtZ24jm+cARxR724zg9v61ObhpSXwQo+6D2FZTlzyVuh3U1zCaZZLZzedJITJjtwBVnVLowWwnk3Mj/KB6GqL3B3KM8Zq9BL9rngicBsyLwTjuK0jSVSSubSxLowfL0KmnWdzq1xsyIoMByRyze3tXaWMmLWyjC7FKSKUz6DFOjjWPXLuMKFCqp475AqO32f6F5fmBcSgbux98cV6cKUacVyrc+fr4ipWm+d7GlZMGsYCAAPLGB6VWnTNxOExuVopeTjp/wDqp+mPnTIN3DBSDxjuagvmUPcINxZ7fPX0PT171o9jBfEP8WDfounSj/lnLJGT9cEVx99Nv0+2jznZI5H0IX/Cu01c+b4UkkGCYLiKUceoxXKeJpree+jltnhZXjywiXADfT8q8uvH942dmGX71S8jGHSlpuaRjWR6pIpwalDZWqm6lMu1TTSuDdhQjT3KxJ1J6+gr0C2j8p9O2BtoBBI9NveuV0aADR7q92Bi7iLccgoMg8cYOeh5rr1YLJZqZSpwRsGfn+X+lerhoctNt9zwsdU5qqXRISxbMliMYJik4IxgZ96vXpJsJgBzsyKz7RCGsJFztAkAYgDIPTp06dK0ZyTbS4JHykAg9OK3WxyPdE+kTLHrIwCDvjZjnrkYrlJdNuYr/ULmIJssbk7xuwwG7OQPStjT58XUUhbJa3R+voabqccp8U6xaQiDFzH5v71SeCoPBHTr+lcGLjezN4RT0ff+vyPO0l3OFY9Tg11dtmW/uJY1LNDbiNAGHLe3p+NcXatuuY+/PNdPAwXSJXSRHa6mAB2Hn2NeVXVz6Byua9qwjj061MTkMDI3zYx3G4d60NHl+0JLK0aI5mYEpj5sdCazFwurPJxttbfaBkjt+XrWnoUYj06ED+Ilj+dclr/P9QuY948T+Kb9pJIVdE2xCVtqs20DGeMfXIqnpr5juWXj5uOSccH86pa2+/WrwjqZm/nU9gGSzuEwd2SMDrnFfWKHLDmv0R8/KpzT5bdWX7VnE1pvL7/LYncMEn35p1tkR6eVJwXkU/N+efXrVa2fP2JWyflPDHHPTJFSQyMlraMjEKbhlAPOeayua2L0syPPaSLgjzCme446Ve8PlZJjBtwreZCRnPrWQI2MWEwCl1kc4+vXv1pvh+OS88Yz6cdUns1LSvF5Ue4s4QsF9AODz7epqZ6xYU4+8jJMi22nOjcSRStH6dccZ/A1Pbsov4lPItoTIcnuf89ayIppbjU5Umd38yQSHPQ55OfzqWe5YS3CxuCkpGSPQdq8epC8mj1cPF8qQS3ck6qrO2wEsAxzyaqvJjIpS2KqTPz161pGPY7X7qJ4ptuTnuK6GymKaEzsJdks/JUZXA4Ibn9MVycaSSq5jHCjJPpW8t2kmn29v5BWWFdnmB8hl9xjrn+td2HouUlLpc8vGYhRg4dWjqQ0ZltN74YH5QFzu4/SmRyy+VbNvyftLKSowMc/hURdReWaliG52gDOeO/pSq37q3OCdl0BnHX9B/nvXS3qeclojSguFnRwFI2sVOfUVTQyMYicZiuGB29MEfzqPzvJ+0NE28/aDuHXAJ6c1n61PJb2N6YmZHS5jYde/wBaG9BqOtjW8Rfu4tEvhj927RsfoQf8a4O1hDyxAsWy5PTnFdb4lhiHg6G8stXv7iJbzyR9piVFmYJl3iA52qSFO71H0HKxSi3ct12IAoz1P+Sa82srSdj0MOmvwJmn3PMi9Hfk+w7U1mwpqOPheeT602R/lNZJWPTiuVFZ5Mutb+l2T2+qaeZc7pSr425wN3HGD6elZOkW4u9ZhjYZUZYiuxuIWfxPbrGrHyYA5CdcAHpxz1HXiuvDSSm12TZ52MbaS7tFq0jjTU77yceXkAALtwR1GO3NLayvJ9jaWZWYl/lzjJ7YxxxVPTbl5bm5ZnZskEFlCnnPUDgfSrFvK072MrlC2XPyrwO2B6f55r0Hsr9keTo3Jruy9ZtH9mRY87FLAAjBHJ4qO5QPepucDdG6BcZJyPyqnBuSK02bwDPIrAf1xj1+lWJ5Vae1kXaQJdhP93jpU3uh2aZNb/6V4YvoepNrux7of/rVyeszibSNJbI3okkZwcnAIxW14bmjvPFL6Td6hdWdtKzwK0csaLGO5YydsZ46kkCuT1NZrO+utOl+0KLO5kjVLgKHUZ6NjjPHOCR6Vw4hXlc78MrST9Svmgmo91Lu4rmPRuKWxU1vCJY55TysUZI+uKqM2BWvawlNBuZT/Ep/mBVw+JIyqytFl3SpfI8PIjGUJJMc/JlWA7Z7dBxmunHlm4tSXUOAwVcZJ4/SuMjukks7eAQskkY2lg/ysPcY65/rXVxuhv7dSxDhGIG3OR9e1ewk1HXqzwaslKWnYmt5pdljyBvLhggwvfHGP8+9XoZ1urbcoIU5GD6is+2YB9OJUlRKyk46j16D+VFpMYooVjcOpmKuc56/XFTfUTj1JbcyObWQ7RhHRtv3Qc9qm1gmLxVpN0gBNxbheScE4I7c+lYOq3EttpiNC7RyRXbLkZyAc+tS+LNO1zRdB8PalfXV0LiR5MxMmPs4G1kBOPvEHOO351zYnVJG9KDd3/W5wtiMu3+7XVwE240q3Q/I8pVu2QB7UUV5Fff+uzPbNOeJYRfyrndLChbPPcj+VbGl4+xwYVVHljhRgD8KKK5Y7x9V+SGSXOn2dyrNNbRO4BO4rzn61y7wJF5qpkbySeaKK93DSbumzzcXFJppFa3/ANZp3clHOTyeKmt3JsLUYAxd9h70UVrLYyRPdnct52KyoQRwc+tYp1S40nxXcX1qI/OhkO3cuR8ylTn8GNFFD2CG/wDXkUZXaC5kMbEZjANRLxRRXnS+JnsYf4RrE1UmJooojuaz2NnTI0Hhu4kA+dnAJ9twpsP8R9BRRXrYL4H6nz+P/iL0N2dyupaeoxhmbP5VYDEW0IBPzXSqfpnpRRUPcS2QknzXOooQMJOgHHrzn61F4gRf7PuWx8zOgY564FFFHQfVFTWfEr6/pQim0vTrbyIVSJ7ZHUoig4QAuQBnngcnmuZDl5m3djRRXFV3PTw+5Yz8tROT5ZoorBbnazV8IoralM5+8qgD8f8A9VaniCR012RkdlZUQAqxBHHtRRXZgVfEST7Hk5g2qencNIdmFy7MWc8lmOSTzWhaO8iacXYlmY5bAB6UUV6FX4jzqWsRiSNHDAowR9rfGRnHIHFSSLsjYqTlLlGBPPXH+NFFYI2Zjw6y2la1qEX2CwvIZbncY7uDeFZRwQQQR1ORnB7g1g6le3GoazfXl1IZJ55TJIx7k/yoorlrHbQ3X9dCA0E0UVzHcRsMnHvXVSqE8OyADA2r/MUUVVP+JH1Oev8AA/QybTls+4rpQ5XV7NeMMr5z7Ciivbq7I8GHxMv2xJ/s4EkhpST78ZqO1G9mB/gvGAOOmBxRRWD3NuhW15VGjXDKoQ/aQx29znrWNquu6lqHh2Kxu7uaaG2nMqeZIzElsdcnnGOPTJ9aKKxrm2H+E//Z", 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", "info": {"video_id": "113360", "label": "lifting up one end of crayon 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": "ca4f0839639b45f6dfef3098c3e022e225f31c5def5732f2b19cd63811ef5f69"} +{"episode": 86306, "episode_seed": 1242648395, "split": "train", "timestamp": "2025-10-13T03:44:54.910812", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1242648395, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping the fidget in front of camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "40647", "label": "dropping the fidget in front of camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "40647", "label": "dropping the fidget in front of camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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ax0TDUtRYqI7iZdw5j+RCDnP9Ks/8ItezDDNBCmdwX7xIxjBxXYouEI9O1O2jjPNXGnGKtFWMXiX9lHC5O5gXUZXnA5HtVDVHV47eJ5uXbc425GB2xUg1W2jK7IpH2DsvQ1n39ybi5RvLClQVKumck8/gef0rx6NCftE5LQmjRlzptG94eQrpqyuoIZyzbRgE57D8K2UQ5KEDj5ziuPh1S4t7MQpPBFFEBwACw6nH16U6PUGvFy8t1KSmSFB5OenB9v1r1vaxitSqmFlKbk2kja12eNfszLKfM3kuE+YgHHaqGm+MpLazltrXRLq9FtK0bTLKiKT97oee9YGtG4gigQr9lEkhQseTyCRnk8cc1xbMhu70XVx5DCT7gJbJx7HHanSmqjuhVOWnRUIu+p6gnxB1C/adbeztbRIyQ7XEhJDDqBgYPasKXxLqV7q0NpqHkvFKG8meNyVyBkYHboK57w/eWDxtpd1cogZyY5m4U5xwSehyO9J4hks9OjshYX8dzKjb2EbBgrA+o/z1q5RumRTquElb8j0Kz+zz3tnYtexQzSKWiTAdpBjtjpwO9dLbeGtOhKu0bSuCTl24z9BXmfg+0ns79NYuEkkudwzxwsZHI+uPTpXskbq8ashyrYKsO4rONjavOpe+yZg6xbxQPbLCqQod2dqheOK5bVpIw0CLK/lhySVG7b9efrW544iklaxWKJ5JCXACgnHTniuTeGQNIGjKMjcxqeVHQZyQecms3h06ntGZUqalJTbNfStRtrGzkWYu0zuSdqZ9P/rVoDWi3l+TaP8AK20bzjmsuz027kZXR4UjKfKGALAepwOversGjWwtTJJM7OrHaV45PH8hUyxsIrcKkcPzOUtX/XoVtS1u5W1uPNaKKNV3OignPtn8K4TU9RQ6lZMbOKYR+YgtrgFhyOMgZ57j8K7XXdPih0m5+zweaxgfczZYjIPrXnl3NbXNxYuupQQSRwFmmMbNg/wqdoPP8u9Xh8Qq7v2J9rB05RpqyLENwt3rdtHLYW9ooDbRFGVDPj5cg9eRWzd/2jcSyRTo01tsJYEZG0Dr/wDXri7uZ8hTfmboQVU4rVh8U6+9klvC6uoBQSGIFj36nvXc5K9kc6TsmkWdP8Sy6bpv2GGISzqzRRiRdwUFsg/hk8V674LkupPD8Qv7h571GYTM5yQScgZ9AOK8d8G2DXl5eTBSzW8Qk3A8j5sdf8969S8PXRs9SiieIxRXaDktkbv/ANf55rljOPM4rod3I6lK/Y7UqPmzXnv9rWiyOUR2ZhgbU4r0NVAU59K85TQpJWaSa6RFiUn92D6fhU16Kq2v0OSKp/8ALxmZdyrPdSPsXYy7dpXlccHB/D9a001S9FuFDwRpFhflG45xj1rLgEbPbxjdG7H5eAQVHBIJ5B5Pf0NdDBYWKowjtcyMflDkn8fSuOpiYYe0Drqyp04qMo3KBvZZg3mz3LEqCQqkZJ5xx+VY+sm4higAVrYSSlDI3XJBK5z24Fd5HG8iqqoqCPqOgJ9q5bxnpdwNOi1CFRIyTK/lZ4xyMfkaxp42VSoo20/r9TGOL95RjGyPOJWB1K9F3L9nYMMrknJxjsefWrWh39lazS2dzcKYJ23CXBwpxjn2xVK5a7N4/m6bE7yt5uFiLcHsCO1Mj0TVrl12aZdbSwG4W7AD9K9d1IxjZkNS5mze16DTrHSZlg1KKed3x5aOGJHbp9Of/r1DoNrcardR312ZJFhBMCAE/MO/6fiajm8Ca6shjt9LurjKhtyREAe3NdxpHhyXSfDtg10jLPExeZAfu7icA+46fjXNWxMI8vm7GuGV5WZ6Dpt2Luxin/iYYcejDrWH4zvJbZbII+xWEjMdm48bf8ab4YuFtrtrPzGMU+Xi3HJBye/fI/pV3xcIU01XeNHcBlQsucE4FbSSlGzKlBU6tmro4AgyXBaQgSN9/B+YnoRj159OtWo7GeaEstnIjkn5pMYGeO9SWCT/ANpxQbw4jj3Bu4POcn2P+eK6IIWzHK4IUbuOprzMRiZU5ckUbVq7ptKJnf2Rdqdv2iFfN7KmSB6dvf8AWuW1yBINStIV3yFvMjfecBlwD275ya9DjjjaFjIS0n3Rk8+2KwvGGh2+qaVGwBTyXyWUHg4PFc9DFznVSb0/pf8ABOWNepOaj5nlsX2uBroWz2/ltK3Msql+M++ce/eotP1q70u98+FoXDH54sfI3+fWuusvhkL/AFF4Y9TSNAOybiCMAg8+9dFZ/CKwtpo5pNTnkdGzt8tcGvXqY2FP3G9hSoyjJ3W55nrXiG91uFEmhhihRiVWMHv2yT+Ndj4b0r7Np9piKQ/aoBNlcZJ69fwxiuuuPhhoD3DvcC8dnG4KJQigAdcAVpalpgj0tJLRdv2ZRtwMBVAAx+QB/CueWOjOaUde/wDX3fI2w0eWWpf0C9+36ZGzEiSP5GB6j0z/AJ6g1rFew61x+h3n2S+SSWaIQzLsfDH5SMjJJ54xyfc1uXPiSwgwqM00h6BRgH3ye30zXcnoFahJVPdRxcXh55DHBPd5AG5tqVlTCO3kkjQSbfOKRycfMcknd+VdY7LFCXLZcKWYg/jXIxiZ5LZJApjabd99T368c+o/Cs61oxuPCVJTbcnoiST7LNrK2ENmbi5yqrFv2+YcZJdznaoHJxyegpLC7u7PxINOnMUal+FjYlBnpjPOKzBczHxpI8DIkvmbMO4QYPB5PSts2lleeLbeG1u4Z5YZQ0z27Fo1UD7oY8ucnJbp0AqFRTwtmul/1OaSqynbpYk8ZaTcHT4dQtgHmSYPsIO09Rj9a8+aDV2ke2/smOeR2MrOlruY7vRsZx7V7VqsK/ZpoiDtG0ZJ5Xnn9Kj0lfK1mJVlEiNGVXp8pA5H5iuDCVpU6EmlqjWhRVSm7vY8ctPB/iC7njD6VdJE5wXMWAPwq7J8OfEW90i052RTjzXZVB/AnNe/GNgxXIwOTio7polkZ2+VAmOucH1NRLH1dbRBUl3OEuNHg05YlbeUa3EO5eCWAAyPrgfrXTeG7oTWTWrOHe3bbn1Xt/n6VS1m7s7yx8gyB5MjZ0K59PTnpWZbXk+mB54zC0iRlT5SZDAYGTnAA6Y7ZFdeDc+T3ztlB1Kdup0mtHy5IHIzww/lXnFy6zlpQzCWSbPGeVyeP1z+FdJd3t5NaXU15IcpEDGDj+Jc8Y44PH4VySTW8bwlovLkDeaeSQRnAPXHQdPXNehUlakvmctCn7OrNvpb8rnZrClvEmZGBbg4PUd6twPbLMHG0Rg43DmuN/tN7yUiM4RuhY9BWjYWeoaovk28xWBf4j3NeAsJN9kc6oSkrs6OS4gkjlhYLmbIXOAK83uPDOizQZeaSHEnylVHIwMjIH867N/BuqySAy3RaP8A2BWjZeEYtNuYJTukVSGaN+VJ9a7cNSdG6bvc1o04U782pgad8L/DVym/z72Qdwzhf5CsptK0vTPElzo0UTtFEm4b2yemf6mvSfEV/b6QFliC4MQLMOO+P8a8Y17XFuPF82oRHaHjCnHrtxW2GjWhW953iQ4c8ZKO53/gGy046XdC3txBJ5uyYDLFyBwOfqfzpk8M8F7LZ7lBQ5TcxyQDngY9D1/wqh4G1CZtMlFpFmR5SXOCcH8P8a15UuLhmlvYEkcSBADhz0JA2jGCeRyO/tShRlCvKfRndh4SiveOptdatDYxS3FxGsrDayA5O4cHgc//AK653Uz5NhcbCfmXHXPJ4/rWaNksyiV3KGNoyisMAngcY6dcZH8IrS11ANLjtlwDLIF4GSOCf8K7FLRnFiaCjVgl1Zz1kJZNStBNCy7F3AMB6dOD7Z/GunZpdyyopCD5Rn/PrWHpdvImsyKrEoiDysY4GAOCOvfn0xXTpE0kkduw27Tlia8HGJyrWQsY/fSXYmS1aFEHmDDjDVDqcIFrNGSxChduTjacjNankmXAeT/V8DHakuIIzo9wzDc208n16/0rCnStK69f8zkg7STMHT4Tb6tagurqy7QcDIbbyD3P8PWusMUgYqFAzz+FclamGKW1uPtQYRSHIZAuMMPfn7rHPcV0Oo69ZW8ZaMOwBwGXChj7FiM/hmu7GUZTnzRvsv1PbxFNuSsr/ImuZrYTwwecgmIyY2kG4/QdaqXK2yWrpezKkT5AycZz6dz+FeNS3dxfyX0shlN40xMbhyMEMTt44Jz69ABjFdhYSm/0Rby8aZriaM87tpkIGfvZz056cY6cinHLeVqV+mphRSqScXpZktur20o2RwpsfzEdRhwNwGdoGScjvjrSa9q8+p2YWZWjXztiiOPHtkZJzyR1p8ixNlYgVhUIeDlj/DlVwSTjH03dapz7kniLwvvyzeWy7Bu45AzwPu8n0NegtFY7akYvVrVCaLFGb6d4pw6hcBgB1/DjnH610f2ZPtMG8lmY7mJPBrL8M2kbrO6kiMykjgZ7n+tdDYqhuJmOH2DaM88e1eLiY81WV/6seViXeqyw6xJdIVA2gcsoqnqkLiza4ZMr5gJ+nNa0McjW5IjI7HIwMepJ4qvfSpdWItoJEkmDrny/mQc92HyjH1ooUXKakl2ehnRjJ1E0tmZejSRz67C0e0iWLnYeD1A/RQPwrp7torKKWeVcJGhc45wByf5VyMV9NawxXlzMheGMOrRr5gbnaeeFH8XQ+/asXXfFVtdadOsl8zK8XEWWyxZTwVGAAOOcGu+vg3WldeR7FWhKUrrRIsr8R5HuYbu5sQunTSGNZFbLqMdTk8857AHBx7697q1/Nb4trcRwOdn3gDg/7TD3HQd+pryiyj+0m20/ymfzmI3BgAvGc8jjv3xzmvVbLSL++t41totkChSrljhSDnIJ69SMKCME812TwdKEua2pjQpOF3VS0ZlyKLeV1CJHhmDtGMEADBORkkH7x/DmooUaN4Y4reV7pV2soLbjzuyepxzmtbV9LbRUgacGVJGDMYfkOcgMM8kjGOOOho8O3SW2ozWK741OA4YEEMBnHPPIz+VTWm4QckdHNePNHUxpZVt9DnmurlUeRSFVVyzcdh1riJtWjgmjMJmZVXiNhtG7JJP6/pXc6t4YfG1LtreDZmeYcuVHRF9MnrXm99aC0nkQMzouCrN1INaUoKpFczvc82lWpqr7OK3IHLzO8sh3O5yxPrXb/Db7KtzfecdshC4Poo/+vXH2Nrc37stvEzhF3yMBwijqx9q6HRtKlt7qe8W7W1slUhJJztE7f3Rz68967cRhHWoNLY9DE006F07I9UuEik0Wcrhzj6nI5z+lYemTQJeWs8TzymHPmK+GKruwc4GBx+dYug6zqN3cS2Vy8RREZ2UyFVOATwBgHkfxZrXljknkeJkLh94jUR5DEjcQAhx+BGQPc15FPDOnFwkY4OlyQd3ub0muyXU3k2lvltuc43YXnnA69DxnNYt2l7M0wuJVIjdcANggE8/KQAOPx71OwVJ1it7OPeAqqik5OM7fkAyDyc429T9avWnhu7uXH2txEGA3AgMxIGM46DoOpPQcVcaEIu6WpvH2dFX29TG326xxM0MMjxOrM+C4HXHJzg5AJ5JAPr0pyo7ruRPMOGwinOFyepbgZXpj1Negw6JYWoCLCJJVH35fmKj2HQfgK8+1O3l1jx/PZS6pPaojSCARru+ZULKv+yPvcmtbaGLxUW7IoapL5GjySNIAZJAhRuoUfMCT3yO9cvq195rxqCC23aSrZ47e3bPHHNQXOp3boTczNcZIZTJyOfb86t6dpRvZhNIu0HAVQMcdqJSUYWb/AKuYyfvNrr/ki1oOmzahOiHd5eRwK9v8OaHFbWyAoMAVheFtEit4U2x8nB6V6DEUtYOn41y819SW+hl3Ea2k+3+Bj09KydTvre3jDuRx27moPE2sfZXjKuCzngZ6Vweo6yZL4yyOXAA2+gqk7goXdyhLqkviKx1q4kyqMwiiVv4BggD9M/jXIXmgzWsl6kw+aKNZCQMjJK8A/wDAv0rq7Kwlmh1KOCM7ZmjkUA4yQff2auyl8LxXkV1JcPhriFYyickAAdWPuOgAr2qc6SppvcdKlToylOb32PN/DsjwM/lxA4Z23EkbQeO3XpnFd5Y6Zfanafa/KVogTNskbG89SMDJ+Y5PJHWuQ0a0ksJtWtrlSPITaD7ljW5omp6jaeALto5ZYZ4rmNUccEq2f04rOvFO8kjP61UU5RSGu8Dq2bpwEIQpJhUIABQbe4+p6fjVnxAWkktoI3iVicjzM7SSRgcfQ1l63BFbaKb6z1e+ljmuPIP2lFjScqu5pIwOcKfl555HuA68ukvDHPcCRigzmIhCoCk/dGTxk5OeK427JmztVnGa6XNPQgltfzvNLEqZChiQny9uDjHA6e9ararbW1/5nnJKApz5brhR6lug/U1zljbvNFc3PnKkvllIk6BznG7cTu3ZJxnGSCKvwJ5Vy8QV5HDLkgtI3lk4yVbocZ6j3A6VyPDRlPmbCWHhOXNJm/Fq8ZC+RCknnLuUCVnyoOM4ROgI9RTpb25mbyUhkaF0Ys1uiqgG3Jyfmc8Y4yDg1SlliSdZXgKBVRdySLGDtORjdjByeoHPUrmpkiv70GQQTP5kYTeCQAcnkO2MjBHODyM1vChCPwo1VGjT96yXqULu8Sx+0ToqQYjeUmFNrAEYwd3JGT94HkkccVxV5r2qW8MU4ztkLrFcOmdw3ZOGJyehHIAPOK6vXrZ7zRblLYw4ARhFI7u6nbx6Ad/bn1NcJtludNtbZAZHZysKKGLkjouMY43HoeeOldVKnzX0LxFSrFx9nt1/r5mLHKZIZMsyAnL7Djdznkd6910fwtbPaw3E0wkjdA0YicnKnkfOecewwK8gv9JfR54Iru3lg3qfNYgbsY+YDtxziuq8I69f+G9U07Tbwkabd/KsZm8wRFjwQf4SCRkdOfatq1PRamWIruFop6s7/XNGt10WVLSJYXTL5jGDjGG569Cfyrh7yEq1nLdoszMjFG8slt4ABPynkH35yK321Ce68b3Wl3erXlratMURo5Y0WPpncXGMYzx1J4rjZRfrquoaS7XEhimZFinQb8KDjcVOAcBfauORFCo2nFs2dI1SOwt5Y4YQwSTymG8nBOQo+VTzhf0q1HPqM0jGEpA0h+WNjIikAZJ45OBySeAPSquUt7O2iaKIrCd4ZpI1IJXBBycHvke/Her+iaXfXUay29phBuVVdwqleMdQSfug5wB+FZRowUr21N1GnF87tfzLYhc6hKs6kLG7AAxeYcKoJY7mJwecEcdMkU4xo80pV7ieXesKKJCyg7lJ+Q9AR/Inirkfhq9lYwTuqIx+ZDK0gPvtG1TnrznNW77Q7a3tLhw000iIX3u+MEd8DA/St1AbxVJSSTv00OB8V3UlpYMIXXzZpPmjYruGM8Mq8Nk47cAAdzXKaxDbTTQ/YNzJJEox5pkLMeh6nBbnj26V32rWq6jpcdrPEI3klfyXSNVXKtgEkc5wF+oP41oaB8NnmliutYmSeNYh5UURO0k87m4H5VtRcUtWTiadpxqyei/rT8jy2ze5sLqC5hETXFoyz7ZMbAFPO/P5Ee9e6+F/Fdl4ngk8lRFPAAZYd4Yc9GVh1XOR7d68z8XaBB4c8S2c8cRezmdWaPbnlWGRjv2OPatDwcQfiW82nlms5Y5FlcJtB+XqR2OVX6kGtqtp6xRyYms6lRRtpY9E1+y+16ZJxlo/3i/h1/TNcbJIqvFdQoRLDsUcBVIycKB16jH/AAI9OldZ4zuriw8MyT2szwyiVF3r1wScivMvEGl6xoWk2Fxeaheq98Zd8GMLDgIUDHHDlSDj29c1xTSaszTDVVFcrNvxvcyHUrOxziCb5XUcdTiuYt9Hs9X8XW2nToyW0l69uViOCEjBwAffHJ9zRRV4PZHFD+PFeZxsOoXFot3bwP5ccp2uB3AJxXonhnTLTXJ7uTUohcDT7SJLeNz8q7hknHrRRXpVJP2aV9P+HOjNJy9hFX7mHbhbTW3RFBjQuu1icFcdOOa7eGM3MF3c72h8uRSIocKh3Eg5Hf8AE0UV5tb4joyzWir/ANbHd20MVvaW4hijiBiUnYoGeB6VbiUDcwHOKKKg4pO8ncaVAQnueteP+Ib+bSvF2o31uE86KV9u8ZHK7Tx9CaKKTBbnGRJ5k0KOzFQTwT6AV3+hWsRZcr0oorkr7nSen6RGqxjAxitqQkRj6UUVBDPLvHsSvq1vglP3R+79aw20+3EZYqXZWABc5oorVfCaR2Oo0i1hS2bCDiuitY1aJCe/Wiit6Oxz1+hx3ivTrfF5MoKO+xWKnGRk0anaQ2fw/CQrgGSEnJ5PWiivRk/3A38HyOM8T6+dWgtUk0ywgaELHG8COpVB/AAWIA5JOB15qS3lfULhIrg58xRMXHDBmcgkGiivOZvR+BsfLrMiTzWy2tsIhK4C4Y9SQTy3eu28OaNYyRxzSwrKZBnYyjYv0UDH49aKKqPQVeTVC6fY6v8AsuwtpojBZwRk5BKRgGrMozLGp5AxRRW6PIcnLVs89uovK0m+uo3dJBJHH8p4KlSCP1/Sul8N6Lpkdsl+ljCt2XceaF56miis4tp6H0uKbVBNd/0Rh/FO0gbQvMMY3xzJtP14P6V5omoz6nJpcVxsP2do0VlGGI37eT34oorop7Hjz3h6nY65qp03xTq8ZsrK7jludxS6i3gFRwQcgjr0zg9wazbGaTU/EjXV25kkuWDTZ6OTIoOR9CRiiiuNm1L4j0iCxs0mylpboQMgrEo/pWloZ3O7HruIoorRHHdtaluMbrpsk8FSKg1fnTbz/ri4/Q0UVaCHxL1OTBEtq+URfJnGNq43NmPDH3wxH0rttGnf+yLMccwoP0ooqEerjf4S9TF8aaVa6hojPcJuaJt6Hjg1g/DjSoIxfXgeUyOwXBb5QOTwKKK7Yf7vIml/u8n/AF0Nv4gQIvhJiC2fPj6n3NeS6xrF/e2dpY3N1LLBbu8qCSRmyxx1yecY49Mn1oorgZy09z//2Q==", 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", 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", "info": {"video_id": "40647", "label": "dropping the fidget in front of camera", "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": "44dad352c080e0f30116b2251c5f06a4d058d864615d4f0912b0fadb1bb5f7a7"} +{"episode": 86307, "episode_seed": 1825220584, "split": "train", "timestamp": "2025-10-13T03:44:56.543218", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1825220584, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding ring next to toy truck'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "146522", "label": "holding ring next to toy truck", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "146522", "label": "holding ring next to toy truck", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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P0p0vgWYuks6pEvliNsv5jbs9R0A/zxXX+EZw2gWzzlVdgSQqbQDvYEAdq0dRdDbgoSSGB4FclTETV0iqeFg7NnkOsM1oz2iISscgJ38jcPTPasO9ne7uJJpAu9uu0Yrp/EGkTRXt+CwEaMXjViRuUn+HPBxmuXmK4wBtYDmupSurkwpxSv1RWA2/3sjnAroIJ31C3a58yAShQj+auOQMA5A9gPrWCSApx3xzU1peGCYtwUYbXHtTFON1ZG7ranT9O+xM8ZaWfkxngqnJP/fRA/4D7VgRv8+c9OMHpitDxDIz6kIjg+QgjbHGW6t/48TVGMFGDFd3bHpQy6MWkiS2jklmWOJS0hb5VUZJPoMV3GjeDLs3iMdQtobyKOKYRFC5UtnA446g/lW98P8AQbdPDEmpPCpu5WLo+OVQdge1bF/PHpmm3+tGLZLFFiBenzH5UHuc5/yaSaFKbfuxMnw/YtHq9/D5cTFbddksbBnkHmfMX565zXVi2k242H8q4v4YNPc3l+8FvHIxQyzzyNhsE5AwASxyDXoxdlRjIUQqQGXYcjPTiuKt7R1GoK46dWlSjyTev9djmp9KaUTJcQOYcmQMG5BC8EDPWvINSuUuo2mjSOMuxdUQ8hWOcHjqK+gbiK4ltbprV0EiRu0W9R8zKM425BwfWvnZ3ZpmlYHB5x9fSrwynG8ZofPCvNSpt+ejRQyGUArnnqB+dQPgNwSQD+NW38t1wQMrwPeoH57DiuoJLQ1vD1rLc/aniKkxhSUYkbgTj6HnAx3zUOtXKy6rOyMCsZESEc5CjGfxOT+NWPD8i2yXlwF/1UW/JHfnaM/7xX8qx1VixyMepp9DOEXzNkvWMDAOOjY7VtaPo1zqUc8oKw2kMbyPO4+UFVzj3/CoNB09dU1mysGjOHlG84/hHJr3C+sILTFra20aQyR4AVflRe/HvU3NZzcdFucQPCsul6Rvhmiv4mIk8oKULtt4BOeQBk4FdToluRo+nlI2CfZIsL6fL0rkPHmoRw6hZ6LGG8i3CzSrn70hOSCfXaQPxr0PQjNH4e08m0EERgUxhnyfLGArHAwuQRwTWGJlKy5VczhKNOTnVdroq3lrLJbkJG5YdAo61xvjO3htYbeWWB2uLmRjtlbgBOSc9sgjgd+a9MZvmKF4t4wNoyc56fzrz/4qJdQWWmpJGnly73UhfnRgMFTyR0OePSsKXtVUTkrJmk61Kf7uL132f+R5ZebUuWVQCo+70/pVWQLyQcY6AirjlFVNw5HJ4qs6op45B9+DXeNxsrN3K2cccZznFdpdSXdppk7XW9dsO2AZG1d5wNuOMDLf98+1ccEBcdRzxXQeIZWj0+ztNxYj5jhsjC/IuPbhz+NNHPKN5JGGpCkABcL29alRCZdqITlgFHJOc1HGoyGI+X9a9T+Gvh+0uNLu9TkhVp2bFu7DmML1x6ZNJs3cuWN2Y2l+Cp7ueEXd5DbTNCJzAykuBuIwcfQfnW7p2ntZ+KPJltnjl8mdw6DbEeANqrjtjr1rop5IbW2utXlh2LawFo19SPu59fmPFcf4DvZb/wAVGZkurq4kLssaN8qhh87HccDBwT9aiq/3bt2M7ylJSk+p3iREIPl5+lZ89jJcTSW7CZY5So3oOn4+nSumWQuhcIgUDJJkGMetKIZp3KW4jdgM7skqDjIBI6V5zdV68rVjZ4nD21kmn8zwPWRbtLcvbxfKjnYxH3sfKeM8DIOPaufym08c9iK19Uk87WLmRoRDuldjGBwpLHPPsazXEbAgcYJbjjIr007oiEWo7lORQDwQQK2vD0D3bXaJNGoVfMKMSN+Ac9B6E/nWTIBzxk+vrW34YSJHnuHfPlYLIVB+QAsT/wCOgf8AAqpGVVe67EPiCfOpCLIzbRiPj+91b9Tj8KzlOYiOG7gnr70kjSTXMkr/AHnYsWz69a0dGshf6tZ2DR5EsoDHHbqf0FJs2guVW7Gr4c8N3OqM08oaKyVWJkC8uQpI2jvziuwh8NWVroKz2EsjNKY98VyyoJHwSqH069K7fULYxrEsCKiyRbWOMbVGOa86+ImoKtza6NCAI4ow8oABxKxyM++MfnQmZNyqaHUeGLdm0CxdIPLGx8onRT5jZArUubOWW3dRGSSOBSeEknPhS0njtI4bRt7RAEsdmSSTgYUZyBzWy7BRzIp+TcNiE5rzpKrKTUY3V2aRxNGEUnLVep514vtltNHE81vi4mlWFS7ZXpkMev8AdI465rzG/ZTcZjACN8wAwQCe1ew/EyO6g8NQOrRtFJceXIoAJVgCVIbPf0IzXjzELGAynOQea6sO5clpboE41G5wej8io+1skgrx6ce9QZxn3FWnCA7lHJ5/+sagYAt049q3FJamleabcQAT3KqfOdhvEgY7uCc4+oqukLzKipgk/Lg/3ia6bXI5JtHt5QWkaC6kWV36/OFZCfqBV/4f6FHqWpf2jcR/uIG+UHo0n+A/nRLQcJJ0+ZnqWl2g0rwdBD0YRKmK4j4maiBPaaZGdqBftMpU9WPC5+mD+dehXDI8TRuwWOPDsSe1eK+INTXWNfuruMEx7ysbEcBRwD/X8alCoRvO53PwVQG81jGCjQxgYPqzZ/nXpsukTSXDmLakYxjdk54rxTwN4wh8F3N1dyWTXMV0UjZFbay4BIIz616Hp/xp0/UdStLGLR7lGuZliDNImF3HGfeuWUa8akp09jjx1KnWk6dTa9/wOttNOktS+8K4OMNjn3FfNniTTV0zxHqdhsw8U77ATwRnIOPoa9B1X456iWeOy0i2hIJXdLIz9PYYrzfWtRudav2v7tg9zOA7FBtyxA/KnRpVlUc6nU1wMYU17OOyX9fmYr8ttC/Nk02XbnhCGzzkdasmN33qA7ykYHf+VW7bw/rE8bSJYTiPH+skXYg/4E2BXWdTSjuR2tldvpkkEcXy3Do+TIq7guR3PTJ/Sqb27W1yY5F8t0fY6k9CP/r10thb3ulPbxXssXlp+82xSLITGJEJzjOFHUfU1mavayx69eWzREtJcEIo6tuOVx9cinsiKU1KTR0fwv0t7nxSbh1+WFME+5//AFfrXrt/cwxXF3JIA0VvBvIPfbk/0rD8H6PDoOjLGBmcjzJn/vN/h2qn461SDT9DljL/AOkX+1Ao67e/6fzrO92Q0pT0PKr25l1C8mu5W3TzyNKVJ7nsPw4/CvpDR7bz/B+mABiy2UYVQeCdo7d+lfNpRWiZSNu4HHHOfX2FexaR8YNK0nToNNu9LumltVEJeIqyttGARkjrWNeFSTi6fQrGJciTe52R0e7KZygOM4ya5X4q6QJvBaTiEKbKdZMJxgN8rY/E1YuPjNp40Z9RttIuHVbkW+13VTkoWz344rg/EPxX1HxPZz6YLC2trWVCX+Yu5xyBk4A5A7Vk44mpNSlsmedg6FLDz/d9bXPPLgABWHzIcHcT1NVhsw24MEPp61ZdWwwUnaT82Bxmo2jd3CwBm44CjJP4V3HryWvMiCOFp5hHCrMxPy4HNamtRSy30s4jnW0TbFE+whdqjA598E1PY6LrqXEF1babN8h3fOm0MO/XHGP51oXXmS+GLssqCVXgLLGOi5cc/RuKaRi5JTSRy4DiM/xEHBx7dK9/8IWX9k+BYRIMSeVk59Tya8o8F6Gms62JJVYWtvgyr2Zuy/1r22QI8H2bO1Cm76AVDYVt7HCfEnUPK0/T9OjO03GJpmHovAB/Hn8KpfCJSPGrZUFTaynPbOV4/SsTxlqcGqeJJmhk3xw4hTb3A64+pzVzwFrln4Y8RPql4rvaiLy5FhGSpZgM471nVTdNpbmjjai7ntt3p0r3Q8pTJlBuZ8Dv0ziltNPmgn3TRqcDKkHO0/5NYx+MXhEKNovWJOABbn/Gs/X/AIzadpV9dWMGk3E09vK0TFnVFJBx7nFcsnipQ9nY8b6vTVb23M7/AIfceV+OtLXTfGeqW4DKskhmROxDjd/M1yEmMkFSGz3NdP4r8RTeKtRXVbiCO3d02hYyTtCkgDnqa51gSxaT72OAVxzXZSUowSlueyrThErybCucnfxkGtTS4JJNLvo40w8+xNzNtAUEs3J+gqjbW9zdSBIoZZ2I6IhYn8q3LOz1ixgW3u47i2jdpDEhXaZG2HI+mB+taLczqO0bmJdWT2Ny0MyhZIyN205BB/yK6/4b6VJeeK1uGGY7dSxbtk//AFqyfEcUj6/JNFFvivQjwY/jVgMY/HivW/B+kRaHoyW4UeaRvlf+83+eKUnbQcpLkT7m/eXEceoOWOIoYCWz0/zxXgF9dvqN9PeTviW4lMhyeMk5H+FereN9bg0/QnXJN1er5YC9QueT+X868oAUg5QhX7Y5P/1qSLw8N2fQfga3874f6SjplhAeASBklv8AGtJdEuGQFpFU46YJIrzfw58WIvDGi2ujzaU1yLeJAs0coGQVB5BHXJNbZ+NKT6Tf3lvorKbQxDbJOPm3sR2HGMVxqGJp35Nm/wBTycVQo15/vdbXNPx3orXngK/gaJS8MYnAA6shz+eM187ThTGHQZUfeLHkc16Dqvxd1zXA1isFpa20+UkCAsxUjkZPT8q8+cMdxUkHHzEcCtMPSqU78/V3PRwrTpuJVGCzEoSvcCmCPzpgkaEliAABzn0FWfs8sxRbeORyM/dUkk/hWhH4b1x1jZbOSFs5UykRk/TcQa6TR2jozY0oSeY8FuGSSbEZV182OZAOdwzwB2P4V6domnQ6fYxW8MYjRecAfia5rwpo7W0Uck/zTBFTPooHAFdqzrDAzHgAZzWcpXdkc+yOK8ea3PDGNOtGxLck+YR2QdvxNchFoWtXm0W+n3DRHqfKIBH1NdnqGqiyuYnbUPknkZStpbq0qsEDbC7Z55UDHTNVvO/tLw/c3Nst5cXMPlq7TXTsiyMfmUAY5Axk9K1UdAhivZxtFGVp/gTUr2K6tbiSO2u1VbiJXO8MoypB2kkfeFWNC8C6paa3YX0lzbGOC5jkZVEhYhWBIA2VVt720hvI0ubUoJMIstnO0Esbk/3jknHTafbFaSfbxaP5Vjq0m1txWfU5FZ+g6qB7nHsaOSpJPlejOHEV1Cd5rV/11Kcnw+ggmM2p6tsRnJZVQRbQTnlpD/IGtKKHRWtLq+02206aGxTy4zO0kskoQY+VThScDPesbX4IRZP52labFDFG48/z2ebd1GCWyzZx1B/KktLq20WfTLyRNr2pjKqwJAU8OGHc8nH0waOSUXeTuPD1fapuGhpabrct3qEFtNcTRrOpAFlbpBz/AADdgnk8Y4wTWc+o/bb0B7Np40udjfbJnkKoQQQ6scZBxyPQ1LJG4lsZ7Z0gTULr/Rpo2BjQLLkZHUeuOtYumn/hI/G17YzahNZwyPcSQhAZSzgFtoJ6A7ScnsMU7tGzSbC6neee5R9PWDY5XyoUVCG27WQnvzjHtmur8N2A1G6gupgJobYYtWkT509QW/iA5ANcP4cgvdc1YSPK+xV3SsT13D+fJ5r2fSbVLW3VEUKAMADtWU5dEbRVkW5XW2s5GY4Hc+grx7UNRvte1ia48t5F+5BGq5KqOnT869U1mdREIvPt4RgsWuASmB2IHXOQMe9ckddhhnaGe+uY1hnkim+yRLbopUYUDAJZmOQB6DmqjG6uOFdU5XtdnMx+GPEF4rFdOn5BG4ptGD9cVpX/AIE1GQQXltc2rRXkayKHZlKnAyCcEdQea0NdEtpqG2S3kMHko/8ApU8jEsV3FTyASenYdqrWl+ktoi2n9tRyxPslgtL0CIt/eCkEoD6fWrSlf3GYYnEc0VOS0HxeBdTfw9Jp8lzbJIb5Z9yiSQBRGV7L1yaZbeFdJ0BZJ9TvvtFw4MMcJZYQxbgkcs3A7kCtJmvZJ2Nzp2oXESgOgudRkaM5OMbQoGQOcGuXWzhj1xGNhDaXCwO7wJM0irz8pYkkg9fyBqXTqLVyOSjiYVJ8sV+X+Zv6jHaaDcQ2iaZpatKnmNIwe6+QnnkgDI9OOoqOTXFh0KC+iurgSO5i8mCNLaIMP4dwUkEqcjPoagspbe8tRotqomu/tglgd3xLtZDvwScHkDvk5rJ1bUZ7bwzetBKyxfbII40JCurorZyMYK4H51SOyV38T1LGoXkX2S6nk0xpJxMY457mRnfHBUMc45wy5HHAqtp9w0c4W3ZZGeIotvIh8qVWIJQ9/Ug9iDTNYitLbwxFqOnavqE8Ulz9mYXEQjS5KrvZ4h12qxwdw/iHuB0Xg7Sp5FW8vQTIzM0YYchSe/vj8qmUrK5UI9DqfDWjw6VpwiiQKXYu56kk1S8da9LpenmG1OLm4/dKf7q45P8AT8a6lAI4xxwBXJayYiUvbu301oXcRxzXTsxXLbR8g6DIPPtUQTZcpqLvI83USlVEMG5z94KK1tM8LatqbS2q27ws8RMLTqUVypDYzjuM11tpqPm2Vy9rqU4aKOWVYre3SEbUIAJxkqD2B5NYyayyXVtPez6nC4JxNFOJJYW6cKfl69QexrSz6blVsU6kXFIxl8Ga8zlhBBtVvmP2qPA5+tbGs+BtR1PxDqN79pt0t5rp3XbvkfBP90D+ZrRXWb5HuUj1PWbp0Ody20EeQMk4znPT/DrVXU3k1C1iWez1u43/ADvPPeldikZyQq7QB6Y7dabjWbvojyniqS0sye38KaSrfYoY31CWxiLTt9qSIHncflALZGcYqhaajpkt3bJHaaVZxSyeWsqwNM4U/wAWXwOvHNZOmeVY6RbXCSsu0ifIO3z2DcKR6YB5960taEAN5f2cPk2M0rR2rKA8ZZlBOD2/pUq6VnqzuTlazehJqGtFJLm1SS+uEgZQ6IVhB+bDK6IAV4yRz6etZF68LajJDb2TRxwgLs8wk7t2Ryc9RyMetWI5YtU+JNzpms301p5sqo00E0KJG4UbiWcYK9cDqTgVUtdMutQ8UXVlN9pUWNxtZrggShULIqNt4zgDOM9OKbfcIR2Z0/hPT3u/IlkVhbwcxQvghJOjMp64Pp9a752EFq7E4461T0q1S2gVFUKAMAelN1q8hhiSOa6S2Rskyuu4KFBYnHfp0rJPmZrL3UeW38+o6/rs88UU0sedkMaKThe351JH4Q8Qznc9m0Y7NKRGB69TXRXeuJDczW93dX0scEqea6fuY1jKhshUGSSSABn3pmtwNBJYy/YkhhmtxJILhmlZSW7knntnjjNa8qRSxcrKMVYpv8P7i90y0vre/iDFRBMhjZwjp8pwyZ4wB2q3afD6+g0fUrOa9j/0kwEPHBIwUIxY5yB61n2dxBfRS26aZcG/iwzCyvHhEin+8iggY4GR7VoyRzidXm0yFo9u9RdahKyqy9AVLAHP0xR7OrJaS09Dy6uJjTm1Ja/IqQeHfD3huVru/wBS+0zwjMUbSLGGc8D5VLN3zmrV+YdCgtGsrTSle5GQ6QvOyYH3WLng4OegrBuYYW122LWWnwz+ZJJtsiCNmODJ8xHXHp1q5a39rHFeaWgiMt40LxmUkATB8Eqx+6MHjNJRlFvmdzpozc4c0dEXRre/RLu6+06hvt5Nm2ICCNVP3WZUGQMjBwetZUl2HhvLiXSopMRI4llYzsmRhmBJJIBKn2yah1qW706y1mCKaSD7MsdtNEW+ZiZMggjtnr65qvr2i614f0HStQv5rlbnUvNE0BQqIRhCqsf7zK2cewHUGquUop3PWdPjVYQQKZrbsmlT7TglcZFFFc0DpkcJZSldDtLdVUENPKZf4yxI5J/4CKZJLL/wjesRLI6RtcQgorEDoSePc8miiupdDnq6J/11EvYI9T8E3uqToBPa3SwRqg2rhiuWI6luvOareFrC31bW7CLUA9ykkoVhK7NxjpyaKKT0WhSSbbf9aDINPtRM22FFz5kQwo4CNwR7nue9Zsm66u7aOZ2ZZCEcZ6/fGfr8o5oopLcqbtHTubngG3j1PWIrC73PbKrXSx5wFkQgBhj1HX1wK5C1u5tH8Xm5tSDJFLKFMgznIZTn8CaKKb2MI/EzuPAtpDBdXSRqQoVMDPTlq9IQARjFFFYS+NnTH4TiPE/77xJpvmfOiTp+7P3W5zyO/QVk6rO8sVxPwrOZJMLwA+5sMPcUUVrH4SXuv66kutX00XiuUsRN+6giHnfNgYHP171k+I7MaN4oltLKe4jV40LushVn3E5zjA/SiitOpjBXjZmh/YtifDkV40TNO9+Lcs7lvlZB69wTkVlOi2dtEbcCPfEyttH3iqkhj75GaKKzTulc6Ekm7djMy0bpOsjiZZ2VXBwV2gEEH1BPWtzxbaRDwJpWq8m51G5M1xz8pYK3Qdu/50UVfQ5ZNuSuZ1xr48TWsH2jSdOtZLSNY4ZLRZFKIucIAXKheSTxyea9Z0qJFhXA7CiisKnQ6afUuX8jRWMzL1CEivPdEt47zw1qc9zmaT7ZHGC/ICqjMBj6kmiirp7in8IWN5Pa2+qzwMI3uNLeWQhRywcID69KpXNvFeaNarKg3SxbpJB95iIyRk/UCiir6Gd/efoUdKvdQvmSGbUrwRxqgASUrwTjkjrVvU7GKPW7mzLzSwxtcLiWZn3bSdpOTziiiht3CNKC2ijHvLiQxW8eQEyYyoHBAcL/AC/lV7w4hvLz+w5ZH+xXLlnUHkMnRh6HHB9RRRREeIe6/rczdW1ttE8V61B/Z2nX8Ml4xMd9B5mChO0gggjqcjOD3BrsPBMkl/qF/qF1I0tzdlJ5nOOXbJOAOg9u1FFZ1PhY6e6PRYwBHxXD+NkE7qZMkQlCq9jk859elFFRE1XxIp6lcvdw3V7IFDnkoowpztHT27fhWfqd9PBFYXoffLDYrEok+cYyOTnqaKK6OrOaWy/roJ400y30/wAQWSW5kVri0SeSTd8xZ8k8+gxwKW30yxTwrf3/ANkha4huoUR3XdwdwPXrmiilLdGtNJxv/W5XltYrGNFgG0Rz+T/vKTzu9ev6CsIpvgklcl2V4wCxzwynP8qKKS6im3aK/rc6HUbZLr4aXGrTF3vmvI7dpSxyyIw259+nPsK5+21nUdc0yLTdRvJ7i2tJXljEkrMSzheSSecbePTJ9aKKb3Mqfwn/2Q==", 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", "info": {"video_id": "146522", "label": "holding ring next to toy truck", "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": "5b6dca8a156da654ba7fe56202e858bcf012cefb4468ff6971a301c5bce7ba35"} +{"episode": 86308, "episode_seed": 2326314267, "split": "train", "timestamp": "2025-10-13T03:44:58.394426", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2326314267, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing mobile with 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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h5pjA+9PLY70zeaAGnNNY1IZMnmmEqetMBmc00kVneIbiW10lpbeVo3EijcvWqGuWGvaFoumXt3e3SzXhk8yEpgQ4ClATj7xDZx2/Omo3E3Y8ufvWz4bABnk/i4XPtRRVvYo6u2OQK2bc/IKKK5imWh1pSBjNFFUhCHpSjpRRTQhwFcbd6hPpHiie+ttvnRSNt3jI+ZSp4+jGiirhuTLYl8MXUlo8yx42kICCPfFduzkRM/cLmiiiaBDQTgHvim5PNFFZjGsabtGKKKAGUhooqhEfU4NZPiUY0c/9dEooqluIxtZ8SvrkEEUul6dbGBFjje2R1KIucIAXIA5ycDk81zAJe9t42OVaQAj2zRRWrFE9IjJXbt4AHQVfhYlQSaKKwkWixkj8qM80UVAx2BimnpRRTGxlA6UUUxHI3WsHStX1CM2FhexSzBjHeQ7wGUcEEEEdTkZwe4NbnhC+uNRvNWvrqTzLi4dJJHxjLHd27UUVpL4SFudRuNJnIoorJFiYwM1GxOKKKaAae1JnmiihANbr9aiJooqhGP4nP/ElY/8ATRP51zN3r2p3+nQaddXc00Fu7yr5kjMSzYznJ5xt49Mn1ooq47ES3P/Z", 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"info": {"video_id": "19989", "label": "pushing mobile with pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "19989", "label": "pushing mobile with pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "19989", "label": "pushing mobile with pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "19989", "label": "pushing mobile with pen", "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": "124fbcd460db3c0c8c1eb9a11b3f3d4d4ffb3c85cabb160992d1bb3466e7846a"} +{"episode": 86309, "episode_seed": 1499131624, "split": "train", "timestamp": "2025-10-13T03:45:00.027665", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1499131624, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put spoon on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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PmlmJ/SrEqSNw87n6GqUtunOQT9TR9Xry+Jic2VpvsMXcMfzpbCaGaSTZCzbccdBQ9qx+5CT9Fqxp26ydzLaGRnxsGeBj1qlhIw96cgTbZoRGdsKm1PZFyauJpdxKcurH/faokvb+RSESK3X1A5qPyZm+aa9b8Wo9pQh8KuO3dmjFZ29sc3FxFFz0Xk1K1xpKfN5skmOwBrKjWxX7ztIe55NWBPbJ9y2Y/wDAaHi5v4IitE2LWe0uVzbWobH99qbqMuoac4xZRKrfdYZP+FYL3E0V0J7dHRSPmFaV7r095YxQblkCkH5ugNdScpwvsxJ2Zz3iTVdR+yeXLcCIScdQory29s5Ib50mImR+dynpXrWo3E93bmGeSMxY4XYD/OuA1DSne4Zo5VRM9AK53TmnrqbU6i2ehy62iQqQnA96iOAcA10yabbIRvRpT7k4/KtO2t4yMQ2qqf8AdFUqberZUq0V8KOtRp3bmXAx0UVNDZtIc7ZHz9acmuQIM29mN3+1Uo1y9kwIrdVH0Jq70IdDHkZZg0qbIxCFHqauf2ZOEySgrKN5q0w/1jKPbApdmov964b/AL7NL61TWwci6s2Y9KkbrIo/CpH02JR89wM+nArBa1usZM5/76NMNjI33pal42Icse5qvHp0OfNuFJ/36oS3OiRPuROf9laoS2iJkNIffFRG1tymdxI9zWcsb2D3EWbrX9OhXKQMf+AgVgX/AIqUjENvj/eNS3sdqoxgH8aw7j7Mv9yp+tyYc0VsjV0LVLi+e5xtjC7egz61u+VJKVDO7H2rC8LX1nbSXfmR+ZnZjA6da6dfEDDiKzUY6VvB0muaa1DlctUEWnu4yIWb3NXU0ucJwir+NU/7Y1KT7kYUey0wz6rJnMrjPviq+sUo7Byd2Vp9PuZJyCy5z71pQ+H3EI824xkdhWebW+c7mlOf96ka0umBDTE/8CNR9cgg5I9yrqOmwxMVefge4FY0y6ZCfnlVj7HNalzoxm5aXmsufw/g8sT9KzljIhaC6lf+0NNj+6mfotJ/blqn3YG/QUx9GRMlg3FQmygXqv5mp+tXC8Ql8Qvn5IQPqa6mFp5NuZSPZRXHyJbp/crt4tcVVH2eyAYdyP8ACrhOE9ai2D4tiSCyeU7hHI2frWrb6TMSMRKo9TWeusalKAEiVB7LT/O1Wbhp2UegOK0dejHYOTuzcXS5gmS6D6VNFpZY/NMo/CsJba8b71w34saf9hkA5mqXjYIXLHubz2VogO+6XP8AvAVTc6XDnfMrY9yazP7Pz96Tj6U1tPiA5c1Escug7QXUty6rpMX3Ii3/AACqM3iC0UEx2zH8hUUlpbL1wfq1VJUsk7J+dZ/XJPZBeHYZdeJSf9VbqPqc1DYandX0kpJSMLjoKjmltF6FPwFS6TqdpbyTZi80nGMDp1pwrOpLlmtB3T0SNARSShQzyP8ASrkOmyP0gY+7VGuvz9IbRAO3Bp41TVZcbRs+i10e0oQ2FyPqzRh0qfA4RfbNSnTJd2C6/kayAdTkJLXD8/7VBtbxxlpz/wB9Gk8ZBbByR6s1prJLdf3k6iqJNiD+9uQAP9sc1iXmn3DOcy5/Okg0jjdI/XtioeOXQOWHcv3eoaPECu4Px2ya5261bTkzsiY/8BFac+kQMPmJJx61iXWlwxkkj9ayeNuHuFOXXYFJ2W59uQKz5delyfLiRfzqeWC2Vv4PxNVJDbr0KfgKf1iT6D5l2O/ivkAHlwN+WKnF9OfuwAfU06DTbgrnao+pq0mlzcfMorpWCp9TMrC5umBwEFP828OP3ij8KvrpLYyZh+VSDSf+m3/jtWsLSXQDLLXTdZv0qKQ3OD++PStr+y1PHmn8qjfSBg4lOPpT+rUuwXZyFwk7Md0zfnUSWbMTulfHpmurfQY25MzfgKhfRo4l/wBY1P2FNdA1OYlsI2XBJP41h3dmkbng/nXeyaTCEyXfp61yMGnrqfi640yTUp7aL955Wxd25lQsF9hweT6e9V7OC2QajvDDw28l1uj3Z244z611C3/92BjXJ+C4ri7a7YFpDhDyemc12iabcH+ED8axlhIzlzNjIheznpCB9TS/abo5wEFW49LnbqyCphpMveRaawdJCM3zrz+8v5U1nusE+YPyrV/spxjMo/KkbSHIyJR+VP6rS7BqYUv2o9ZcfSqssMzA5mauhbSHLYMoz9KjbRj3m/8AHaaw1PsF2crJakn5pGP41Wks0xyT+ddQ+jgvgyn8BWJ4ls2sdJaWGd1kDqARjvVKlTWyDUx5bGHuOfrXRQ3zY+S3P41g6tZQQaHDqNjq9/MGufs2biJUWchNzPEBztU4U7vUe4HU22mTMoJZR+NROhCdrhqCXlyekaD8anSa7b/loo+gqxHpR4zKPyq5HpUYHMxzUrC0kHyKANywGZz+Ap2Jj96dq1F0yAdZW/MU8afbnje2PrV/V6S6BqY7JIf+W74qFoCfvSMfxrdbTbfr5h/Om/2Za4++x/4FT9jTXQNTmpbdBnkn8aqSQR46V00+n2oH3j/31VWXT7VEJ/8AZqap010DU5aWGMZ+UVPpUkdvJL+6LE4xgfWqtolre+MpdMvNQuLW2eXZHJHNGix9yWL8YxnjqTgVNoNpdf2xq1mxmzbTeXtuNodcFh82OM8c44qZ0oTjyhqbq30n8MB/E1ILu6PREX6mrEelTcZZBVmPSXP3pQPoKyWDpIPkUhNdk53qPwpN90f+W/6VqjSB/wA9j/3zSnSUHWVj+Aq/q1JdA1MVxOc/vjmoXjmJ5maugbSEI/1rZ+lRf2Qu7Blb8qf1el2C7OcltiQcyufxqhLaIT8xJ+prsH0eLH+sf9KovpMJcjc5wPWn7GmuganHT6dA2cr+tUpdOg/u1v8Aia2Wx0ppYJXSUSKNwPYnmsjXdB1XQ9E0y9u7i5E14ZPMiZcCHG0oCcfeIbOO350+SPRD1N8a3fnpKB9FFPGpXrHm5k/A0UVhKT7nQkg+33ef+PmX/vo0/wC3XZzm5l/76NFFTzPuOyAX11/z8Sf99GmPqF3t/wCPiT/vqiijmfcLIhbUr0Zxcyf99VBLf3bAZuJD/wACoopcz7hZFWW/utpBuJD2+8a5CTV7vSvEUl/buDPE7bfMG4fMpU5H0Y0UVpBu5EtjX8CX89kL4REc+WPmGem6uw/ty/b/AJaAfRaKKqTdgSQ4avfkf8fDfhThq9/jH2l6KKzUn3KsgGrX2f8Aj4ekOr33/Pw1FFHM+4NIifV77r9oaom1m/bg3DfkKKKfM+4rIqtql6CT9oesPxFf3U2mt5kzMN6nBoooi2DSsZWueLJtdht4pdM0+2MCrHHJbLIpVF6IAXKgc5OByea6xNTvWAzcP+HFFFXNsmCJFup2+9NIf+BGpBLJ13t+dFFc7bNSUSORy7fnThK/94/nRRSuwBpHx99vzqF5pR/y0b86KKbbEQSSuRku351Vllk2/fb86KKE2BzL64+k6hextYWF9FNIHMd7D5gDKOCCCCOpyM4PcGtfwvrmoXF/qt9LPuubt1lmcqPmY5P4fSiiui/umS3OoGqXz9bl/wAOKX7bdHrcSf8AfRoorByZtZDheXP/AD8S/wDfRo+13AP+vk/76NFFK7CwpvLkf8t5P++jULXtzn/Xyf8AfRooobYWRE19dE4M8h/4EaqvdXA6Tyf99Giii7Cxha/czPpz7pXPzr/EaxL7xFquoabb6bd3s81vbyPKnmSMxLPjOSTzjbx6ZPrRRW0HoZS3P//Z", 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", 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", "info": {"video_id": "50467", "label": "pretending to put spoon on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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PK5rp/BaxbruRIPmYJkHgDrUup+HoLre9vbhJDz8oIFWPCEF3pMt4t1ZeYW2eUSeOM5/pUuko6S2NnJSj5nURC4kIVTt9kWraaTPIcupz6u1Qi8v5kICxwL6qOaj8iU/NNeN/31U+1oQ0ijKy6svNDbWEDyTzLuUE+XHyx9qdp1vfXj+ZLZeWm0ttL5OB0qgq2SggyMzY6jnmtzRvEKWVpdvMQSkZAzwWHQY966KNdVL6WJaXQilv4Y4JPJ05zIqn73QHFeLapHdRT2s/JMpdmjI5HYE16q+rNLlxARnnGeBXKeIVa+kEiRIkgGM56isJzlKWiZrTmk7M4X54lVSeR1NK8u4Ba1G0oE5llB9lqzZ2lnBIHKFmHRjzip9lJmzrxWxFY6HNdIGupBa2/v8Afb6Dt+NbkEOl6cm22hUkdXxlj+JoVoW5HP1p/lu33Ij+VDwspfEzmnVc9zUiaeQjMp+iircFk8p3CORs/Wo4tdVR/o9kAw7kf4VZXWNSlACRKg9lrW9CHQORmhb6TMSMRKo9TV9dLmCZLoPpWH52qzcNOyj0BxUq21433rhvxY1LxdNbC5V1ZuxaWWPzTKPwqR7K0QHfdLn/AHgKwfsMgHM1J/Z+fvScfSpeOiHLDuabnS4c75lbHuTVWXVdJi+5EW/4BVRtPiA5c1XktLZeuD9WrN419EP3CWbxBaKCY7Zj+QrMuvEpP+qt1H1OafKlknZPzqlNLaL0KfgKh4ub2Q+aK6Elhqd1fSSklIwuOgrREUkoUM8j/Ss/SdTtLeSbMXmk4xgdOtbC6/P0htEA7cGt6bpOPPNahyuWqJIdNkfpAx92rQh0qfA4RfbNZw1TVZcbRs+i0gOpyElrh+f9qr+s0o7C5O7Nc6ZLuwXX8jSTWSW6/vJ1FZJtbxxlpz/30azLzT7hnOZc/nUPHRQcse5tk2IP725AA/2xzVK71DR4gV3B+O2TVCDSON0j9e2KJ9IgYfMSTj1rOWN7BaC6mZdatpyZ2RMf+AisuXXYFJ2W59uQKuXWlwxkkj9aypYLZW/g/E1KxTYXiQya9Lu+SJF/Ou+jadyMy4GOiivPXNupGCv4CvSo9cgRQbezG7HetqUoTu6i2G1zbIbDZtIc7ZHz9a0INKmyMQhR6mqw1y9kwIrdVH0JoN5q0w/1jKPbArV1qMdhcndmr/Zk4TJKCpY9KkbrIo/CsbZqL/euG/77NI1rdYyZz/30al4yCDkj3N59NiUfPcDPpwKpvHp0OfNuFJ/36yjYyN96Wq0toiZDSH3xUPGroHLBdS/Lc6JE+5E5/wBlaqXWv6dCuUgY/wDAQKrG1tymdxI9zWdex2qjGAfxrP66+gXgRX/ipSMQ2+P9403QtUuL57nG2MLt6DPrWVcfZl/uVq+Fr6ztpLvzI/MzsxgdOtVCr7R2mtB3T0SN3ypJSoZ3Y+1WotPdxkQs3uaF8QMOIrNRjpS/2xqUn3Iwo9lrfnoR2FyPqXE0ucJwir+NY8+n3Mk5BZc596smfVZM5lcZ98VAbW+c7mlOf96k8VBbByLqzQh8PuIR5txjI7CsTUdNhiYq8/A9wKtNaXTAhpif+BGqFzoxm5aXmoeMjbQOWPcy5l0yE/PKrH2Oar/2hpsf3Uz9FqxP4fweWJ+lU30ZEyWDcVl9bQe4P/ty1T7sDfoKqy+In52QgfU0psoF6r+ZqvIlug/go+sN7BzR7HVw3zfwW5/GraXlyekaD8aW30yYgEso/Gr0elHjMo/KuhYOn1IK6TXbf8tFH0FSg3LAZnP4Cr8elRgczHNTrpkA6yt+Yq1hqS6BqZeJj96dqRkkP/Ld8VsDT7c8b2x9aRtNt+vmH86fsKXYNTCaAn70jH8aqy26DPJP410v9mWuPvsf+BVVn0+1A+8f++qfsqa6BqczJBHjpVKWGMZ+UV1Mun2qIT/7NXI29sNT8X3OmtqU1rF+88kRruyyoWC+w4PJ9KrlgugalzSpI7eSX90WJxjA+tbK30n8MB/E1y/g03OotdHzPM2hD8x6ZzXaR6VNxlkFYSwsJy5mBXF3dHoiL9TUgmuyc71H4Vdj0lz96UD6CpxpA/57H/vmmsJSQGVvuj/y3/So3E5z++Oa2jpKDrKx/AUNpCEf61s/Sq+rUuwanPvHMTzM1V5bYkHMrn8a6P8Ashd2DK35U19Hix/rH/Sn7CkuganHy2iE/MSfqaoT6dA2cr+tdi+kwlyNznA9awPE1stjpLywSOkodQCG7GmqcFsh+8YEmnwD+GuzhvkCgRwN+WK5TV7K3t9Dh1Gw1a/mDXP2fNxGqLOQu5niA52qcKd3qPcDs7fTrgoDtUcdzUTw8am4tRBfTn7sAH1NPFzdMDgIKsppc3HzKKsrpLYyZh+VCwdJAUPNvDj94o/CkLXTdZv0rUGk/wDTb/x2l/stTx5p/Kq+rUuwamLIbnB/fHpWNcJOzHdM351176QMHEpx9KrPoMbcmZvwFP6vSXQLs5RLNmJ3Svj0zTZbCNlwST+NdO+jRxL/AKxqhk0mEJku/T1pqjTXQNTgruzSNzwfzrR8MPDbyXW6PdnbjjPrRa2lpfeMZdLvtQure2eTZHJHNGix9yWL8Yxngck4FT+HtPuItY1e023BNvN5e24wHXBYfNjjPHbipnSjNco9ToVv/wC7Axp4vZz0hA+pqVNNuD/CB+NTx6XO3VkFZrBU1uIqfabo5wEFJ515/eX8q0hpMveRaX+ynGMyj8qv6rSXQDKZ7rBPmD8qrS/aj1lx9K3W0hyMiUflULaQ5bBlGfpR9Wpdg1OelhmYHMzVSktST80jH8a6ptGPeb/x2qj6OC+DKfwFUqFNdAuzl5LNMck/nVOaxhI5HP1rZ8S2bWOlNLDO6yB1GR6GsrXdB1bRNE0y9u7q6E14ZPMiKYEIAUoCcfeIbOO351XJBdA1L66pet1uH/DinrdTt96aQ/8AAjRRXJJu51JIkEsnXe351KJHI5dvzoorO7AcJX/vH86GkfH32/OiindgQvNKP+WjfnUEkrkZLt+dFFK7Aqyyybfvt+dco+qXOkeIXv7Ur58Ttt3jcPmUqePoxoorWm9SJmp4IvJ7L7asD7QwjB4z0zXYDVL5+ty/4cUUU5tjglYX7bdHrcSf99GnC8uf+fiX/vo0UVldl2D7XcA/6+T/AL6NKby5H/LeT/vo0UU7sGkQte3Of9fJ/wB9GomvronBnkP/AAI0UUrsLIqvdXA6Tyf99GsLX7mZ9OffIzfOpwWNFFVFu6JlsZ2ueKZNdht4pdL062aBUjiktkkUoi9EALlQOcnA5PNd+ut3xGBKBx2UUUVtJtEQRINSvWPNzJ+Bo+33ef8Aj5l/76NFFZOT7mlkP+3XZzm5l/76NAvrr/n4k/76NFFHM+4WQx9Qu9v/AB8Sf99VC2pXozi5k/76oopOT7hZEEt/dsBm4kP/AAKqst/dbSDcSHt940UU02KxysniCbS9SvUeysb+OaQOyXsPmAMvQgggjqcjOD3Bra8J69fz32rX80okubqRJJXZerHd0Hb6UUVsm7GfU6j+3L9v+WgH0WnDV78j/j4b8KKKzlJ33NLIcNXv8Y+0vQNWvs/8fD0UUcz7hZCHV77/AJ+GqJ9Xvuv2hqKKOZ9xWRE2s37cG4b8hVVtUvQSftD0UUuZ9xpIw/EV/dTaa2+Zj86nrWBfeJNW1DTYNOu76ea3t5HlTzJGYlmxnJJ5xt49Mn1oorSLdiJbn//Z", "info": {"video_id": "50467", "label": "pretending to put spoon on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "50467", "label": "pretending to put spoon on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "50467", "label": "pretending to put spoon on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "51fdd43209ee41e7ba2bc1ea3ad9b8748c10ee1f7fcbc5113570d5785dcfae44"} +{"episode": 86310, "episode_seed": 3321348979, "split": "train", "timestamp": "2025-10-13T03:45:01.482234", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3321348979, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open brown pill bottle 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "189565", "label": "pretending to open brown pill bottle without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "189565", "label": "pretending to open brown pill bottle without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189565", "label": "pretending to open brown pill bottle without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "189565", "label": "pretending to open brown pill bottle without actually opening it", "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": "a5049327867c2e9ab24b15d09b0b8231a478ac88309ad63350c92af94c7eac6f"} +{"episode": 86311, "episode_seed": 3173929373, "split": "train", "timestamp": "2025-10-13T03:45:02.813645", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3173929373, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put yellow drinking glass next to 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "141685", "label": "pretending to put yellow drinking glass next to apple", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "141685", "label": "pretending to put yellow drinking glass next to apple", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "141685", "label": "pretending to put yellow drinking glass next to 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": "8b109ad26679817d9303e97624c37b0025644164c61f0acc615eb2c96093fd84"} +{"episode": 86312, "episode_seed": 783494260, "split": "train", "timestamp": "2025-10-13T03:45:04.739289", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 783494260, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting phone on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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YWEA3KtqgUgev/wBevcwWIjGCi+n+Z42NwrnNyWt2vyK2o3G1SjHvuY1yGoXIubkgH5F4X/Gr+ozPLuYuxHYe1YUn3vpVV8R7T3Y7F4bDez96W4Txk81VLYOQfarBlyhUmq5UAk5/CudHUPDdOe9e9o7fez8uAa8CGPl5717kJDsHPauPEaWSN4ak8jb+AxA74FQtKEQIM4HrTCxHWo3ORXMm9i7LcjmYPkYxWz4BsBo2jX+pXI8t7lzHHnvGucH8STWDIT83Y1vazfotraaXAwJKIvHqcV6uXu3NfY8zMYuXKo7mlNO08CzMeDXGajd+bcSzZ6fKo9q6TxHcx2FpBZRsA5AH4Vw9/cLFkBgfSvacoxjd6HiUacpytFGLrE/lw+UD87/pXNnIPPWtS6kM05Z+9Z9whLccYry6tX2ktD3qFH2ULdRsch+mK7v4dyErqYB5/d/+zVwIUhq7f4dNs/tH/tn/AOzVxV9ItnVHsehGQkDdwarliGDs2cdABxTGkLd6YzZ4z+FcKbRryoJpg2etUJueankzg8VUlJwcHjFNJseiKspwRVOXB4I9KuFgeagcxIrNOrGI8HaeceoreEG5JMiU1GLaOsu9dWz0ITQSb48DBBq14Y1k6zpfmyDDjI+teRX91d2Za0M2+1l+eOQfdcDv7EdCK9K8DRmLSIDjbuXJr6aEWlqfJVpRbvDVMu6lLsc1yGt7LuF42x0rp9ZbDmuN1CUgnnrVN2CjTvuNAJwD2prgGgk5zRnINfHJH2dyI9c1A3Oanc88c1EyqQT7VvB2ZnNXRVIyc9Ka2c4GDSsrLja3Hemn5SOM+9btqxhGLuVJh19c9apvgtnn8KvTnaTn8KoyYWQgEEUkakMka7gQDj+VQlArd6sEgmnaFYJrniRtOuNQltVaORojHHvLOqFgvoBweT6e9XFN6Eyairm34QGftvts/rXVdWzXF/D6aSZb8uxPEZ5/4FXZ7uTXFWTU2jaDurjHGDkGoiTg571O2CM1A2BxSiUyvJjbmq7KCD0GasyoDHwSOaqsr525G3rmuqMlY5ZxdzJurYndjpWJdQ7SeK6mVc7lxWRcxAkgj6mrjLUfLoYOBnkUwgZIxVuSLBPtVO7LRwF0JDZGMVqTsAGDj3r2xOEx3rynWdJ0618PW2q6Zqd7OGuvsubmARrcEJud4h12qcKd3qO+QPVy2AvrgVy4pNWLpSTBxkdelREnpU2Q3WoXAFc8TZkEgyx5quWbzUcMd6kbT6Y6VZK5bIOKpyb0JONwrspSsc1WLbJtRvZb6fz5R83tWHf9GJ61pEkLlj3rPvlDEnsa1qVpT0kyKVGMPhRzVz9/rVeTG373Bq5dRlWz2PNUZOBj3qlsWRSLhs5rsvAH3tQx0/d/+zVy3hy3sdV8Tppmp3txawTNtSWOWKNYz1JYycYxngck4Heur8CQSWer+IbKVZ1+zzrEEuABIoBcfNjjPrjj0rKuv3bY4SXNY7buajbKt1p4IyRSMoIzXAjoIGJKmqkg+XOeKtNjpmq0qN5fBFb07X1MqidtCtsPOAMHrUE674XXHQVMxfdt2++aa38S9TW8rbmUEzhZ7CafWI4IixUvwueBnr/KvdNGshbaagAwFUCuF8N6QZtfN06fIgwPrXpkpS3tCp4B4r3qUr00+587iY2quPY43WZMs3PSuNvnLMa3/GzT2ukvcW8jI3mKNy+hrjvEeka1oWiaXf3lzcia9MnmQlMCDAUoGOPvENnHb6g0qlRR0ZtQp8yujQViRkmpAefwoor5Z7n00Rj81GRwaKKpDexXPem9TiiitOhmircAEn2rPlGGIFFFVEGQuMLxxWZb6pc6Nrf2+12efCW271yPmUqePoxooreG5lU2Oj+HvyrqAHYRj/0Ku03EmiiuOv8AxGaUvhHDnNQOKKKzRsRP9z8agPSiitYkMhfnOfSsu5QEkmiiqiDMuVevtWZqYC23A7iiiumO5jPYl13xU/iCG2hm0nTLU26JHFJapIpSNc4QAuVC85OByea9gDHaPpRRWWK6E0eoopkvHSiiuVHQQ5ORVdutFFaxFLcjcDH0qjeqNuKKKtbi6GBcKC+DWbMo4Pc0UV0x2MnuZ0Outo9xcxnTtOv4pnDmO9g8wKyZ2kEEEdTkZwe4Ndr8Or+51S/12/vJTJc3LxyyvjGWO7sOg9qKKVf+GzOHxndmg/doorzkdZWY8kVHIcp+NFFXEGV8ZJz2pjAc/SiitGStzuNFtYUsIHVAGYDOO9O1t2CIAeKKK+ho/BE+YxP8WXqcV4yJPhqT2lj/AJ15rquvalqGnw6bd3c01vbyPKgkkZiWbGc5PONvHpk+tFFLEbm2C2P/2Q==", 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", 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", "info": {"video_id": "42491", "label": "putting phone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42491", "label": "putting phone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "42491", "label": "putting phone on a surface", "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": "fe3f4dcd6eda50ce229081de33894a7c2d87525ea0c7b4c7339bcadf224cfd88"} +{"episode": 86313, "episode_seed": 2439451763, "split": "train", "timestamp": "2025-10-13T03:45:05.122350", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2439451763, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing snack against wall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "202875", "label": "throwing snack against wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "202875", "label": "throwing snack against wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "202875", "label": "throwing snack against wall", "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": "e1ab60505e1540704820cdf6df0a7ffbd146d69dc2e71b6bb7584c7328e16fe3"} +{"episode": 86314, "episode_seed": 313487559, "split": "train", "timestamp": "2025-10-13T03:45:05.854230", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 313487559, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pen falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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l/wBtXVpCGk8lY1DZKpuC+w4PJosBj/FXiTSxnP8Arf8A2WuBtlLSHjrWjq+o3+r+Q15cyTlASu89M4zTLWJsxxohLs2AB3NQ9zpp/CPs9OuL6cWtlF5k7dSegHqT2FdXZ/C2xlCPql5NM/VkgwifTJBP8q6HRNMj0qz8tQDK53SyY5Y/4DtW5H94CqirGU53MnSPAuhaTeQ3VpBMskR3LumLDPuDXXRvuB4qpCRmp0cgHHWqsRdstAbec07jaKrrI7dTkVKWwopAywj4przHcR2oBXbyOa5rxpf3On6DJPZzPDL5qKGQ84J6UWEaV8QUZt3QGvm8HLGvTNZ1K7i0SO/s/EGpTK1wbf8AfxqizkJlnjxztU/Kd3qPcDzhISzA9RUyNqXUt2MW5GDLx1rrvDnhldVIurwEWqHCIP4z/hWRolib/UY7YZCEZcjso616jaxpDGscahURQqqOwpJF1J2VkWrK1htowkESIo7KMVpK+FAxVGHGOaubgFXFaWOctqN3tUgPIHpVXzHB4OKmRiWyTSAlU4PFStLtjqCNsvzSykbDgUWEMlk3LycV5P8AFL/W6WASf9b/AOy1sNqtzc+N7nS7nWLy0tWm2RtFLGix8AkkuMYxnjqTiuJ1+e+n1mS2vprmQ2sskarc43pzjnHGeBnHFJ7F0/iMhY1OGcZUdq3tN8EXWsoJ72U2lq4yiquZGHqB0A+tWfDWlpfTm4mUNDAwwpHDt7+w/wAK71GZupzRFGlSfRHOWXwz8PWxztupJO7tNjP4AYrt9NtYtPs4rWAERxrhcnJ/Gq8Z+YCr0TLzxVGN+haiYsKmwF5GaqIx2nFPRj3JpAWuMCpFfFVy33alEgCjpmiwhryEs3NZ16V2k98VmeM7+5sNBkntJ3hl81BvTrgnmuM14eI9F0fTb281K7WW7L+ZGy4EONpQE4+8Q2cf/XosBylqg+Wup0XUJLeNYEjj2liSSDkkn60UVEdzpq7HZQnKA+ozVmM/IKKK0OcuL90VYPT8KKKAHIaFY5P1oooEOJODXkOu6hPpnjO+vbfb5sc7bd4yOV2nj6E0UUMDkckXezPyhBgfnWrp1w1pOtwiozxnK7hkUUVn9o3XwHdaFqk9+8izLGNoyNoxXRIfnWiitDEsw/eNW4+hoooYD1605idq0UUCHAmuX8fHHhl/+u0f86KKYjzbxH4hfWLFYn0+xtmhjCRyWyurIig4UAsQBznp15rGtz8tFFZTOij1NzTNTm0x2eBIiXUZ3LnvXpVlIZbaORsbmXJxRRVrYzn8RdjPyVcT7ooop9CSdugpyHmiigBVJyaVjxRRTQjyXXdXbTfEuqobGyvI5bjcUu4d4DKOCCCCOvTOD3BrmZbyfUdXuLu6k82a4IkkJHViTnjtRRUMun8Rcg8S6hpvmWlsYliRsjKZPNdZ4U1q71WS6S58siI4UquPTrRRVLYl7s62M/vB9KtwDLGiihCLaD5Woyd1FFAxWY8c07cc0UUCOY8fEjw0/wD12j/ma8u1bWdQ1LSE027uppreFnkUPIzElsdSTzjbx6ZPrRRQwR//2Q==", "info": {"video_id": "138453", "label": "pen falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "138453", "label": "pen falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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SSldhxXnUuo6je+NL3S/7aurSENJ5KxqGyVTcF9hweTRYDG+KpxJpY3Z/1v8A7LXn8akupArT1jUr7VjA15dSTlASu85xnGar2sWwEkfjUPc6afwo0rWzlubiOGCPM0pwPb/61ejaH4ZstKiUlBLcHl5GHf2rN8KacsFmL2Rf30w+XP8ACn/1+tdXH1WnFEVJ3dkX4Pl6DtxVqN92eKqQkZ71OjkA461ZkWgNvOadwVFV1kc8E8VLu+UUgZYR8UySY7iO1KpXZyOa5nxpf3On6DJPZzPDL5qKGQ84J5FFhGnekFGO7sa+b+SSPevS9Z1K7i0SO/s/EGpTK1wbfM8aos5CZZ48c7VPynd6j3A89ghIkDEZFTI2pdSVIwY1ZxwO3rW/pXgq81wLPcS/ZLMj5fly7j2HYe5qx4Y0ldQuDPOu63gYYUjh29PoK9Ei70RXUdSfRHMWXwu8OQjMi3U0n99p8foABXaaRptrotitnZqwh3FvnbJyfekhIwCat7gApFX5mN+hbUbvapFPIHpVXzHB4OKmRjnJpASqcHipWl2pUEbZbmllI2HAosIZNJuXk9q8n+KX+t0sAk/6z/2Wtl9Vubnxvc6Xc6xeWlq02yNopY0WPgEklxjGM8dScVxOvz30+syW19NcyG1lkjVbnG9Occ44zwM44pPYun8SMhY1OGcZUdq3tN8EXWsoJ72U2lq4yiquZGHqB0A+tWfDWlpfTm4mUNDAwwpHDt7+w/wrvUZm6nNEUaVJ9Ec5ZfDPw9bHO26kk7u02M/gBiu3021i0+zitYARHGuFycn8arxn5gKvRMvPFUY36FqJiwqbAXkZqojHacU9GPcmkBa4wKkV8VXLfdqUSAKOmaLCGvISzc1nXpXaT3xWZ4zv7mw0GSe0neGXzUG9OuCea4zXh4j0XR9NvbzUrtZbsv5kbLgQ42lATj7xDZx/9eiwHKWqD5a6nRdQkt41gSOPaWJJIOSSfrRRUR3OmrsdlCcoD6jNWYz8goorQ5y4v3RVg9PwoooAchoVjk/WiigQ4k4NeQ67qE+meM769t9vmxztt3jI5XaePoTRRQwOOckXWzPyqgwPxNX4cZIwOmaKKzfxHTD4DuvDWr3F/K0EqxBEjG3YuO31rq0+8tFFaHOWovv1bi70UUMBw+9TmJ2iiihAPya5bx6ceGX/AOu0f8zRRT6Enm/iHxC+sWaRPp1jbtDGEjkt1dSiAHCgFiAOc9OvNZMH3V96KKzlub0up02l6zcWUK20UcOxTnlTk5P1rvbZy8KucZKg0UVSM3uW0P7sVcToKKKfQRO3SpENFFACKxyfrSk/LRRTQjyXXdXbTfEuqobKyvI5bjcUu4d4DKOCCCCOvTOD3BrmZL241HWLm7u5DLNcESSEjgsSc4HaiipZdP4i7B4l1DTfMtLYxLEjZGUyea6zwprV3qsl0lz5ZERwpVcenWiimtiXuzrYz+8H0q3AMsaKKEItoPlajJ3UUUDFZjxzTtxzRRQI5jx8SPDT/wDXaP8Ama8u1bWdQ1LSE027uppreFnkUPIzElsdSTzjbx6ZPrRRQwR//9k=", "info": {"video_id": "138453", "label": "pen falling like a rock", "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": "80e251a5a3b686e8890b03d62b81fe1d3209f7a63f6ff09aeef504f720de94ab"} +{"episode": 86315, "episode_seed": 2912350247, "split": "train", "timestamp": "2025-10-13T03:45:10.462885", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2912350247, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "140497", "label": "turning the camera downwards while filming scissors", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "140497", "label": "turning the camera downwards while filming scissors", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "140497", "label": "turning the camera downwards while filming scissors", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "140497", "label": "turning the camera downwards while filming scissors", "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": "30dd126024db83383efa06a77d8184e96ca2fb08d594822e36ff29319745b38a"} +{"episode": 86316, "episode_seed": 3107450078, "split": "train", "timestamp": "2025-10-13T03:45:12.102030", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3107450078, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking coins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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S52QY3gMTlRj864TwLbsJbxtvI2cnp3rvlAkTEaI5OBhjjHuMVDTvoTJpk1jzcoJDhuwzjJrTlg3jcOSvI5zzWBeI0M4mQgkYO0nGT9a0bHUz5gVgCCduQRx9atO2hDXU3/DGm2+p60iXW1o4wZHUj74Hb35IrvNWs7DUNKlhW2x5aHZIkXCsB6/5Fed2c7abrdpdW8gVZJfLdWH3kcYOPxwR7ivS9MeTy5FVTuaTgnnA4qlcls8tzLhRj7vGemPwrT0zR9Q1WR0t8EKOS/AX0zXaapoFrqNjIkKLHKikqy8E8nrVTwJMnkX1uf8AXRyKxz12leP1BH4VSVhXucnqmk3NhKsV5ARKSSj5BVh3waqRhHO8oMkYGRnP0r0zxVbR3Hh+cv1jw6n0Ocf1ryyOMRzSRpJnJLjPOM96pCH3CHdmNAw9m5H5VQWRvNaJeSpCsRV+UMGO7duI3YC8E9/wPUVWRNspcNnJwAD1+tZzjsVB7kpkaRkjG8YHU9DWjpcsLIygjeCM8darwjc/38KAfkxwDWezNZ3LBGIGCSMZP51KTRWjOjmh2J5gPHqK7XwvDBDoyzRAF5WJc98g4xXC6fdGdDDMAQVyB6g966TwjODNqFgJSQrpKqE/d3DnHsSM1SJZlfF6GaPw09zbQMS6mOZlHAXqM/lXzRCsFza3gnkEd2uDDubCsOdw+vTFfX/jWRYvCOoPJF5sQjzKg6+XkbyPouT+FfKUmiwBjJcS/K7EIEPDDPXNTOyd2bUuaS5URaPr1xp/hzULBR+7lOfxPB/QVgpeyWyDy2KupIBHowwRXQ6hoy2sBe3dmjcfMB2rC+yxKeQW+pqVNFulJXKwZjGuegGBXffDeQIdRPGSYto9fvVw0o59q7n4bRGU6iAAdpiOfT71G4SVkejRXBjhLEsC5+XA71NbFRcR+a3XkHOOT0pqEsh27d5G3Lrw34fhTL+Ax7JAQCB0bgGmkzG6N14RKDjBweoPerGh2MV9rMNvOQyAlip74GcVh2WqMrAttKjAJz938a1jK1nfW2oQSGN0mRjkZDAnaw/EMfxxV7k7HoN5b213aPbG3zGBgMqDCntj/wCtXnEgkxtwcIeDjbt/CvTLYkGQAEZIx7cVBf6RbahavDtCsclXXgg5p2uTc4Sw0291KYxQN0HJPQD3/Gm6ppNzp5Vb2HLsf3cqkMvH5e/GK6LwdIkdzfWb4EyhHGepXLDj2BH61reJxEPDl68xULHGXBPYiqXYR51CFlYMUAK5UZGR+Feb+OfBuoXWrtqGm2xuI5Vy6IQWVu/HpXStrUUF5Iol3BjuwfWp219ChDPlmXOVXgn/AANJtNWHFyi7oyo08t1Z8OC3DZFWt6PkHhgemeDVRYUa24AMeQOO2atQ7fkLLlj0wOlKw7kN1hsFiDIpypC9fatLTiTtdMDI4z1x6VTvCZIwdwbZwOMY5p+nMIQD5nfk7aFuPoS30msafrUWq6M0YuIx5ckUg+WROoBrd0Lxub29uj46iWzjmiMMEYUm3Kn74bGTuPHXjFZF9drHcRnd9/7uOMEVahYXdu0kiKSOduOCRRezJautTmvEVn9mt57Pw/rGot4cKECCc/KSTnamRu2fXrWDpeq65Dp0umSavc/2eBlbXfkOfT6e1drqaTXNpNEFBynIH8PoR/KvNpmmhcgcEHp6UpzaLpwTWpDdyPud9xWTOc+9Y1zO/c59STWrfyyXUQ3rl07juKreHNJg8QeIjpt1fSWytFK0Zjj3l3VCwX2HB5PpWcY6mknY1/Arlzf4OF/d5IOP71d6io4QK+5scE9//r15/wDDsuTqOM4Ij/8AZjXcxKzqFd2O0/ePGB/jWljNsknTzowkgYk8hz6+9RWYXDIeXz82OTuH/wBarTxxtblSpcnBDBuPfiqdqJBKByFIwW45/wA9aQkzV1ZZLjSiLcGO5Uhomz91lOR+tW7T4uS29jFYz6XLaalLhGuJCPIj5wZDj5to649utMkkLWO8od4OeTnH1qGCaGZTCVV3b5shfvL7+tVfUk9Sn1my0Xw+Lp7tJm8sJCVIJnY9NuDzk8/nXndvfanpt9HqGmBDdRIVlikOI50JyV9QQeQf8azbfS7DSrhmtrSMTdQR91fYHtVx7qVwJIVY5B+XHPvn8f5073ElY3LvxZqniCAW9xpg062U7pA0u9pCO3QYHf16VlPa3CSvKjhAfu7TjP19qh/td02boHxkcj5sH8O9ZXiHWLiz0l5LaVo5GkX54+3J45qgOhkiR4SrjaV6bTjH/wBas6NDG4Z8OC3ByK53VrqWLR4dSsNc1GYtcfZt1xGqCfC7maIdQqnCkH1HuB0KxI1rxzHkDj3qZajjoWy6MSDwQenaq13hiCxBkU5Ugfe9qsQ7fkLDLHpgUl5+8QHcGKcdMY5pDRb04sSrpgZBxnrj0qvqX9s2esxarocscd3EPLeKRcpKnXDCk09hDg7+/J29atX94qXEbbvv/dxxgih7B1LXh/xtcfbriXxui2YlTyrcIha3Vf4w2M4Y8cntXhHiC6sW1W6XTSRZrO4t1IIwmTt6+1e6Rt9qtmlkQE9duOCRXjPjbSls9ZlVEAVvnGOgz2qJ9DWi7N2MWLV9kBhJJGCOazHkBYnoKjYbG56U1iG4FRY39oRu+5uOld78MlYnUyB8o8rP/j1c54S03StY8Rxabq1zNbQznas0cscaxnqSxk4xjPHUnA712XgGwew13xBY7J4jBcLDsnAEigFx8wGRnA5wcelaKJhOdzvohH5ca5IBOAWH6c9qST5oijruQnqW5FQxINpUk4+9yfujuB3/ABq1tQwMoRXyOGJOVNUZFOzAV3QkM/RiDyR1BrV1CM3ejy2+wo7rtUg8qex+ucfSsiBZEuBg7UUkZJx+FbYkLWDL8pZRnhs4A7mhCkUYPitq+laalhf6G7agB5Yu1bMRxxvZQN3HUgda9EXxHpOl+G4759Uhu0EQKyI4LXDkfwgHqT27fhXA292koMWGkZvmBAx35GapTaVp+mvcTQWUCzupPmogAGfft70rhYqX3iTULTUYL/TmEV9FubnlHDcsjDuP5ECsvxD451/xOotZ7eKxgGDNtctvwc4GegyB+VRKlxcXGVVyw+8h5570alMIIebZsqBuOckH0IH9ajmkaKMTnbsTxziTftUrkMvf8aoy3TxIQWZenQ45pNZ1Fjalo32tu6qKXxL4a1XQtA0jUb6ScT3xk82FoyBbgBCgY/3mVs47fUHEKLZTaR2tqzNIqEkIcDaOlWVG2QqvHOOKKK6WZBdsVXAxg9akhbCMcDkdMUUVK3F0IZI1knkdxnYqsB2zWnpkryQylmJ2NxRRUR3KexNe4RpQB2615tqcapfT4H8VFFFQqluYsrkOVHQjmsm11S40PWhqFns8+IsF3ruHzKVPH0Y0UURHM6j4anbNfHAP+rHP0au1j5CrjAZeaKKtmZcCAhGyRjjANVEA+/jJDEYJ4ooqWBbugYI5I0Y4yqnOOQai0VR5YZssUbC7j0oopP4xr4TamjUxMxHOSD74qNpGaIA4+8OcetFFWQXhEjwliO4BA6H61yPjT/kGHgfJOgHHUEE80UVbF1MDV/Eb61BbxSabYW5hRUje3R1KoucIAWIA5ycDk813VqSzqmSE+UbR0ooqSiyBtl2rwM44pLtyo2jGD1oopMCSE4VuB06YqvLGslxIzjO1FYD3ooqZ7Ia3NHTpXe3mLMSUY4rhfiZEi3kJC87OtFFEvgHD4zy+ZF2mqoAFFFSjRl3TNebRjPGdN06/imZXMd9b+YFZc4IIII6nIzg9wa7b4f6rd3+o65ql1IJbueSOWRyByxLHp0A9qKK0Rm+p6Ci5yfXkgdDU8Sh05H3CQB26UUUyehXRVMjttAKvxVi9zBbs0ZIOwNzz1ooqXsx9UUdLCxShdoYbiBu5xWvcASRNuAOeD7j0ooqY7CluZxUbQuONwHTp0qPXII5NGclcHoccZ470UU+jKXQ8i1vCI0agBQwIx9TVW+8RarqWmW+mXl7PPbW0jyoJJWYlnxnJJ5xt49Mn1ooqYbFy3P/Z", "info": {"video_id": "171548", "label": "taking coins", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "171548", "label": "taking coins", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "171548", "label": "taking coins", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "171548", "label": "taking coins", "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": "a4928e2f0018f01d5bfb5b7b70102706c42207cb8e2a3e35fa4036e6a5b4d0cc"} +{"episode": 86317, "episode_seed": 1802939390, "split": "train", "timestamp": "2025-10-13T03:45:13.805602", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1802939390, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 top onto cooking 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "104351", "label": "pretending to put top onto cooking pot", "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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VpHy5NUoSVQZqSN8596kZkeMo/M0YOP8AlnMD+YIrgq9G19PN0K7A5IUN+RFediNz0Rj+FaR2JYgoIHrUyWdwSMwSkeympmsLjfmO1l2/7QqriKeeMVpxwf2jbIpli+1LwuWwXX0PuOx/D0qH+yryRv3drJg+1FxpV7aqjSxMiseCfUUmMiNq6naHjZgfuhuf1r023bag+lea/aroSBgzF+m8gbvz616JE/yD1qJDRqq+VHNee+MI2j1guCcSIG/pXcxPkGuR8bJl7WX/AHl/rSjuDORooorUkKKKfGqs4Dbsf7IyaAGfjT0keORZEYh1OQR2qRYHLECKQqe+05pRZXLNhYZD/wABoAtz2JuI/tFuIhxmVFkGFPqOeh9O1b/g1Hi+2b8HOzGGB9fSuY8u7s5gTviYDIJ9D7V0vhCQu15lFX7nRcZ61DvYZoeKYjPosm0ZaNlYfnj+tcAQQSD1Fel38YuLOeEnAdCM+lceNNsRyZJ5P9yFv5nFKLsNmH2pykhuBn2xW8lvpsZ/49pn/wCukqIP61bgltAQsVjaZ9Hlkf8A9BAqnIVjBSa4OPLi59krd0nWfEVhKHsm8th0/dqf51dj1Xy5BGi2qsxwBFYhzn23sf5VbutZ1PTpRFPPqEBIyFRYoOP+ApmobKG6pd+NPFMpkvS8pIxlYAP/AEEVlHwPrjndPGYx6uNo/XFbGp3epQ2sM95BfmKX7rXN9MwP4Bhj8qZp+mHU7KW6CWETAMUWSEyFgOpyxOBQmIx38KC2/wCPjV7CInqGuEJ/IE0QaHoXWXXEY+kUEj/yWtHR0+0z3CXMhhjhGCsCIrE5x6dqyNeE+m6hJbtcyyIOVJY8jNO7A5/Yfb86Nnqy/nS5wcbRQHHoPyqxFi0t7eaQJNcCLP8AEc4/QE1twaFpbffv3b/rnbyt/wCy1jxBowJFbaw9OK6jw7DHfq0l3PcMCWVAkmOQuef8KlthYdB4f0MjkanJj+5Yv/7MRVn+x9AhGDp+pN/vRxJ/6FJVOws4JNXmiuppWt4ME7ThmB6fTrUGt2kGn60turt5Dv8ALuOSBnB+v1qbsehpG20KPppE5H+3dQL/ACJqvNJpURBj0e3A/wCml+p/9BWr/iG3s10RpYrWKCS1baSgwSOMZ9c5qTThDeeHY7fy4zFLExBKjJcEZOfpn8qNQMW61Sw+ySRxaRYRsVK7hcSOfwGAK5xo0c/dFQSTliwHStnwlo9v4i1wafd30tsGhkeMom8u6oWC+gHHX2qlFhdD9DRV887Rxt/rW7GcsBXO+HjhbrJ/u/1rftcs/tUsDQziI05DharyPkhewqRW7UDLGVMb71V1xyrEgH2OKqLqtrGuVttHT/gE8h/mKnBzuHrxTdA+ztpRg8iF/tKuCXUEllI4z24z0oERxa09zMsFqto0jcKsGmbif++pDUMmuXyXBtvOmjl3bdiWUKNn0+6TWb4fu1g1m9tkk2uI5FjfOCdvOP0qfxHqkUHiOxu1YHeiyvj+EE8fof5UcrAk1O91rS5F+0XepRFx8pW4RQf++VrntQ1W4vnQ3N1czYzgzzGTH0z0rc8VahayaSsMVwkjpORHtbOV+9n6fNXEliepqlELlszR5+9Xeo2EX6Vg654e0e08NW2raXf3kwa6+y5uYBGtyQm53iGd21ThTuH8Q9wNhX/dr9KUlYE7mjBJkVi+LYRLpsbnPySdhnqK0LeT5sVFrSiXTJFPsaQzz7yj2Vz/AMBpfIf+41WJflmCA4yadLiOPcPpV3FYri2fP3fzauj8PlbVHPk2kr4LHfDJIVH/AAEgVnw2bTWcsgOCgz9BjNdB4Nv/ACbaVkO3EyLLjqVbIH4Z/Wk7tAWodXmupBb2iWhkb7qw6cGJ/wC+nNUp9f1OwuHia6nhlU8r9khTH6Gi1uI7fxncWW8IJMxBhxhyOR7c1R8Y3Uc01nJG4Mjw5fHYdB/I1PKwM/UNRlv7ppbid5GwBufAOPwAFavhZ1L3O0g/d/rVLwdpuk614hh0/WLma3iuCFWdJo41jPcsZOMYzx1JwK0tKsjpet6xZGOeL7POYtlwAJFwzDDAEjPrgkVTjZBc3JDnIrmdVi09LPfamVJUbEiyNuDe4/GuiZq4fWpm+3zwjhQ5z71KV2BVNwM1t6BrA00S3EYHn7gASP4e9c3TldkOVOKtxFc6NNYj/wCEiS4dRGM/MVHRiOtXtc1USWGm3LlWYvwmc/KvBP44FcaSSSSck0E5HJzijlC56BrmpQy6BdqZ1dlceXzktvww/LB+lZGheJbeytIoboPmOUnKjO5COR9f8a5X60U7Bc2bLXntNUurryt0dxvBTPTPT8qravqj6teLOybAsaoBnPTqT9Tms8DJxXU+I/BN74a8O6PqN4JVnvjJ5sJjIFuAEKBj/eZWzjt065wWEcu3LGkoopgXCT5Dn2rd8KzuBDFxt+2IPwZSD/Kiio6DZFY3kr6/qRJH7yOUEAdNoyMfkKj8X3Mk2rQ7iPltoiMepUEn8zRRT6gUbrXL+8tXt5pQUkKF8DBYqMDNQQ6leQW/2eK4dYvm+UHpuGGx9RRRTEVKvaRqtzompxahabPPiDBd67h8ylTx9CaKKYGr4YiSVLveOhTH610qxrHH8ooorOW5SIxyuT1zTojndRRSGSR964r+173T7mWO2mKKkzsnGdpPBxRRVREzL3Nu3ZO7rnPNBYscsST6miirJEp4AEe/GSGxiiigDf8AEHi2TxFbW8M2kaZam3VY4pLVJFKRrnCAFyoHJJwMk8+tby/6ofSiiokNDoCfMqXUedPm/wB2iipGcBdsRdsQeR0qOSZnUKcYHPFFFX2EWI9SuY7WWBWUJKgRjjnAqtFNLCSYpGQnrtOM85oopoQ0szOXZiWJySTyTQSSck5oopga2ja82jJMh03Tr+KZlcx31v5gVlzggggjqcjOD3BrX0bULrVtS1PUL2Uy3NxIJJHxjLEkngdB7UUUpbDRtmuI14AaxP74P6UUVEdxszaKKK0JCiiigAooooAAcHIrX1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRQB//2Q==", 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", "info": {"video_id": "104351", "label": "pretending to put top onto cooking pot", "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": "20f8012d46da86852e68409a2dc39647e90d3db4a4d292b98a2bacfe90b0d3c3"} +{"episode": 86318, "episode_seed": 2742546266, "split": "train", "timestamp": "2025-10-13T03:45:14.288219", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2742546266, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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yMDg4wT61d0USAytGmDkEj86qSoN5DD5s4b2xWv4bG/7SeSuVw2OO/SnXf7tsuh/ERqQ289yw3kgd60VtRbAYHPrViDasYHekuXBUDNebe7PReiubWkXgt5A5XJZNtdz4fnmvtQaR8gLF+FcR4bs5dSnRIYhI49eij1NetaVp8djahAdzH7z46n/CtqUG2Y1qkeW3UkYb42Qdxj6VVtHCnBPPer0iFfu1lyYhuGyeM55rqOE0fMJPH501+VK5+8MVD54xxUbS89TnrQB4H8R7EWHiy5cKRHcKJfYcc/qK4iX5mACggHB9q9N+LUGNbgmZspJFgg9F5rzSTlgqK3mMc7FHJraL90k9D1jXI9OtyScu3Cr61zFhr90uqQ3bNu8ttwTsP/r1iXt5LqN6XbJJOFX0Fb2h6fbTWkwmI8zjDgE4BBIIx7jn2rmpUVCOu501azk9D6v8P6hHqekWl3GcrLErj6kVsV5l8INS3+HZbCRsyWcpTr/CeRXpinIraPYwYtMlXfEwx2p9FWIyFkIJHAqTzBj1+tR3gEdw3oeRUCyZ6VmBYZgevTuK+cdXsRZa7faeVH7qd8IVBP3iVIz7V9EFs8d68Z+KVs76ouo2mw7AY3x0cj1P+elK4HAagHkuUaQxk442DHH/AOvNVJ0YFSpwVOalSaeeQmaIxrnK7sZOQM5qVkDda5pu0jtpfAjOaWUKEVQFBzUgiKnzXOXJyTUkseOaiWRXmjhLAFjznsKFqOWh2nhlLm7lggXIhjcO30zmu0uVxAwYcryBUGkWMFhZxpb8qVBL9246mtGRPMXGR7mtoqyOapPmZQjk3RjJxjtVTVm3aXPgNlAH+Xg8elLu8mV0I6HGazvELSvod15BAk2Z55GB1yO/FUZnH3tlBDcG8RVyR83XG0c9Pf361m30sV4ixSZaWPG9Q53LkD24/CrltefbodwbbIpKzQ8kDIJyCfxOfpWXqVskF356edukAA2j5CeNozjpwasQR2kNswMcUrTk48xmyAP6fh61qlcA1iNqse1VcMG+6VGcg/Tr+NdA2Ntc1e+h1YbqMjfaOahmulM6RA5djwBVS/vVt0J9O3rWTZ21zfztIpkFycPHx8u3nJ45pU6d9WVUq20PoLwvokFjYwzlhLLIgJk9Aew9PrXVKd6YxgVxfw91J77wvCLggzW5MLjPden6YrsoySOeBWyVjmlK5m6hCRG21enOaoxSnZhj0rekCyqU7EYzXLy5t5nQ/wAJxmmSW3lI6ZIry/xprMM2uSMqMI7ZNsm5OSQR0HGfvV6L5pYV5x4p09F1W7LDzEuB5hU568ZGcjHSmgOTMUF1KZfJR84Zc8ZB7ECtTSlI87EQjQYCKDnA5rDJksZHIt2jRPlcFtx55Bz6Yx+VamiXQlS4bYVAwAxH3utZ1vgZrQ+NG4ZtgFYera55MnlRYZ+/tTNV1TyIyFPznoKx7ayknha6dWfOWAB5OOprOlSvqzatVtoj3/4V31peaA6wkeYknzn+I5Gef1r0RfbivDfhXIdK8TvblXjtNQiLQK5zgqeme5wa9xQkjPat7WOVu49l3DGax9SiERVyevGa2S3HFU7+ISWcnd8ZFNkmVHMGUYB+ppkj553flVDztrYzUgkJGakZ4/421Se68S31ld7WNuwEQKjBTAOD69a5/wAhYYyILeJSx++OCM+/5e3aus+JFhF/aa3sVsryMu2V92COMA4744P4Vw8l5NGwhkhZ5FOOB1BH5fgardCK1hC6bZcDLHqewrpNGffd3CJ0kjVCCSAcNn+nHasBCjMMg4jwwI9K3tCZmnlZRkMyIFz94clsjqR9KuWwz0f4cX66f46lsy4K3kGcDgb1/wAmvdFcN059a+Xra9ubLxTaaiV2i3ZJC2SSUJAOcn0/nX0vbXCtArqQVYAg+1Re2oF6mO4RSTTBMCB70j9CxOMc/Sqc+wWKl4glQFsg9sVliCOTOd3BwfnIrjPHXxRh0G5m06wiS4vFXDMW+WJvQjucdq8P1TxXrGqTtLdajO5PYOVA+gHFSotiufSWpzaJaQn7bdQQg/xNNgj9a8R17xBb3+u3NjY3bNpscjeQnG3AA+YHryd3WuDaea4Y5LyN7kmtjwppMOqeKEsbi7ltGMMjIUjDlnCFgvoBwck+nvT5LBcsvIJGwFUbeCB6/wCcUVnaZM8pmkdiS4Vuaus+a46i95ndR+BEF5MsaEmr2k28UFk013ES86AoQQSAT0I+nr6msDUpTsZNwGQetb8cTy2MKQTsCrKrOSTznJXn+nHPvW9KNlcwrS1sek6BMsmnCNAyxwsUXd1K/wAP4YrULVyXhi7Vb14DMGE0fmBOMqQTnp7Hv0xXTvICDz+NWzEo6ihaTzUwB0NYGuana6fYyrJOslztIjgU5LN746D61neIvFjSXT6fYsRHj55l7+oB7fWuOkY4kLEgdSQDn61cYX1YriwSmLU0ZvkjlYRthcg56HHsa0tRlkGnKRtZ94LhsZwD1z36ViIGJtljYsN64Y9c7h/9etPWpBHoexH25bopABz6jqDxj0xTmtQRDtiE5kZPnLAgY6/1q7PMVU45p2t6XYWfh601fTNWvpwbr7LuuYVjW4ITc7xAfNtU4U7vUe4GVqFyYoWO7BxxXPVjdo6KDsmynLE99qIjbPlqNz+wrfsZJ4tW8ouifudqkg7kUce3PYfSsbQ5S7yO33mdVGOo4PTsT16+tXYXhfW5pFiZ8IAAF468Yznjp+VbJWVjGTu7npPw+vgmr3lm+1Q8KSqBwCR8pP48GvSg272H868U8OqdK8V2t0QR5kywSHoMMCBj8QP0r2H7QAeTiokInkkCAknAHSue1OLd+9zj+9xWnc3EcULTSuqxqMkk8CvIvEvj2/1OSa10jbDbBsC4/icd8eg96cU3sB3cuy3iLz3hiTHUsq/zrz3WdXtbvWHt7acTxxMD5+/O/cvzAHHY1xtxDNLOPPuJZC3JZiT/ADq/okfkM+GPDqOmRnBPI71bhZXFckuzKb+4SRtwYBgGGGAHr706CXEb7EbBxz79+an0Cz0zWPG32DU7q4tIpj5azRzxoIucks0nbGfcnArI1QS6PqOpWBFxGYbhowlwAJAATw2MjOOuDj0qJwurF03yyuU9R3SXQBIOFzXRzIY7OZoGEKbQM4424HYH2P8AWuaikMxLsMu7gAAc9cV0V/Mh0uZCN3JHyD0PXk5HOCc9aq1kkKTu7m7pmoG1u9H1Eyq32eVC6r/AhO0/oa+hYpA6AqeDXzdFaNdaSYREyqqqoAI6nkH27fWvcvCmqfb/AAtp1y332hAf/eHB/UVLEdKSMVVuJeirye/tSCfcODWD4o8RWfhzSpLy4kGeioDy57AUtwIdQt0ScMGYKx7HGKzby70uzhLXWoRoO+65x/I14/r/AIu13xM+XcwW4GBFEdqn3J6k1zJtZm2s20ZIHJ9Tir9m7aiudr4l1q2vbi8s9Mud9sgWTzyC25sHdyefT9axN+SHKBmcArjpmmXcRsvDxhJ3N5hUsFPGTyAeh7Vd8Q+E9Q8OeHNFv7tp0nuzIZITGQLfAQoGP94q2cdunUGi2mgGJE20OABhVyK6DRZDDBHtVSWUMzHqSwJP8qKKc9hoV5pEhuX353SNBtwAAoGRjHfNfSHhO4kufCelSynLtbJk+vFFFJ7AbKyMDnNcx8Rtev8ARPCc9zYyKkxZUDEZ25OMj3ooqUB82IDd3ZedmdmcliTyTgnn8anjijNkJtihzFjp6UUV0EGp4eiDh+SP3xzjHOFBH8qwY9XutI8Ty6haiPzoSdgZcqNylTx9GP6UUVj9plEOnEgSDPQACrgY7Se+aKK5qnxM7aPwIoriZrsSKG2hcH05rp7W7dLyO1Cp5RkRiCOegGPpRRW62Ryz+JmlYyNHrGiMvBldt3vuVs/yq/41uZ4tInSKVoxtUkocE/MBj6c0UU1uSedSzuY0GQN02w49M0yeZ1g3A8gr+pNFFbkk9rGsmo2cZyFMwPHHTJ/pVnXEA0uPJJAYHB9Sxz/IUUVnL4hieIfE7a9bW8Muk6bbGCNI4pLVJFKRr0QAuVC8knA5PNYWpsWmRCflooqX8SNI/CzR0kBbGSTGdodtp+6T05H0qzJPJBeXWCCQka5I5Ocnt9KKKb3IL8d9cGOV2fcVn3c/3gBg/WvanYmMMeuM0UVnIDyPx3r2oXOsnSGn22eFLInG761yhJR5ApwASB7ALwKKK2hsSyNnZTM2f4Q2O2cVoaSw8yNdq5eUsW79dvX6UUUT2GiKx15tLuryNtN02+imZXaO9g8wBkzggggjqcjOD3BrJ1S/udX1KW/vZDJc3LmWV8Yyx68Dp9KKKSGTWaL9sgTGBnPHsK3dUZrbTmCMSPKXg89T+vU/nRRSluMU6lcxagsKPhfMjHft09uK9d+G88knhuZGbIS7lA/HB/mTRRUS2EdDqF3LZ2kssWNyKSM818861rl/4j1nzNRl37W2qi8Koz2FFFOnuJlZ3ZoiCf4cjHY7qRWJvUQgFVYNgjqQCf5gUUVsxFjVpC2kxNtUF3JOO3Q8fnUWp+JNW1HS7XS7u9mntoHeVRJIzEs+3qSecbePTJ9aKKyWxR//2Q==", 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", 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", "info": {"video_id": "58298", "label": "putting paper on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "58298", "label": "putting paper on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "35c153c62d6dabf117e2239aed5ec1e9133cc4720ab12f6e393a5a63a5176cd0"} +{"episode": 86319, "episode_seed": 888363232, "split": "train", "timestamp": "2025-10-13T03:45:17.428935", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 888363232, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin collector'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "92538", "label": "throwing coin collector", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "92538", "label": "throwing coin collector", "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": "85c1eb87181b5f19829a3c702d381345b020e09ea98b813de8b971aecca8eca6"} +{"episode": 86320, "episode_seed": 3997817301, "split": "train", "timestamp": "2025-10-13T03:45:18.533753", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3997817301, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lemon on a flat surface without letting it roll'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "102190", "label": "putting lemon on a flat surface without letting it roll", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "102190", "label": "putting lemon on a flat surface without letting it roll", "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": "0487e1bbfaa5df21ad9883d40e2e7815524ff8d8188cc14d554f8bb98521f290"} +{"episode": 86321, "episode_seed": 3388837610, "split": "train", "timestamp": "2025-10-13T03:45:19.868239", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3388837610, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting pencil up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "158746", "label": "lifting pencil up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "158746", "label": "lifting pencil up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "158746", "label": "lifting pencil up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "158746", "label": "lifting pencil up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "924f386e572c39a4be49930ccf86e7e0911d200a2e92b49575475fbf0d5f1094"} +{"episode": 86322, "episode_seed": 2623575438, "split": "train", "timestamp": "2025-10-13T03:45:20.626828", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2623575438, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling black poker chip from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "154460", "label": "pulling black poker chip from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "154460", "label": "pulling black poker chip from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "154460", "label": "pulling black poker chip from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2263ae96b24e5aaf1a131cb6152f25a56dfc30987121ee2bbc0dc0225d135beb"} +{"episode": 86323, "episode_seed": 1949511802, "split": "train", "timestamp": "2025-10-13T03:45:21.528985", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1949511802, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging charger into socket but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "148592", "label": "plugging charger into socket but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "148592", "label": "plugging charger into socket but pulling it right out as you remove your hand", "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": "755d26ab4bc4ce6c29b4547aa554aaa35ec6f19f032944e822898899ab5ab81d"} +{"episode": 86324, "episode_seed": 2495293566, "split": "train", "timestamp": "2025-10-13T03:45:25.933262", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2495293566, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching scooter with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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xFqkV2twI5ZWEMaoTxGTzz3OefciuevUi1yo9LB4Go71GrKx7s1pJu427T+Yqpd6cZAQyqykYwR+uavWF0bqximZkLsPmKfdyOuPap5BlcsMj1FcXLYdzHifa7seeAPpVacBjlgxJ/iB4qeLaYeOdzHmlZcYUHIHUdKa0ElcwtQDCE7QeOv1rldV0u31R7Sa7kRHRSBubBxnPTr2rvZkykjyDAxyayQInfK7UUDsMMfxrWnV5HexNSnzK17FeGKIySzMGxKfkDIV+pAPbNWI7ckgbR06CiSFJGQxDkDnFXIorhIwdpAzggj9RUSld3LSskhLeF0kGOB169K2EUYEikbiPmI7j1rMcOQADg5qxaXQVwhGGZeF24WkxmosipxgE+9SmdQM4zxkAd6zY58syH5Sp4JH8PtT2nWOLzCOB3pASSTmWRP3T85x/9eqOtSTW3hy6urNU86Nd6mbkDnnrU9rdrIG5IXtUetKL/R7uyDgGaJkz9RU9STw3xDqOox39rfTQM1nIjRXEarz5bL3HsdxHvXXeGPEkenwLaxqwimYsYy3I6DPHTgda5m/FvBLJDM8sQk+WRZAdpYDBAJOAetaNhb2lqIpbh3iit1ysj5baCAc4HPT1rrSi1aREpO94knxW8R2N/wCGfJ+yKbjKrDLIuWjOcnae2QK8UUySYEjYU9QDzXo/iPW/DN7bTW/2l7yRiPL8tCAGz1rmhN4YgjWa6W6aTGTB/ePt04+uKvlUY2g7BStzc1VXJtNmvpBCLSea3ABjDRuy7u+AB7eldVpE2i2F/CUCXLrIpluJG3KpY4Xc3Q5P4e7VzWm+ItNjlnUaFJuChYld/vDvu7KOnABznk11/gSxHibWdSvLuyjSzkthbSRxLtEh3A4BHcYzn1xWSjyLU7a2KdSyiz3y1gEVjDEZPMKIFLg/eI6mp1Zh90Z9vSqFlMAgCZeH+H2HuaucMc46+9YHNYJHPl/NgBh+VfKXxK1BrvxixVtqRQxhQDwBjj9MV9USoR1GVxivnTXNDW38c77jbG8tt5kWQu0Mny469ScYGKun8RE9jzvUGnR4GnmaR5IlkO5skA5wPyAP416l8MPFTaSTE+5raUjzYx1x2Ye4/UGvMddlkvdZuJG7MIxx0CgL/Suk8M210qRzwxM0arkuF+UY4IP+e9bSipqzMk+XVH0Nrqx+IPCt7a2MyyPPEfLweCwIYKfTJGPxr59v71p9UnZ4Xt5VIV4pPvKwABB/KvStO1XyrZJkQK3c45/z/nvXI+P5LW983UwoS7jUb2QY80dBkeo9anDUXRb7Cq1FURhx3T/36sfa+5auUjvztBBqb+0CK7eYx9mb8l+AcAiq8moEj74rDe+eSTail3PAVRkmrKaVcvCJ5pUTnPklsZHue1ZTqxhuzqoYKrW+BXJ/tLTXHkxZkkY8IgLE/gK7rwnBNFpeo28/lOzhC8AcF0GSeSOBnHTPbkVS0vwF4s1AbbDThb2Mp+V1dUVl7EleW/M1vXPhS78EWIUXFtd3Vz/rUUjEIXpn65PX0HpWUqrkrW0OiWFhSjfm1ORt7DV7GxtDLbebvnE0isuWKtuzx6gEnt0FbHhN7zwtrYEUkpEwLypInBQkkbsHoevtV6y1Ivds0IILMACh4B5ByDz97msqS41HU9VEVpBMYEHPmRhPM98/yFEYqWjOSbcdT17/AISDTdSsZLe+t0aGRMPG+HRx9PSvnvxrBp+jeIWh0qaRrV18xVc58s5I257jjqa9FulMFsq7vnKn5Qc15X4osrs61I8yuEkGUL8fKOw/z3p0qMaV3EnnlUaizMfU5D8vX2FX9NgRkmmuIPtEkaGQqWwEXIGR6nJH0rJ2LE2BsH0Oa1NPjMxBlfyohnLkcn2A9TWVWrKWi0R6+Ew1OlK8tX/XQ6fTdT0Wx2XC6DLd37HJF1clog2eoRVBP4mtmy0rWNW1kXU0EFvLO/mCOJRGI+nzbRwq+/8AM1maKI7KIXoiudzRnYsC7pXGeWDYPlpxjdjJ5x3xuWWrXbw2WqrCP7N+3/Z5LeHKlX4wzM2S7EE4Ykkc9OKlJW1Na2IdOTUT2/QLdINIjVJS67m+bnB5x8oPQHGce9au8AfMAAelQ2wiFuqwKojH3Qp4xTnOOMZHoTWbd9TzN9znUkTAyT8vHFTqVIyowOvPrWMZCAhTIPoattfDytuCACCzChoI7C3858ko/wB09cfyrJWbK4yoXocjsKuySrMeeMDiqrruZVUBnGQBjlie1OwMtWsipIgxvUsAdp5rq1cS2xRkGV4UE9QP65rz3w/qE0viS/guCY44FO6NlACHIAIPU9DXax6tZ6hZedbyMY4m271wd3er5Giea4t0ltbwO7x8sBhsdqwbiVYww89jtHysvFdFcTQXkRjXJZRkN61hPafujI2VAGGDDGPwNJlodHdGe0QlsyLyxPGRRBcLNC5B3gnAGM5/CqEckigW67ZHJOD6j/OK1pbCO0RchVKbQSGwQD7VI27FW2kWQsVAHuDU8rjZjPQdMVRKG3lkCnhjnOMZ4pZHLALyMD0osZ31ObvvCmn+I9ZXzzIgJ3SbGxuxVzw1ZJb6xcwahpsMVnGSm+4iAMxHAwGySPccVZjuo7W6Z2LHCsAV4PI7VyWqfES9stQms9M0RLaRJNrz3TiRseoA68c8k110EuU5q7k5WWxz3iDwfeW/iC/W2mKRpcuUC8YG7Ix+YrAbwbeSygyEtgn73vXr92sk2qhZpGmaXa3msvXKggnHA4q0bKOOQhgOuF96xlNptHVTScUzyex8EzfaGaaR9jABo+3r/SvTvCmmNpcSQwDandegFX4rdGI+QA/3gKtQ/I2DkY9qzcm9y7I10draWOJVwHY9Djnr09K1EfaBmQA+nWs+2ImTEgB4+U9xUse5WKNlccAjuPWpAuySgrkKT+FeS+PfDtpqmp2l6SYZI2XMpAIABzj9K9RkmxHgA9DzXGvt1Cwa3ba235WGzPP4/wA6Fo7kSR5n4k0BH0gTCFJNQuZi3B8sAk/wjptHTnkls5qLTNK1OwghtbV2d3ZjOoGEjyoGMng9849BXXauk9ubfc5ErNyUUHyx0zj04+vPetPT7dIwWvADCoJ8yEbh+I6jv1xXTCasYyhJsx9iw2QSZl8wDB8sYBPtXBeL0mks/MUMEWTMnvnj8ules38el3MZNtcwhgPus4GDWDqttYLpNxHmBztbIUgksegrWNS7MnTa1PCx5itlCAo656GpAHdgcgCuwj8MT3UTm1dUMfADocH8RWdL4W1SOQ4hiOOSBJwfwIqKiq3909Ch9V5ffepmwJ5cYKkrnnPrWjM9nPa2SwpKJ442Fw0mMM24kYx2xjrQNG1G2VlngEaY3F1JKge/pVkRWNtbI6lppGPzO6FYx7KM8n3P5VyTg4v3j1qNZVI2p7LsT2Gp6s8KadaXl6YydqW8Uz4yfRQa7Pwpo1zZ/ajqUjWxuNuzkM+Rnk8++OaytLsmjMF1dyyaTZEboxEv+kTD1VBg4/2mIX0zXaaNZ2MunzPp1s9tEzlS88hklmI43McYAzn7vvVJWV2cGKquV4JowbW2u7XVZGlctbuGBRsAEk5GPrite0ljsIVmnKFg3MUrYI9twGPpnFW30G8a1eVpF8tgwWV/lUMBnHvmtKw8IWGrRgTXVzvMQY+WmxAfYkc9a2ipNXR5sqkI6SOL1jxxpkL7f7Iud4PVGG049+eK5PU/F51e9ilOnFY4SpYMpPBP/wCqum8WeD4bXxFeWNu8jQxbNpkOTyoJ579a5pvDM9vbzQgjZNjf8vJwcgZ7c01PlZahGSvYlbxJ4at3Mktq8Mg5ESxrI5/AEAfifwqj/wAJlaNqMDDRSbdm5kufnYr32IMKPxLVAPCshlGxSx9Ktp4bupngIkkAjAVl2jkZzQ6iejLhFw1hobU3jK8neODS9PSLzSAvIMjcYHAGB6d8V6b4O0YaL4cVL1Y5HlkM9yr4Zd5PB57rx/OuJ0nw+sV8HXcpLFstyQMnivSdIdzEEc7hjHIrGpO+w4qx1FoTsDRhdh5wOKnZzj72PwrJilEDLGXYHkD6dquq7OpMfzY6qetZIpnMWa7iCV3ADqfX2p16dzFVVTx8w9PrVDSrvCEZOMcZ7U/UJcNjcdw647cVXUS2FEwjj39gO9aVhAySLcMWQsoI4ycHmsSASTsI2DYyGPt9a6NCWkX5W28ZJHSrirlRhfUrX+jWN2l6YA9u126GZ/vHA6hQeFz3xVvRrO30nTjZxjzFMjSM74yzE9SKkZUVm+nOTUe9R905/GtbaWK9nHoVtW1aPSmhh5kecZbbxgDqfp0GKluhLqMC+W+GOBI7DG4D61S1axTU4UOdssLB1cexzg+xxXJy+IrhvEEFnLcO0TzujqfUcA/SlKCtoZ2kpWO0hW2tVUM6vLGfkIHI/GjUNV+0bV2AYG0k96zVYqRzxXFPeX1941vNMOs3NpCDJ5KxqGyVTcF9hweT/WkoJDaSO5t5g0r7zuJwBzwKkkLeWVHLdcD0rivh7qN3qZvhezvcbRGyb8fLndnmu5mVCVKrtBGCc9aznuLdnNX+8yKAMsfSorrT7Vb4zzmNGkx23M2B2HWt64tVeUErtB/iHUVWWOGOdxbII3J+eQDlifetKVbk2RlVo89tbCxlgfOMUiRxxqkbS8M3Xt1Ax61KjLcuXfAK9B6U17WFoDgMxHIfeeKig3RjliSMEegrOcnKV2aRSjFJGnFCSfmX5T0qcRIFUbRnPU1WEzpwWJT6d6nDZQrnj2pIZZiuv3gCKGXIB2nGM+tXA3mRnawDds81h7nhJdNgG7GDxk1leLdXl0vQZXsp5Le6eSPDq3UE8ikM6mWQMdxYKVyCCa5cupRBGQhfovTg/wBa5XVtXvYNJh1G08QalKrXH2cmdFRZsLlnj77VPynPqPoNyBg3lptbDcxbj/n16U7WIbuOu4EkbBAFUZoCluJyuZlO1cnoPU9/wq69pc3Go7FR8pj5ccEdSc9j71v2/hiSdESSaOIYyOrHn1/Gkqcuge1ilqzxrWrCa6vGdyWlf5ywPJ7c1z02n38blN8mwEDDHI/WvUJ9P26tdHhv3hQ59uPyqG40pSN2z7pHIHfqPxq1Pldi1qrnEWesXnh25uIE8vh8NuR3U49Bu4NbaeN7SSH/AEia5WT+LyLBSMfVpc/pT73SPPleRwGkcliSOpzWe3h8MrHdtbsAOtX7Zk+yj1Qt54n0idC89rrl0p5A3Q26cemFY1e0zWPDRiguo9Jkju05HmSPcMh+rkLn3x9Kz/7DkmEYJbdDnaA2MA8nH51rW2iww2SFU3NvYkDjBwKTnF6vctuaXKnodPpWo/2m7SITC8hyWblm/LHP1zXR3Plx2kSQqfLXJHfr1/XJrzHRG8zxY2m3WqXVpC8pVHhljjWI8Eli4xjGeByTgV0nhy6v5NU1Gwu5rl1t7hYkS5xvT5iOQOM8DOOKh3k9TJ2inY6DxjbXNtZxXNlFPMViVXjhGWXnG4D8s1peBtMn0rTpbi9e4je7bcI7p8EHjoCeM+la/wDpkjskRWGJCVHkp85+rNwPwFZt/rPh/wAPv5mpXi+e33UZ/NmY+gHJA/Ku7lPNVRtWsZnim3B8USuUyDGhJP0/+tWUlkkrA7VIFbXiS6W+EF3GjIsisp7khcEZ/M1HpUSyWrtINknPBrhrR5ZHp0Jc0DKTR4mJwgxngkVOujKG3hRwOSOK1gqpwT8xHAHQUqkpxmsrmrKtrYpGVLgD1PetyxMcIChQRnnP86pSKqrvIyuPmxUsTJnLHOe38qZLNK6jGFMW4hWDEAfn+lWTdFV2oMgDqa5Txbqd5p3hx5rO6aF/NjXdH1wTXI6zdeKNE0rT7ufVr1Xuy/mxMMCLG0qCcfeIbOP/AK9UlcTZ1WnQptDEZIYdfaoV+b7Sx67t3/j2KKKT3BbF2JRHGu3PI3c+prQu5pI5Y9jEZ64oorWOxtHZENpM8jOXOdq8D0p8RI+f+LNFFaRLZYu2zYk8Ak4yK8k8VzyR+J7V0IVlRGBA77jz+lFFKZNM7yOVyvJrzTWNQn0vxje3tvt86OZtu8ZHK7Tx9CaKKroYzNv4ZMUOpAHtEP8A0KvQYnMspRugw386KKwnuSiK7djG5z1qGEAYOOi9O1FFQipDVmcwJ0GV5xTo0UxkkdqKKGI0bdF+yYwMYzSNwQBRRTW4+hXuTtgkIxyvce9c78QoIk8OF1QA+bGePrRRTW4nscRquvNrEECS6dYwGFVSN4EdSqD+EAsQBznp1rsPNaAgR4Uxw7kPdSF3ZH5UUVojCp8JpQ39xGqvHJtZ13Ej69PpzXoFiMCI9T5QPNFFdf2The55bdsTqUhz1kYn3OTT5QWcKWbacEgHvRRXmz+I9iGyI5Y1MBfHINQ+Sm1Hxyy8/maKKlDZDLBH5+4Dado5HFTxRLIxDZODxzRRTEcbfaudL1vUIzYWN5FLMGKXcO8AqOCDkEdeRnB7g1u+FNSuri/1C/mk8y4lkSZ2I6tyeg7e1FFax6GMuptazqd5fabcBrmSECNmAgcpg5GeRzzXE2djC0gBByx5bOWP40UV30tdzikrbHqUyg6Pp0ZyRuKn3+Q/4CrdgAYIyQMhTzRRXJi/jOrCfw/mV5WY3gO48HAq3EoVzgnjnmiiuY26iJM7TBScqexoP38djRRTQGP42Y/8IvKM9J4/5mvP7rWb+90+KxubmSWGFmkXe7MSWx1yecY49Mn1ooq4ie5//9k=", "info": {"video_id": "198234", "label": "approaching scooter with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198234", "label": "approaching scooter with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "198234", "label": "approaching scooter with your camera", "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": "35022ab927bc56d7a72e1ca1dc104ee4b2ef5c74528e05cc4a558311dd3b2805"} +{"episode": 86325, "episode_seed": 1925635456, "split": "train", "timestamp": "2025-10-13T03:45:30.531589", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1925635456, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spreading sugar onto the vessel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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cgfSq6ThwMH61sa3HzCGTDBCN394A4/SufZdnTihm0XoXBL2zUiPzVBHPerMbY5qSrnofw1mWK/1BiM4ticV12kX/ANhvLe5BwVk/rXDfD2QNfagn961YD64yK1FuSbKTkhkbPX3rspu0EeTiI3rS/roe+atqsC+Fp70n93JCcfiK8qsbqOebEaAZwMj0qTUfERm8BFUBAEiL16/Kf8Kx/CrvKCxPAasqumxvR11Z10s01xbz2sXdcH2rzLWLdbOFj958kV6hbXsFjcXglA3SAFM/SvLdQmJ1eaOdm2SAlMLkD61hY7ozUUZ1xpF7E9qG5a4UFfSqCTOs3lycMpwQe1dxC0eqadAIX8yWyl/dsx5ZB0OfwNcP4iikPiK9nh+RDKQF6dhTaHTquTsXPOGetSCYNWRDOXiUsCGI5BqeOXkc1nY2uaavg10/gq/ay8Q2cq4+VsHPpj/9dcgsgI61rabcNDdQ3K4yrqcfof0rpw+5wY/VL5/oe/8AjGVJ/CFwFfC3CAKfrzXj8mjw21vDIOkxZcH0GB/Mmuz8Q6wr+HgIpS6LKM5/h+UcVx8l59osrR+Aq7xx65zmrqRsjnozcmjW0HTAztE0eF6L9K6O78KiCMzxjO7lhWV4bvQl0qSHngetd3d3ifZOemK5jsueWXtuVcqAQTxgcZrh7toV1BJY42+0iUKTGRtBXrivQNemjgdpJGKqDuyOoFcOmV1Fbk7W2kux5xhiefaqRMldl20IOou6/cbrn37VF4qhX7AspJDIDtx65FXbQb5psKCA/BHcYFR+LIgLBSeg3n9BUL4iZbHG2jAaiyHlXiYY68Yz/StvwLOI4dW55McYOfq1YFi2daiwf4WB/wC+DWl4NY+Zrcfcov4Yc/41009JHLWV4NHofhKc22vWpBw2QBz14zivXdflR9BlVsHzQEI968K06cw3dvLkgpIjZX/PpXpniHW1k0RHG1MSkbQc54FdDXMkzljJxbXdGHqNrGPscUagbsu3vzgfoBVW/iaO+mj6AJjBq3aF76GC5LD5QuM+xqfxHD5OowzEYWUYJxx0rkmveZ6FGXuo4pYUnF23VyMbR6dz71u3GlXF1ptpNZ48+BemfvdOKwdQWXT9QM0bBSTlB6+xFbWj3t1Zz6fMSfs94zB0x8qt0GPTpUo1bG6jZW8QgdVK3YKZwASQPWq9kx/tQZ+6wOc10NysL+ImQxALJEybwvQ5zgn/AD1rMS3KX8275mEn3vXpRN6ErcreK7QT6KRnaqhiQO+FyK88tJTHfWzE4DKAw9cg16b4rQjS8dMls/8AfJ/xry2IkX1kMcF1FJbGdyvrbM1tplz6wBT9Rx/Ss6K4Nl4hgugeFlV8+2Qa1LuAy6D5LZ8y1fDD+7nr+tYVyC9lFMOq/u2/DpW0mTBaGndZttanH9yc9fQH/Cuz0qUC/DsflIrjb5xcraXyf8vEQD+0i/Kw/QH8a0LPU2W0U5y8eFb1rKWpvB20PU9Ct4bO8nuABmbk1D4mvI/mAPC9x9K53TvECfZ1xIN2MYzyPrWX4g8QQrauXcF85255NCTC5y+tXSi4nB5TK457gc/z5rAkbceOlU5Z5JJZHkYl3OST396klcxrHGp+6MnPqapxCM7FhQfSpQpqlDeFMBlyKnlugg5U1DizRTR2/wAPZPK17BPyuNh/EEVojdBfX1t/EQxUH1BzWR4ChefT9W1JOXspISQP7rbxn8Dt/OtzXWFtrMd6nKSYf6g9a2WkEjknZ1Gyxay/aPDGo2qnJi2TL9A2D/6FWj4PO8yxhuRg4rD0e5Sy8QvZ3DAW1yjREn+6w4P6/pVvSpJdF1do5lwY2McgP161m9TSKsdprtsJbXzF3eZgYIPpXK6nojavZedbZEy4wM9Tnkf59K6ue9SeFEGDnkH2rS060hhRhgEtyBSRUnY4fwzbNpupC3bbIrr8wdcOmAMDHf6+9Z/jTT0ivlukUAXGS/pu9q9PktFDBliXcPm3Y5/Ouc8T6bBPo9y8m1BFG0vmEdMe9D1FTnyyueQzrtHHaoUYg0+dyz9Me1PhhLc+lZM7riiQg9a37VlZXU8bQDXPyMsfU1tn/R9SZWOEJ259jW9B7nHi9bI6a4upLjwxPIz58tkfrzj7v9aztMuPO0qSI5LRSZGOwI60aXcgiTT5uFkDQPzxz90/gazNPd7W6khlGFz5cgPGCDwfzrWproclLR3On0m9EDb95GG5APNdrJq/mWwG/p69RXk13cSW0+1XA2rksO3/ANfio4fEWqeW6Fg4IJVsYK/Suex23NjxLquxWQ4JZiMk5wB/+uuMvNRd3CxyMVOATjGf8+lWbmaW5GJWLOCST/8AWqvYadJd6nEiAHBGRj8v8+1GwzvfD1sxtY2I+8c8e3H9Kq+OblY0htRy8gyfYE//AFq6nSrIQxoo4VAAM+wrzXxRqQvtZup0IMafKmPQcD/Gs4ayuZz2sZenP52r5AAWKNzkd88f1rR8IEC/ujnidNp/U1maYPJsb68xxt2J/n8qt+GI5obaS9Kt5KSKm4f3sE4/KumPxGFRXidTZSY8+M8sqg4PtXU3kxm8ISyKSzo0cmM9jlSf1rkd6xaikn8DttJ9j0rc0i5z52nXDYQq0BJ7K3Q/ga6YvQ45K0kzo/BO2/0i5i35lhcYB7qR/wDrrT8XWbXnhvzowfMgw3A6gcf1rj/CWoT6Br2LkMsRJgnGMgdcH8CK9DuboQBoyR5TfMrdhXPJanVTdjg7cQeINLuVeE/bYI8MmcN+B/CoNU8218D2lw22CeCc4JPOcghh65rvYLe1hLlIU3yKcsowTn1rn/EHhP8AttIYTcMkCuGKA4yMYJ+tZm6lcytQe5m13TlibYbiDe7oMc4yD6/T6itPTITKfMIwGkJGPTNR39nJD4lt7pT8kVv5UC4yWJGOT1wMZre0y0HykDhazqPSw13OU+IN4LWxitx/rZg236EgH9M15lgDUbVQcNlmPsApxXU+M9SXVPE0yocw2w8sY/2ev65rlrBlm1Ce5IISNcfTPP8AIGrjsZs1tXhiaddQjO+11GP5ivTzAOfzGG/OuPSLZczWcpwJOh9GFbvhLUorq2k0K9fbG/zwSH/lmwOQfwOfwJqrr1hJHcOWjMdzAdsyenoR6j+laSFFlfR1WV5dKuG2iVswk8bJRxj2DDj64qS+spbOYjayuOGX1qlKrXdsZox+/jGHTuR6/WrUXib7VAINSjExUYSbOHHsT3/Gs2bKxAsyuoIOG6H1qtqCGW3aQEEg8nuaqX0q+cZICyDqOaoG6nwVMhwetWkwk0OO2I73xvHKqBxn3quWLEk9TQ+S1OjjZ2A7d6ozuSW0W6Tc3QU2bJkI96sviNAi/exzWl4T0W18Q69/Z91ePbBoZWjKR7y7qhYL6Acdfal1A6j4Q6pb2mr3unXig2uoRiJs+vPH5E49wK6fxDpUsNtJYSKGksiQrD/lohGQw+q8/hXlWhFlaRlYqy7WDDsete1aTqP/AAl3h9HjCtrFjHho/wDnsg52/XqR+Ipy+Ezv7xwe37VbROTieAhGb27Gu4tLKTWdOWcgC/iiCv6TKOAw98cH8K5K7gW0m+0RAm3myCvp6r9R2qWPXrnSrdYifMiIzG49KxZ1Rs9zZsNWt7K5Sz1JjHGzYWU/wHPQ+38q9FsvLljjmt9siOo2upyD9K+ftW1n+0X3YAPOR61JoPjDVtCkEMEubZv+Wbk7UOMAj07HHeqiiZrsfRdy6xwjzCF/hAFecfEnVUh0qGyEyxidwCgUFmA4PB4OOv5VV0P4nWWoLHDqgFtMAF81jlGbgfhmsLx1rumalexw2jpc7E/1qHIUk9B/WixmlqYfh27s7H7TfXPl3MsMeLeFxnc7fxEeg6/WsU382+WTf1Y49zRHayKWC8nbkkdAPeqUyuibsHCn5T/eNJR1NXJostcSzSbSemM49fSuyuUE9lFIM+Yq+XIT6jofyxWNq2i6XaeHLbVtL1K9mVro22biARrckJud4hnO1ThTu9R7gdwBaahB/akGDa3SgTqvSOTs2Owb9DxVpWMKjuYMcm8Ldc8fLMo6j3ra+zpq0PnwHN0oxKv9/wBGH1/mPesbypNPvCxHyfxA9x/nrVqJptOmW9sSxiXkgcmP1BHdapu6sTHR3IZ9KuLqMl42SZDhXPcDsRWTNaXUUreZEeD1H+c16bpt3Y64qklYLpuqE/K30P8ATrV5tGkjkKNCOPXiuZyaeqOmNrHlNvp13dSBY4XbJ64/nXa6D4eez2nYDKfvHH3a62z0SeU7IIcgn+BSf/rVna/4gsPDNvJDDLFc6ljARG3LEfVz6+38qV5S0Q7pGZ4w1dNG0r7HE4+1XC4bHVE7n6npXlN45WMR/wAbnLD09PyH86v311LcTPeXUjPI53DfyWPqfan6Tp5nmN7PkhTkKfXr+nU/hWsY8qMm7sjvYmtNHtrMD965ywHr3H8h+Fd9pNhaWemR+G7hwk08Rd2I4WXIOf8AgOVB9s1zWh2dte+OfK1K/mt4ElEcE0csaLG45JJk4IHP1OB3qrrt7qNpqyrNNdebZTyBVutu9Tn+Lbxkgc4JFaR3RnPa5qyQyhXtp12SQkxsvdSD/SrMc7BUvdm5k/d3Cf1/rV1buPX9M/tS2ANxGgFzH1JA43fUdD7YNVoGWBvPjBaJ1xIncr6j3FUpNMwlG50MMKa1aedA3+momG2n/XLjhv6H6CtHQ9Rmjj+w6nDIYUO1JT96M+hrkre5l0W6SaFybVjvSVP4M9x7e1eg6dqFhqyI0rJBO4GHB+ST6en0NZzutUbU7PRmugEsavCyFGHJzz+VJczpCm1iGJ4Cim/2VNH91Rg9CM4qUaNdvzGgY4+n69KzUrmnLYymjku7lCiZ2jB9qqeLtcXw1o4SJl+3XAIjHdR3b/P9Ks6x4hsPClpOGkjuNUfhYI2DBPdyP5da8ivr251i+e/1CZpATyz9D7D0FHI3K7Dm0sVXP2XTZLuVd0sx2xg9ye/9fyqsY/sOiuG4kl4PuT/9b+dQX0lxco12C6xxMAnbqePz/wA9K0fEPhrVtM0fRru+uLgPdmVpomjIFuBsK7jj7zBs47dOua0SJOFWV4pRJGxV0O5SOxr0m+P27wrY6rMB9rRkh3D+JCucH1x2ooq5Ex3OLvV+xX7mAlduCB9RnH0qLW7aIWqXartkc4bbwDRRUGxhF22HnPFQ5oorQljgdzc/pWpHEsdsHXO4tt/Siikw6FNhiEMOpJqXSNVudE1KPULTZ58W4LvXI+ZSp4+jGiigDV0yJE04OB8zsQT9MYrX8OaldaZr9tLaylGaRUbHcE0UU47GM/iPUvEOn20t1bP5QX+0ITJMq8LvDY3KOx7/AFrzuPBnNswDQurEqfUdx6UUVi9zaGxzWr26W166x5AwOprOlZuDuPSiiqRYQ5YAEnAOcVr2dtGu0AdepoopsGbGsW0dpapbwAqkhw/PJ49a5S++SJsdEIAFFFJAzb1bxM3iRLO3n0nTbXyUSOOS1SRSkYB+QAuVC85OBknnOau+BdSuINUkswVe2kQ74nGVIJAI+hoorToYT6HWajZxCfULU7mS1kKxMTlgPr3rNsJpFjDK5BXpiiioYRLOoItlaJeW48t3k2sg+4ffHY/SteDxbrmmwKLW/kRSPuthh+RzRRTWwdTM1bxn4hvoWjn1OcxkYManYp/BcVzUH7yKSdwGZTwD0/KiinLYpFC+Z5dSELuxUOqZ74OOfrzXVzWcQltLBN0cDTeWdp52ggdfxz9aKKzKM/XdWXQvFWoabHpmnXVl9o2rBdwbwuz7pByDnk55we4NZmvXk9/O97cyb553aSRsYyTjt2ooqv8Al5H5kP8Ahy+QvhTU7qw12IW8m0PnI7ZAPP8AT6V6DfWsNvqvlwrsjmijmKDorMATt9BzRRVzMkUbc7rpbY/6mUFivoQOo9KoXU02nALayukb5JTOV/Kiikho19G8V63YfJbX8saDA2Zyv5HirGreMNeurZ0m1KYoRyqnaD+WKKKDQ5vTYVv7phOSVHO0HANQ6s2++FvtUQom8IBgE+/tRRUsaLGswRrp0ceMqJYvxzHvJ+vb6D61iXeu6lfaPaaddXk01vGzzgSSMxLMQOSTyBt49Mn1oopxJex//9k=", 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", "info": {"video_id": "64461", "label": "spreading sugar onto the vessel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "64461", "label": "spreading sugar onto the vessel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "64461", "label": "spreading sugar onto the vessel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "eb0cb87749b3f80cf623cd6665fa98af61637c04f991fd3cf3a592ab03930ad4"} +{"episode": 86326, "episode_seed": 2052597496, "split": "train", "timestamp": "2025-10-13T03:45:33.214673", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2052597496, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper plate into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175521", "label": "tearing paper plate into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175521", "label": "tearing paper plate into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175521", "label": "tearing paper plate into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "175521", "label": "tearing paper plate into two pieces", "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": "49e89f26d925181ea70d437cf83f174dccf966412bbed17261573e59afc5a742"} +{"episode": 86327, "episode_seed": 2669321446, "split": "train", "timestamp": "2025-10-13T03:45:36.102821", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2669321446, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a wallet 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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eMFlya8r8A2aWGg+IxADmdIYzuPqWH9TXrukOllpqKeAqCtpVFJXOFU3FtHC/EJwtwRXl984kAHvXoHju6FxOzA5FechvMlxiuVbtnp0tkjE1KRxbMpJCGQHb2JFQxyjygK1NchiLRRghVxuNYjfuBgkH0roh70Ugk+WbfQtGfK4rNuo/LmZfxpTdYbNRyOJHLAYzW9ODizjxVaNSKS6F3QhbNrMMV0u6KXKHJ7np+tbGt+FFjV7jT1I2jLR9cj2rltzJIGU4YHIPoa9QsLxb+yhuR/y0QE47Hv8ArWdeUoNTRjQjGpFwkjzOW1nVecFRz94EVuMwZ4VxhV+dvoK1dX0K2FybjYQkp5AOAD/9eqt1bqlkDF991wT6ADk1nOqp2OrD0uRyZz4kL3kzA8M5P61fhcIvJrIiypzU/m471tOFww1ZRV2WtRJYW0nYoy/kx/xqiTTp5d+xQxIGePT1qPNXFWVjmrSvUbQ1jTKc3Wm1ojBsaau6VZxX939mkcoWUlCPUVSNSW07Wt1FOn3o2DClJNxdtyItKSb2LN7p1zpkxByUY4Vx0NdF4aujD4P8SLwDPLaR/q5P/oNajxQ6hZ4PKONykdR6EVgiOaxtbm0kfcHmR+nXAYA/+PVy0q/tFyy3OyeH5GnHYpP1qE1K/WojXQiGehfCG187xPPOekMBx9SQP8a9q8R/Lorn/Zry34P2vlWd9etx5sqxqfUKMn9SK9G8U3ajRmTIziuSq7yZ0U1seGas+ZZkXrniuYvIJIbGNW+8G3kfjW9fPu1Ej1asnWLgLexoVyChBopbpHVWsqbb/q5niTcoo8yoZZoxkpkZPSq5nJPFdKhc454lR6mrcaMWso723+6R+8X0Pc1lSxMgySCB6HNd1pMXl6ZErMH3LuJ9c81lX2jwwXJ/d/I/K8/pWUK9m1Iiph1JXj1NK5YvI7E8kk1UfpU0l2L2RpY4RFFwFGMbvU47VA9aWsQndFd6iNTP1qButUihj1Xap2qButVYRRcOu5FdgjHJUHgmo/Lqy6ZY00J7VVzmcNSTTp2sr2K4T70bhvrXr1nMkkQZeUkUMp9Qa8hijbdwOa9A8LXRn0rymOXt22fh1FceLjdKR24R2907TRIo7f7VHGSBcywlh7ruJ/pXQa3rYsbDy1b5m4+lc1plwsPmTSEDyxkfWuZ1rXftd0XMnGcAZrl5rxSR0qnebZd1K5+0wEs2Sa5iEBbk96nkvG8vk8Gq1sd8+fWnHY2gtTE8Q3EsV2qrjlMcisBnduprb8THOq49FFYpFelRS5EeTi23VkrkeOanHSo8VIPuitGc0VYa3Wuw8G3m+3ms2PMZ8xPoev6/zrkTWhol2bHVoJeiFtj/AEPFZVo88GjalLlmmemyRxXVuUkUbcYIrn9Na3jS+kuceUkBRQ3cucY/LNbgJXJFcVrAZbDeCQrOFx64BNefTXNKx6UpctOTMW8ntCB9nUq2TuFUTKT0qM9aeq5r1IxUUeTKrKb7DoyS2TUnamKMGnnpSZUdFqNNNpTTTTEwpKWkpkM7PwxdiewELnmFtp+h5H9al8RKqtCy8bgc/hiue8O3Jt9UVCfkmGw/XtW5r7vi2XPyDcT+lee4cuJ9T0oT5qHoYb9ahPWpGrZ8K6T/AGrrcauMwQ/vJPfHQfia627K5ild2PVfBcH9l6HY2rcME82X2ZuT/QVH4g1sXMkkSt8o4qPV9RGl2TMDh34rhn1FpWZgTxya8+Tbdz0oU0kU7wD+0cjua57xCMXqDvtrZMxlvFPbNY/iIg6lx/dFdFBe+jLGfwGY1ApcUuK7jwrHY+GbvztP8onLwNj/AICeR/Wt64hivICr9SOCOoNcP4euTb6oiE4WYbD9e36126lgcDvXmV48lS6PXw8uemvIynUdqrupq3tLnABJPQCr9t4X1i9AeOwlSP8A56S4jX82xXYk2cvMkc8wqBlrvLTwCZXC3WsWUbHrHah7p/yQY/Wt60+GumxRNNLZ6vdqgLEzvHaJgc5x8zVooh7RHkTIcVJa6PqOpPtsbG4uT/0yiZv5CvetI8IQppiX9vpmk2AeHzV3W7XUq8ZGS5x+QrktR0+/uLt1utbvZYkI2gyGNORnIRMDg0OyVw57Np6WOLX4d66iq+oCz0xG6G9uVjP/AHzy36Vcg8G6LBkXOsXF7IDgpp9qdufTfJgfpXY6TorQ6is00EebYqQNoLyt2Hr05yelZnmM9xcb8b/Nctg55JzXLVxDhsjpjhrzcZP7itDpul2wAs9BgGP+WuoTtOx/4AuF/nVtIwpLbIVZsZ8mFY146cClBrM0yOTVfFU2my6pPaRkSGLy03bmVCwX2HB5Pp71zKdSu+Vs2lCnQXNYu307Q27BT97rXJNEvn7zzVyxu7i7tpDcTNJgKRu7ZqtIQGNTyuMrGkZqUboguJdzBRV61QCMHvWYMGXJrZsIzMyRrn5jjhSx/Icmrt0RUZJas5DXW36vJ7AVnEcV6qnw/sn1CETW2r3dxc7iiybLSPCjJyTufH4Cp9d8KnQrRHtLLR7R9pYnY9zL1A+9Jx+S16sI8sbdjx6kued+55RbafeXz7LS1mnY9ooy38q1E8MXyEC9ktLH2uZwG/74GW/St+5j1ZYpFm1C5nTndGszBR77VwMVNaaeNNtVBgVZVk3yuo+6SOFJ9RmsKtZR2RcMO5RUk1ZmXbeGbIHMkl9ee0EIgQ/8Dk5/Ja1rfRLZcD+zbKJO+5nnkP8AwIkAfgtaoOQDVLV55YNPaSFyj7lGRXF9ZnN8q0Ov6rTguZ6mgehrhddl/wBBgj/2nY/oK6zVoIbfQYNS07WL+ZWuTbZuIljWchNzPEBztU4U7vUe4HG6/wATRwjlliUkd8nmtqNJxnqZVKylTdjn+9Txr8tWLfRdQuAGS2ZU/vSEIv5sRW7Y+FGmIWXVbGM91hL3DflGD/Ou1nnw0OcxSV6Na/DyCRQfK1i7J7iKO1T83Jb/AMdq2fB0FpfW9omj2SSSoz77m4kuSqrjkqNi8k4qG7bm8U5OyPK8EnAGT6Cr9toWq3YzBp9wy/3ihVfzPFdx4i0670yKNILwRDbkpaWqQg846rz+ZrmVspZkffI8/wAwBLOWwScDqcVDrRRcKEpysupWj8OSBsXWoWFue6ed5r/98oDV+Dw9p6jLf2hdnsEjWBD+Lkn9K1razFjbwRqi7VZsyKMBmI6D1x0zVzNcdTGyTtFHVTwUWryZnW+k20bow0+2hCkMD5ryyZHTk4A/KoNeH+o/4F/StTQktdS8VDTNRv7m1gmfYkscsUax9yWMnGMZ4HJOBWHrKT2+rXdnN9oBtpnjCXAAkXBx82OM8DOOKunGc5KpJkuVOKdOKMphzXpXhCxXTNGEkgxNcHzG9QOw/wA+tcXoWmnUtUjRh+5Q7pD7DtXdXt55SELwOgqsRO3ul0IXdzJ8UXZnlCq2VFc2JBHbvk8kVpanL5vOaw7hvlArnhqd2yJrHklj61De6HquqXry2thM8KgDzSu1P++jgVJaPhgoq62nXEwCk/aAzhQrsSqMeQOTgd666WknI5cT78VTT1f6GKnhza2LjUbRG/55wsZ3/JMj9avW+gW6jP2W4nPrPIIV/wC+Vy36itq4jFl9jhRAIowyCRRgSEnJIH4YzUwaoq4mUXZI56OEhKN5Mq22nRwsrGG0QLyFih5z/vMS1Xu1UtSmkhsi8bFW3AZFWtd0DV/D+haVf3k9ws96ZPNhKECDAQoGOPvENnHb6g1kozqrmbNJSp0XyJDvD0lxfwSk3UsAWB3At8JyBkcgZ/Wu8+H+m2eoWsFxewLczfMN85MhOMc/Nn1oor0Op50vh+Z6fDbxQ5EUaxqONqDAql4icp4evNpxv2xkj0ZgD+hNFFVLZl4f+LH1RrNBGIDCBhNmwAdhjFch4nt4tKmthbIu0qSQ43ZI6cnniiiplsOD98pWCbdC1u6BPntFv8zuCYznHp90V5rprGSa73djuH5j/GiiuLE/CjroN8/3F6uYk1GfSfEst9bbPOidtu8ZHzKVPH0Y0UVhhviNsX8JDp3yxSqOg2j+dMuO9FFVP+IxUP4aKq8vXdfDq2in1dpJF3NGMr7UUVvR+NE1/gZ6Mo83xZNv58iyTy/be53f+gil1PToL6RDPuKoh+UHg5PeiivRjszz6u8fRHl17IHsIsRRx+awL7FxuwQR+FN8Z/6LcJbQAJCqrtQcAHcefrwKKK46ux1v7P8AXYbFzawN3aME1Q1z/kGN/vrRRXnR/iI6p/w36FbWPEr65b28Uul6dbGBFjie2R1KIucIAXKgc5OByeaTxBp0MsgnLSK3l/wtgcd6KK9GT95HmR+BmGbeDy7X9ypd5CxkbLNx257V7P4O2yaCsmxFJLDCDA4OOn4UUVr1Of7SOg2gLx6VioizeJNSZxkwxQxJ7Agsf1ooqJ7Hdh9pen6ojvdOtbpt8se5lUhTnpXncYM98sEhykMisOANxDgc+tFFcctzog2mrf1qTeJiYtdhiUkRgIFXsByMCo2GCR6GiiuWr0N6GxkrrbaTe3kZ0/T76KaQOY72DzAGXoQQQR1ORnB7g1m6lq91c6hLqFyUnurmQySPIucseeB0/CiivTo/DE8yr8Uju/Du5tIaZ23O2P4QAOOgAAqhqEjFuTRRXLX+M78N8CMa5JI5rJuP9Z+VFFFPc6JbGx4Zt457m7lcZa3t2lj9Nw6Z9a6Gx232qWUUsaCJZl+RFwp3ZByKKK76fwo8+s3zmP4vlca+43cKy7R2UbBwPap5PvDHGVB/MZoorixO5rhvhKWq/wDIPP8AvrVa88QapqGmQabd3k01vbyPKgkkZiWbGcknnG3j0yfWiirw/wABjivjP//Z", 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", "info": {"video_id": "26382", "label": "moving a wallet across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "26382", "label": "moving a wallet across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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jFcq3bPUpbJGJqUji2ZSSEMgO3sSKhjlHlAVqa5DEWijBCrjcaxG/cDBIPpXRD3opBJ8s2+haM+VxWbdR+XMy/jSm6w2ajkcSOWAxmt6cHFnHiq0akUl0LuhC2bWYYrpd0UuUOT3PT9a2Nb8KLGr3GnqRtGWj65HtXLbmSQMpwwOQfQ16hYXi39lDcj/logJx2Pf9azrylBqaMaEY1IuEkeaPazqBnBUHI+YEV2Xje5+1eLtRfIIWQRjH+yoX+lJquh2y3YudhCSNk4OAD/8AXrI1Cdrm9uJ3OWkkZyfXJzVRqc+w/Z8kii1NpTVjTbVr7VLW1QZaaZU/M1r0F1PprwXaCz8NWEHdLZM/UjJ/nXCfENwt2fY16NpkqQQbQRtUYH4V5V8QrgSXbnOR1rz5andS0kefXUTzXqSL9xMsTWIWMdzID0Zsj8a6ESbbKZ/UGucFxFJEhdSG4Gc+lb0tbjrtRcdbdR5fBqe1tY9Qm8iQ43KdrDsazXuBkgVp+HQZ9SzvwI13Y9e39a1nFxi5HL7eM5cm9ylc6fNaTPE5UMvTnGR613vw5uHs/CHjLkAPFbRfizMP5ZqpqenpfwZKZdOR/hTtE2WnhrU4Y8r59zBuHrtEh5+hNRGtzxs9zOeH5XdbFWU8mq7mppDVeQ1YyNmqNmoY0w9apARSHrXReA7jM2o6ezYBQXCA+qnn/wAdLVzcnWrfhq8Gn+LbCZlLRuxidQcbgwIx+tEo80WhqfJJSOs1aGSM78gxMcKwORn0rGkLY4Na/iK80y0a9it52+WXiNugPfFcZLrQLcEfhXBGk5bI9V4mCV2y7qXhyXyPt9vyTjzk9Cf4h+lYNzb3EY3SKcKOpNel+HyJdGikdvM835j7dsVjah4bto7o/KwSTlRnj6VrDEcr5ZdDz6tBSV49SXTWt0S9kuceUkBRQ3cucY/LNcZeT2hA+zqVbJ3CtnVwy6fvBIVnC49cAmuUPWtcNTTXMZYus4z5USGUnpSxklsmmquaeowa6nY4o8zd2P7U0049KYalGjEpKDRVGbErs/DF2J7AQueYW2n6Hkf1rjK1/DtybfVFQn5JhsP17VhiYc9N+Rthp8lReZ7D4WZVW8iHHnSw5+i7zXVa3rYsbDy1b5m4+lcT4YnWA3U0h4jCkZ/GsrWtd+13RcycZwBmvOUvcSR6Sp3m2XdSuftMBLNkmuYhAW5Pep5LxvL5PBqtbHfPn1qo7G0FqYniG4liu1VccpjkVgM7t1NbfiY51XHoorFIr0qKXIjycW26slcjxzU46VHipB90VozmirDW612Hg283281mx5jPmJ9D1/X+dcia0NEuzY6tBL0Qtsf6Hisq0eeDRtSlyzTPTZUiurcpIBtxgivOJTyfrXoYJTJFecsWJJc5Ykk/WuXDdTsrdCJq6f4f2nneJFumHyWiGT/gR4X+efwrmDXq3g/SBpmiK8gxNPiWTPYdh+X863qy5YkUo80zsrrVxY6Xkth36CvOPEVz9rRmJyTT9e17zroxg/KnAFYF5dsY9rdTXErtnoqFio4/4lkx7AGuQrr3P/EnuM+hrka7cN1PPzLeKG1d0q6+x6jDMfug4b6Hg1TxTgK6JK6szzYXjJNHp8DgAqcYNVLuFINxjyFkIYj3GRn9araLcm70uFycuo2N9R/kVYv7zyYBF5IllmyqHH3cYyc9utebTTVTlPWqO9PmRnv1qu/U1O9V3711o5yA0xjT2qI9KtIZE9VLldyg5wRyDVuTpVeUZXFMmWqsUnDyMWd2Zj1LHJNII8Gp9lLsJ7VVzm5Ts/BV7ut5bNjzGfMQex6j8/51191bxXsBVuDj5SOoNeaaHctYanbzNxGW2NnuDxXpSMVOK83ER5Z37nqYeXNC3Y831yX/AEGCP/adj+grme9dBr/yzRwryyxKSO+TzWdb6LqFwAyWzKn96QhF/NiK76KtBHm4l81Rsrxr8tOxXR2PhRpiFl1WxjPdYS9w35Rg/wA66K1+HkEig+VrF2T3EUdqn5uS3/jtUJNWPOaZgk4AyfQV6ofB0FpfW9omj2SSSoz77m4kuSqrjkqNi8k4ql4i0670yKNILwRDbkpaWqQg846rz+ZqXNI09nJ28zh7bQtVuxmDT7hl/vFCq/meKsx+HJA2LrULC3PdPO81/wDvlAasrZSzI++R5/mAJZy2CTgdTity2sxY28Eaou1WbMijAZiOg9cdM1hUxKitNTaGEckpX0ZkweHtPUZb+0Ls9gkawIfxck/pWjb6TbRujDT7aEKQwPmvLJkdOTgD8q0c1Dott/bHiaTTZtSmtUZJDF5abizqhYL6AcHk+nvXPGvVrPlWhvPD0qC5nqXYp2ht5wp+9jP61hNEvn7zzT9HuZrm3uDNIz8KRntnNEhAY1kouLsdEJqUboguJdzBRV61QCMHvWYMGXJrZsIzMyRrn5jjhSx/IcmtLdEVGSWrOQ11t+ryewFZxHFeqp8P7J9QhE1tq93cXO4osmy0jwoyck7nx+AqfXfCp0K0R7Sy0e0faWJ2Pcy9QPvScfkterCPLG3Y8epLnnfueUW2n3l8+y0tZp2PaKMt/KtRPDF8hAvZLSx9rmcBv++Blv0rfuY9WWKRZtQuZ053RrMwUe+1cDFTWmnjTbVQYFWVZN8rqPukjhSfUZrCrWUdkXDDuUVJNWZl23hmyBzJJfXntBCIEP8AwOTn8lrWt9EtlwP7Nsok77meeQ/8CJAH4LWqDkA1S1eeWDT2khco+5RkVxfWZzfKtDr+q04LmepoHofpXnkg5Ndrq0ENvoEOpadrF/MrXJts3ESxrOQm5niA52qcKd3qPcDi2roo03C9zGVRT2L/AIc03+0tZhR1zDGfMk+g7fjXpmo3iw2jhTgkcAVz/hyx/szSfNcYnuPmOew7Cm316ZCyk+1YV53lY66ELK5zdwxe5LMe9VbuXzLlVU8VNOf3hNUVb94WNEF1OmTNC4hmmsJIbeF5ZWGFSNSxP4Cso+FdTiwbxYbEHp9qmWM/9853fpWxFFJcRjy5jDjjIYqTntxV7TdOeC5e8a2QyoWRI9vzM+OT7Y9a6ab5I3sefi4+1no17u5z8Ph63OCbma6z/wA+0JC/99vgfpWnb6LFGRssbZMfxXDtO35DC/zq7ZPmAL3T5T+FWQ1YTxU72WhUMHTSTeokEKQRBFCjnJ2oFBP0HFRXYGF/GpNCjtdT8VDTNRv7m1gmfYkscsUax9yWMnGMZ4HJOBVS4jnttVv7Kb7QPs8zRhbgAOuCR82OM9M44p06crqbZFSrGzgkV3Wq7itODT7u9fba2007HtGhb+VasPgnU3wbuSzsV7/arlVI/wCAjJ/SupJnPzJHIOtRbSTXptn8N7SfaXv768J7WNkQv/fcpUfpW7Z+AtNg1KKyi0FGleIymXUbwybVBA5SPA5J9e1aWsCnfY8SMTu2xFLMegAya1rLwP4k1Jd0Gj3Ij6+ZKvloPxbAr2DxHo17pVrHFZX0dj8oJj06zWDOTg/PyxwPeuUGjTBZJGme9YH5/OkaTqcA/McdcVMpKJVP94+VNJvucvF4CWI51LX9Nt8HBjt2a5fPphBjP41p23hzw/anK2mpai3YzuttH+Qy2K6PU7X+zNJs7UIm0TlndBhS5XoPXHPNUQa4quKlF2SOijhoyV5MiS3iCbE07TLaPusUBdz/AMDck/lirFZutTy2+mtJDIyPvUZXrTdb0nW9B0TS767urlZrwyeZCUwIMBSgY4+8Q2cdvrmslGdZczZpKdOg+VIyPEGnQyyCctIreX/C2Bx3rDNvB5dr+5Uu8hYyNlm47c9qKK7qTfKedWXvHs/g7bJoKybEUksMIMDg46fhXQbQF49KKK0M6eyMVEWbxJqTOMmGKGJPYEFj+tR3unWt02+WPcyqQpz0oormmelLdei/JHncYM98sEhykMisOANxDgc+tTeJiYtdhiUkRgIFXsByMCiiuZlKTdrvr+hGwwSPQ1iLqVxo+vtf2uzzombbvGR8ylTx9GNFFRhfjLxfwIfow2RTqOgCj+dSXHeiitJ/xGKj8CKq8vXdfDq2in1dpJF3NGMr7UUVvR+NEV/gZ6Mo83xZNv58iyTy/be53f8AoIpdT06C+kQz7iqIflB4OT3oor0Y7M8+rvH0R5deyB7CLEUcfmsC+xcbsEEfhTfGf+i3CW0ACQqq7UHAB3Hn68CiiuOrsdb+z/XYbFzawN3aME1Q1z/kGN/vrRRXnR/iI6p/w36FbWfEr65bwRS6Xp1sYI1jie2R1KIucIAXKgc5OByeazfDl1JdaisOEjQEZ2IMtyOpOTRRXq9GeVHdHc6oxTCrwBXLzsST70UV5j3PahsZVz91j7VQHeiit6ewTO3wmmWtqkEaHdbJLudckM2ckGrrxLb+DbuSPIkachn/AImG9Tgn0+Y0UV3PY8qbepy2jMXS6DdjuH1z/wDXrQXrRRXlVfiPSp7GcmttpN9eRnT9PvopZA5jvYPMAZRwQQQR1ORnB7g1Eur3t7rMt3PIr3N25llkKAncfQYwPyoorvp/CjyqnxSOvt4HbWdIhmu7qeK5iDSRvKQudxHAXA7V7Bomk6fbafE0FlBGxUZZYxn8+tFFbx3Mp7r0NsKFAA9az7ACXxHq7ty0QhiT2Xbu/maKKH0NqXwz9P1RbvtOt7oPNKpZ44yF547npXnJla5xC+AqMsh2qBuIYYzRRUT3Kotp/d+Zn/E8mHV7aGM7YkiUKo6L8zdKxyBhSO6qfzAoorzsV8R24T4TL1//AJBTf9dF/nWRd69qeoabBp13eTTW9u7yp5kjMSzYzkk8428emT60UVrhvgMcX8Z//9k=", "info": {"video_id": "26382", "label": "moving a wallet across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ddb1cc475eed36b628255f039d2e6712aa643bbe26db827175ad7ff723bb3c5a"} +{"episode": 86328, "episode_seed": 2620617518, "split": "train", "timestamp": "2025-10-13T03:45:38.397295", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2620617518, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a small scissor into its packet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "135677", "label": "putting a small scissor into its packet", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "135677", "label": "putting a small scissor into its packet", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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6AWVp/DEv4E0Np9o4w0Cn8TTcZE8yTvYpR6huLK0ZUj34IrkGhg3YMaA5xwveu/Fla9ocY9Ca49FTOML16YpqL7hOaZDHCvmxjyyPmAPOMV7X4a0W0EEW2EFsAk7s/jyK8gKjbuIHHNe7+HIVksYGV5BlQeHNTJNWuYSOx0LS7NThossOnGB+lWdctrZEQLCobrwKn0WHytzGRiNv8VZmt3sKNI886ogPDSEKAKqJlLY5fUY0AbauPauG8To3mFYXkOQPlAzzjpXQ6v4o02EkJM0p/wBhf8a4XUPENveyTOUlTn5T5bEj6HtXdQqxi9zCpTk1scnckpexSOdyq6scjqM1uHxCijEVrlvU9PwrKkSK9mDpJlVxwDyPQYPNXNqHsPyqsXjNUoO4QwMayvU6Ek+p3BIMscnzqGUYHI9aW01RYknMpK528fnT7ueGWztY9mHhDKX9VJyPyJNZzxJvBKqfqK4JVZ11ySOulhaVD34rUiv9UknbYoZYTwSOtdb8PbWFriYtCpdSMZyTjFcwAAcBVwTk8d67L4frGdVnjdeSisBnip9m4R02HOXNqevaZbIFQkDIOcA44rrnjiSzOFAG3jNYWi2sJkUmNfXpV3xFqtppVj5l1Oka9gerfQU4bGTWjOc1FCAxII/lXF67NFBaSF3VcnHzNjNN1rxtLeFo7FTHH/fHLH8TwPwFcbPM3mNKUMjtnLP8xB9cmumFXk1sZui5IpatC9pPI8TBypxlOVPP8qpLevtDOg3emanmm1PlvO87ByFlzWfNqKwMPtNi8YP8S8j9ajE1I17Pl1Rvh1KkmubQutql28bDcqxjrgZqu13GoEkkZYrzVrTrrT7iTYZU2uNrAjke+KqzxxlGAxxmsva1Lct9C6dClGXMlqad542u7qH7NZnyIiuGkP3m+npWPBdeUSQxLE8nufxqS10KU9c81q2/hwuec0Rgo7D5igmqzK3y4H4Vaj1K5cg5NbVt4ZjDDK5+tbEHh+JMYiH5VdhOZzkF1cNjIq2Zp8dTXUw6PGP+WY/KrQ0qPH3B+VDQKbOK+1XC+tW7W+kk+Rozn6da6k6VF/zzFJ/Zka9ExSsHNcxUlJ/5ZtQ/mN0Vh+NbJswo4FRm356Ux8x5140eWA2W4kbt+M/hWLo2tvpV+boAuxjKhc9T2rqfiBbbm04Y/wCen/stctDpDyrlQRipkrqzFJkl7fXerXTXl5LmRupPYdgB2FNS4Kn5csfU/wCFalvoTbApGa0YPD6ryVzVRSWiITMm3ubhxjLEelWQtw642n8q6S10hEx8grRTTkA4QUNFKbRwzwz+hpmyYH+Ku6k0pW521WfSR2Wiwe0ZxoEhPOc07dKnRjXSS6XjnbVWXTx6UWK5zKS5lUHPNcakuxu5Nd+1jgGuIjtC7EYNFgchjXD7CMdq9u8PeLNF0zRLZr3UIkYRqdinc3TpgV5Pb6OJQN1bVv4PUjerHB9qJRuQ3c7nU/jIVUxaJauOMedNx+Qrg7/xNqWpztNd3Lu59+lasPg8BQTuPvirK+GIB1BqlCKRKlY5NryY9CaheeVupNdr/wAI7bj+D9KRtAg/uD8qVi+c4OUhxiVQ4/2qoySG2O6CR1/2d2R+RrvpvD8HPy1nS6BHn7o/KlyBznIJrEqn50DeuOKt/bGW3STacOTjcPSuni0OID+E/hWX4jtBGloiAfxdPwoUEndAptqzMj7c5PTFdP4I1iGx1t7i8mWOMQn5m+tc3BYlyBmtiDQPPUFXwRTa5lYR6Tf/ABZktk8vQ7YZIx9onHA+i/41xF3r1/qt011qF1LczN/FIeB9B0FSQaBhQpfNWV0JR6mnGKjsRdmf9ukI/hB/3ajeeZjkn8q2V0XHRalGjsP4OKLF8xgmVyPvH86geZkIJ2vjna4yD9RXVf2MhXmOq0uhRf3KXKPnPPr1LYsdkbxv6r0qO0muZJ1iLs/YZ5x+NdvNosOeYQfeoI9FgEyuI8YquTQhTdzs4dNUgYUVfi03GOK0be34HFacFrntUDMqGwAI+Wr8dlx0rUSywRxV6Gz+XkUDMqKx/dlsUv2Ik9K6IWYEYAFOFlx0oEcybIj+GontMDpXUNZ+1VpbL2oY0cu9sBxiqkluQeK6Sa0IzxXnUk17eeNb3S21e5tIg0nlLGobLKm4L7Dg8mkMp+LbPzpbIsM7d/8ASq2m6cP7vaodKurzVSzXlxJNsCld56Z6/wAq6mwtNuOKOhLZVj03HQVbisMY4rahtRjpVlLPpxTQjIjsMdqsrZe1bUdlntVhbL2pgYBseOlQyWQ9K6drLjpUEln7UCOUlsQc/LWdPYD0rsZbT2rlvF5nsdEee2kaKQSIAy9cE0DMqWyAB4rjLWxBb7tdFqzPBokWoWOtahKGuPs+biNUWchcs8eOdqnCnd6j3ALW05HFNCZBaWOCPlrrrC3GxQVHSqlpZ5xxXQWkGAOKGNG9oemR3FvMu/YQnAxnNY91p4SRgAp57Cuk0bMKucdVIqvNb7pCe9StwZzJsOfu1C9jj+GunNn7VDJadeKoDk5rH2rPmssE/KK7GW0HpVGezBB4ouM4+S2K5wK5vxFAWe24/vf0regIu/Gk2l3upXVrbvLsR4pY0WPuSxfjGM8dScCsh7a6k1e9tLhrhvsszRqtwAHXkj5scZ4GccUXBFC0szxxXT6TZEuARxTrLSySPlrp9P08Ic4oGLZaKs8gXbyasyaL5LlSOQfSt3TbfZKrY6GtG5txLMWxS1EckumLj7tSf2coH3a6QWPPSh7L2pgcu9iMdKpTWI54rrHsyO1U5bPrSA5CawxniqrW/lg/KMfStLxcZ7DRHnt5WikEiDcvXBNc1rtjr2i6Npt7dX10JrsyeZEVwIcbSoJx94hs4/8Ar0+YLHpMCjita1RcjiiipGa0ca8cVdhjXZ0oooQi6sa4HFSbF9BRRSYxrRIR0qrLEnpRRQBnzxLg8V4h4gvJdL8caheW+3zYp227hkcrtP6E0UUAR+FI13XIx02AfrXc2aLxxRRR0Je5sQovHFaEMS5HFFFNAXook9KsrEmOlFFMAaJPSoZIkx0oopiKU0SYPFcV8QEVfDTnH/LaP+ZooqRnnusa+2sQwRyabYQGFVSN7dXUqg6KAWIA5zwOvNdJaopxxRRTiDN60jX0rat4144oopiRuWYwmB6VMEUnOKKKXUOo7y1x0qKSJMdKKKYylLEmelUZ412niiikwPJ9Z1X+zPEeqRmwsbyKWfcUu4d4DKOCCCCOpyM4PcGl0O4l1LUL+9u38y4ncSSNjGSc0UUluNHZ2cKccVvWsa4HFFFUM3LRFBHFaARfSiigRKsa46UNEmOlFFAirJEvpVOaJOeKKKBnFeP0UeGnI/57R/zrze91rUL7T4bC6upZYIHaRQ8jMSWx1yecY49Mn1ooqWB//9k=", 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", 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", "info": {"video_id": "135677", "label": "putting a small scissor into its packet", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "135677", "label": "putting a small scissor into its packet", "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": "d719c6ffb7295b8d51597193f36ef87d2f0e7d7007793fa40337fde33350e981"} +{"episode": 86329, "episode_seed": 184618983, "split": "train", "timestamp": "2025-10-13T03:45:42.765518", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 184618983, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water out of plastic cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "145209", "label": "pouring water out of plastic cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "145209", "label": "pouring water out of plastic cup", "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": "cb99d79c5edebfb215731e4ad0fa307c980647d082a9817edab722ba7c363049"} +{"episode": 86330, "episode_seed": 24326358, "split": "train", "timestamp": "2025-10-13T03:45:44.405468", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 24326358, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching a book with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "87819", "label": "approaching a book with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "87819", "label": "approaching a book with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "87819", "label": "approaching a book with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "69c9a462dd45db7f00b8278cdebfe9b829ee829ae800c290fd3369dddac3b67f"} +{"episode": 86331, "episode_seed": 154632825, "split": "train", "timestamp": "2025-10-13T03:45:45.153370", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 154632825, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'metal button being deflected from box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "12110", "label": "metal button being deflected from box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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yk7epraN2VYZczJEMM+T6dTWVNcO/3RtHv1qUrgnaMnuf/r1C8BIyen6V0xsjOSKEjZJxkn1rqtLsVwrOfwFc5JEF7fnXX2CqQu4/n/hSrS0RmlqbVtGijEUeT+dSeS54LcnsOTVi0VXAU5IHYdK1BAsY2nC+w6muLm0KMJ7JicthR6tyaheFY/mPPu3T8q2p0ZmAVQvueTWZciGBiZWUn0PJoUmy0Z9x8yYAz/Ksu5eOIZkbHt/9ard3qTzEpbIAOm6sWVGLksS79yf88VtHXcuxHNdO5/drsX1PWqbEkk8sfU1d+zMcFunv0/LvStAFGSMfXrW8ZJbGckZjIx5NLbp+9IqzMuAeMD+dJpwX7S+7tirc/dMramtYW0jsAoJrqLTTWWMFyoqlpw+UYXB9TXQW8RZfmJOfTgVxVJllWaONVAGT+lVZFIB2qQPU8VvCyc9lQe3JqGSyRVJK5Pq1Rz2KRzvlNnOCT7CkMeOTwfzNac3p972WqZhkYMDhR7VcajKMSePBJ/nVRzgdP6VevZIrbO5wSew5JrEuLqV8hR5a+vetYJsGNuJFTJZgBWXPOT90cepqWQcnHJ7k1VkRj16V1QSRjI7HT1VcHgH866ezlUbQBk+prlLAHALyf8BUV01jkY2qF92rz5lnR2mWHzYUe/8AhV5yoQ4y7e3SqljbMQJG5HdmOBVme7hhQ4zIfyFYX5XcVr7GfdRuxK/dz/CorGuhBbj95IAw98mp9T1OVgV3bFI4VRjP9TXPTLJcBi5KL+tXFG0Y9xbvVVTKQrub9awbt55vmmcgf3QePxNaJVUysK59WJ/maryWrSfMzZx3I4/AVvBpDaMWRf7gwPXtVV4jgk/mf8K3JLfYckY9261Q0XT01rxM+mz6hNbKySmIpHuLOqFgvoBweT6e9ddK83ZHPUkoq7HaGfKmlwCScY/WuysSxwzvtH61wXhmaWWSYtISSEPP416BpsADK0h2+7f4VzYhWkwg7q509g2QNqAD+81aflErvkbjHVjgVm29zHEoEILN/eYfyFMurh5D8zM7/wB0cn/61cTl0LUGxt9e28Jwn7xvXoormb29ubltsfI9uAK0bq1ZgWmYKv8AdB/maz3VnUKi7E7HHJ+gq4mySRmPCqtlyZJT0/8ArVWe2eViSvHoOn4muhg0xmBLKQD155P1NJLaIgwBuYdB2FaqpYGzmjbYXO3OO56Cq0sfXb8x/vGtyaDa2ZOfQDpWDrryQWTPExRtwAx1rWD5mkjKWiuZ9wMepNdFYkcbiSfQVja7p1jbeHoNU07Vb6dWuja5uYVjW4ITc7xAc7VOFO71HuBt6a0UYBPzewravBwSuYwmp7HWaZ5jqABgei1r+Zb2yHedz45C8n8TWBBe5RUG1FP8K96urHLKo/5Zj1PJ/LtXnSZsodyvqGqP92MbARgKvU/jWHPDuO6diAf4fX6mtuSFCG8lc+sjHj8+9RQaXJK+7BP+0Rz+Hp/OnF2RqmkZK2cs8UjIu2ONcsB1x/QUw6eETdjAHOTwPw9a6cWMEUMiLu8xl2ko2MgnkH1HFVp4ADlvmbsPSr9oraEXbbOdNuT8yjp/E1U5kCgkfixrbuVwxAG5vrwKx7yRUzzk1cG2xMyLk4yeg9T1pNIYNcSnsMf1o0SCz1fxWNN1W+uLWCZ9iSxyxRrGepLGTjGM8DknA70ywt2s9c1SylW5U205jCTgCQYYj5tvGfXBx6V2yptU+Y51UTnynY2MuNoQc/ma6SyY5HmNj271zFhuYqoAX2UZNdVYQxooeRwpHY8sa86Zqa6Z2YVOvdqrXkPyl5W4A6scCnte7FIgQD/aPJ/+tWFfTy3LnaWkbpnPA/Gs+a+hUYMivr63gQiMb8fgKwLi+uLsER/Inr0FW5YghPnnc3ZQOPyqu0UkrbdpA/ujr/8AWrWNka2SMieMKepeTuT1/wDrVVa3Lnnp+ldH/ZxUH5FI/Qf41SmgAJ2ruPr2FbRmTIw3gAHA49T0qjKo5xz71oa0Hgsi6uQ24dKZ4j8N6p4f0DSb+9lnWa+MnmwGMgQYCFAx/vMrZx26dQa6qUXNXRzVJqLszY03l1XoPaumt3MEqqgH1PJoorhnuaI24JXfG5ifrUdzKwmWIHAPfvRRXI9zVFO4gjhBKrljnLNyaw5R5ssobooHA70UVvTKQW8KOiuyjg4C9h+FTXEaoCwGW9TRRTe5LMeeNWXe2SfeuTbU7jR/EL39rs8+Fm271yPmUqePoxooruwvxHLX2HeGnMTzhOOEGfzruLKRtoOaKKyxfxM0ofCbumu1wxV2O0HovGa21RUiwo2gelFFefI3MpVEtubiQbnycA9B+FWLe0iZyzAk4zk0UVfQTEnOHCAYX2qlOoSJiB0oopoSMe9+VMjqTgmuY8R/u7BgOfnHXvRRXTQ+NEVPhZka/wCKX1+C3hm0nTbYwIscUlqkilI1zhAC5ULzk4HJ5rb05mkkVCTjGeOtFFduL2Rz4bqdbYIsSIVAyx5ret180OHyVXjb2P1ooryJnUXrS1iddzL9B2FJOPnEY+VfQcUUVCJ6lOcBE+XjmqV0NpVQSN3U96KKpFIwNWlaGMCPAywH51iXKgbhycE9aKK6qewM5xddbSLy6jOnadfQzOHMd7B5gVkzggggjqcjOD3Bq7ot7carqmoaheymW5uHEsr9MsSc8Dp9KKK9Kr/AOGH8Q6y0mcSbFwq8cDit63mdRkUUV49XY7obGlbr50QeQlvbtUF85jUKmFBOOBRRWK3LKE0CLIoGcsOWPWrUNtEkeQgoorXoDKsw3yEN0A6Csy6UZxjAoopx3JOX8Q/LZlRwNymsPUfEWq6jplvpl3ezTW1tI8qCSRmJZ8ZySecbePTJ9aKK9XC/AcVf4j//2Q==", 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", "info": {"video_id": "12110", "label": "metal button being deflected from box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "12110", "label": "metal button being deflected from box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "12110", "label": "metal button being deflected from box", "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": "9ed36140056c55507757a1d5afb79a984e52b765e47a695bbf92a6f7e4785190"} +{"episode": 86332, "episode_seed": 1923713533, "split": "train", "timestamp": "2025-10-13T03:45:46.342417", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1923713533, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing a cabinet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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"info": {"video_id": "127703", "label": "closing a cabinet", "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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RYH2wRjn7o/lXBeErSDUrHM8jkqFwqnHH/wCsV3SthQB0FXDVEVNHY0YZQRjOeKkDAdOveqkTcU/zCCBgn6VrYzJd5Q5OW+lO8wN3qESbsZGD6GsLxhfXNj4fe4s5nhmEqAOhwcE8igDpVdWQ4PavFt/J+tb+o6pewaPHf2PiDUpVacwZnRUWYhcs8ffaD8pz6j6Dknvok/iLH/ZFZzKiX/NCg81nz6xtljSI4BkCs1Zt7rOxSAFQertVGymjuTKkb7m4ZSR/EOayextBJvU9Q0N1bU4WByPmPH0NdOknXBriPCEzyX6EbfJ8sleOcnOa7KNuauOqImrOxcjkG+rYZWUE8is9G5q2GwBWiM2TMcjANNEoAwc59ai83/ZOM07cPzpgSeYoxk9elc34xbH2L/gf9Ky49RmufGtxpdzq13aWrzbI2iljRY+hJJcYxjPHXOKx7291B9RurW8lupjbStGq3G0OnJHOOM8DpmplsNbj/NwKz73VmjbyIj+8ZTg+lE80ioSSqD865We9j/tFW87e+eADmsWaxtfU7yxvUl0xCWJkKEbeSSa7XRW2aFZq3BCcg15rbXtxa2kslqqltm8K3IwTz+XNekaS5OjWbH7xTJpwd0FVWZqCTv1+lWoJBwM9aoqxxVqFulbJGLLYKg8daaXKHJyRUfmYxwTzQJA3UYOehpgS+YGPWnxyKRwa5vxhfXFj4fa4tJnhmEqDenUAk5Fczq0vibRdJ068udUvVmu9/mRFcCLG0qCcfeIbOP8A69AXOSvrqS2g3oFJ/wBqoNCnm1eQ/aJGRQ2NsWFz/WiisDQ6K6AtoZWgVY2SMsGCjPCn1rnvDsriHVEz8sllMG9/lz/MUUUPoVDdnc+A3Y6fLyfuofx5FdgsjCUgHiiitKXwmdb42XUYsgJp59KKK1MiMMdp56dK8q1u/m03xtf3dvt82Kdtu4ZHK7T+hNFFDGcVrmoXOnpbpbSbN+QTgE8Y/wAawkubi9mRZ7iVwzYOWoorJmi2O10XSLO0h89Ig8pGdz8kfT0pLhA+turciWNd3+fwoorOWxcPiN/wFPICYwflbIrvyxVTg0UVVPYVb4ieGRiQKtg8UUV0GIwkjkHnpXOeOmI8MS/9doz+poopMZw+qeIH1iKGOTTrGAwoqRvbq6lUGflALEAc56dea86vNXvJXdBII1BxhBiiis2VErQp9onxIzHJ655roooI7SS2MKBTuOff60UVnPY0hudj4XkaLU41Xp5rp+Brt4mJ3c9PSiilS2HW3RL5jK4x6VcRiy80UVujBkgJpuTyueBRRTBHmuraw2m+I9UQ2NldxyzByl1DvAZRwQQQR16Zwe4Nc5rfiC/jeW+Lo9zdOXkd17n0HQUUVL2GtzlbnUby8Ym4uHcemcD8quafaRFPOIJYDjPQUUVD2LW51ukMWhTJ6Ar+B/8A1V6bYnbpNtj+7j9aKKypbs1q7IvAkA854zzU1vKxA6daKK6YnOy4tIxIwe4oopiRzXjliPDL8/8ALaM/rXAXGt6hfWMFhc3UssMLtIu92Yktjrk84xx6ZPrRRSA//9k=", 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"info": {"video_id": "127703", "label": "closing a cabinet", "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": "d9dcf4cf3842b0284a4f88f259dfe0879f76f73ed8bdcefb91461d1fdec67699"} +{"episode": 86333, "episode_seed": 707488652, "split": "train", "timestamp": "2025-10-13T03:45:49.161520", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 707488652, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a paper clip out of a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "91871", "label": "taking a paper clip out of a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "91871", "label": "taking a paper clip out of a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "91871", "label": "taking a paper clip out of a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "91871", "label": "taking a paper clip out of a box", "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": "f8116e2d5994e7b0f88be0d993ca295625736659119c403f04d819af164b9177"} +{"episode": 86334, "episode_seed": 99697086, "split": "train", "timestamp": "2025-10-13T03:45:51.316371", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 99697086, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) pointer of mouse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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uQR2rrbS/klsl3ECQDaSe9EEmx1ZSS0M7xFdrFY/Y4QNh+bPfcMVg6DqoSWW2duGG5c+vcVrXqG5nSNBvOegGK5LVLM6ZqEgEq70O7A9+a3joc9+p2tleu7NJgkZx9K0vt8MGzz5VQudqhj1NUvDl/Zto4JH70ZJXGdxI4FWRpUN+YPOiLmI7l5Iwf8itoRtsOviHUST6HR2dy/lF3/hFb6zuwEjNuL9T+tc4HSNFhJ5fitrTFLWkcuQQcqM+xxSq6I5qWrLksSyQqzBioO45/lWbMRGOMe9a8kgQB3GUPt0xXPz3IZiT3rkqa2OyitWNnnKRZBBz3rm77USu5CfpV281IQM0boCp6GuZvJ0vG2Rnvx9KxsdaZL9nupcu5KrjOO9ZGp2c00DSDc2xvyFdHYtl44pGBAHVjxiqPiTWYYrJ7K0VdzffcdxW0UlqjlqTk3ZnKWEapqCLKQPQ+9enpZw21hGIyMkjBz1HevI7eRvtiNIeM816xpVqy2uW/exhQyMvceldMWclRahp2nSJqc9wZ2dJcYjPRa6KGfy7qPbyoBU/WueuNeitwY4In3D+8MVa8O3c97eoWXKxv5jkj9KuTsjOKbZ2MCjbuyc9cD3qvezm1nhdDjdkKB+FW4HUuR/d/KsHxRILI2spZtrlwuemRgnH4EVzI6WXP7VMQLzy/IOi55J+lRNrHnEhMhj39a5A3ct4wMecHqSa1NOIiHmOwLDnNV6km7EgXLzH5TyDjOTXMeL5o5LQrCozEd4I6nnnmtC81CSTcqEc8HJrFnge4jeMDdlSoAFTfW5SiM8NakLiyaBj80R4Hsa13lJ9a4S2aTRNR3schG2SAdxXon2i0bSBtIMjqMDHOSev5V0p3RzyVmZ4vI47hI/MUSn5lQnkj6Vu2l26COYHY28YIrnYtFiuNUjvir+dGu0HdxjnqPxrYuZEEflBuUG78qbWmoLc3llPf+L5qdLAu1HbdhR948HNMt0KJG5wQyhqtM6owEvIbkHGa5L66HXbQy49VX7qqSxHU1Ru9cKSHYRuPFYcuoGOPYp5PHHWorVWnm8xxwO1JEnU2B80F5s5PT3rJ1GdE1dWGApGzitFZdtsVwAOmT2rltSkknmypHyHJb0qlLUGtDaafC4zTPNAIJ6VFpSpfAs7cKORmoXsRd3ULl2xExYKDwa6DC5oXU2YIpMbfnFX4ASm9eh/lWNqdzHCEt8jdt3YrYsJD5StnqoGMVhWNqWxow4RMhTx1rU0e1TUL6OFGHlqfMmP+yO349Kyrd96nI9j9KytNu9S/wCEnvdPXV7mxWQvtSJAclUyq9OB1NZR3NJbGh8aZjOmjeURuTzsgenyV4tdl2GVYg91Nb3iLX9TvWt2u7mW52qdu8525xWEshu5QCpyackXT+FFmzt28re56ircV2I9qMec9KnKeXadOlYU8w3s2SCOhp01rcdV6WN/UNTttMh8yEFrnbncegzXnN9O91dPM5JLHk+tbU0rXQbzGwAOtZRj3SBQM+1aGCR2/gKOG/tHgVyt6hBRP747iuq1a5m0gbBbK3uSQQfpXl1q15o95FJGzI/31dTjn2Nd3ceKdX8U2yJqDQyNGoHmeWFc/Ugc1rGZhKm7lKC7vb7Uozu+djhQD0r0y3T7HZQwb8EAAMe571yOi6bFZyLKwDOeC2OmfSt3xLdS2uiG4tpWSRJUCOnWpqTTLhGyOr0+3bUJ4Yc4EuCx9Fxz+lcBd3qxFiQep5xTtRvLqz0KHUdP1/UpN1z5AaZFjExC5Z48c7Qfl+b1H0qKUxsvzkEehrnkdFLdmLdX8N0djcEHIzVawtQzSTbeCxI+lW7+ztnQuq4I6GpooxBbYI/hrNnRFmNf3PlPsz2NYd2hbDNyD096vXOZrl36jOFHrSiyEyfMTntWq0Vjnk7u5iw2rSbnRclRuPsK7Pwr4wuNHR4Htobq3kGGhmGR9QeoP0qvp9gtvCCw5Y4IpDojRXG+Jcpn5uOlVdozaTNR0k1O7MkcHko/OM8Cuw0CzjsrdlX5s4yfU1g2EezZu4LHGPSun0tNqhySFf8An2ocmwUVE1LaJkkRSd7uSoA9zn+lYfxNkhZNEtI/le3M3mcZ3E7Of0NV9Lv55/GU9rNqt3aW/nFYXiljRYzjkkuMYAz75Nctr11qM2uTW17cXD+RLIuLnG9AD3xxngZxQnqLqTWnzOAi43cVoyFIYxtYYrLs8IF+YYAyxHantMbmXGW8vPQU+oFyJ/Mk5HOeBVlnW1DBCTLjBJHAzUdvB5cfm8h/T+lTCBZ0eRztC9T3b2ptJBc4nWoltrgyEZhmO0sezetdd4VddS0+GInM0HyOB3Xsaz9Siinhkidd4KFQPQmuU0zVtT8MayslrMySxH5WHcf1FOM7aEyhzanoer6jNpe6FbcE9m3cflWFpLXmpatsaThz85z0FS32vX3ikia5it436ExJsz9QK2NCs4LJ1AH3jy9VKqrChTd9TpzL5WxQcEc49RW/o1qt3qMcc23ykJdwT1A5A/PFcX4luprTRGubeRo5xIqrInUKTz+dZmr/APCTaF4e0y6uNTvUmui7SREY8nAUoCcfeIbOP/r1gjaTMKIlpgTya6LTYU8sMRyTRRQJ7hfTOsb4OMcCseJQ84RuVbJPvRRQgexreH7SKd71HBwsW8YPeriKIomZQMhSaKK6o7HLL4jivPku9R86Vsuxz7V3Ngd1ixPUdKKK56u500tjY06NTdRRHlWCk+/SuU1+/m03xxqF3b7fMjnbbuGRym08fQmiisluORytwq5wRnCjGaqW0a/aRwKKKo1p7FjUWK23BrlHYyMdx70UVcNhVSxGi+YFxwMCpYraJtST5ccDgfWiiqMTWuLWKe1cuozHypHarGhINqD1aiihiidjpnzSKp6CRh+QqbxVz4cVO3noOPTNFFSNmFr+uHVbe3ifT7KAwoqRvArqVQdFALEAd+nWrCxqx5GaKKiRpS6lK9xvCgADPQVHfOwsTg0UVC3OjocvbEsxye+K3bGNTjIoorXqcstjYiVUEzBRlU4JHSrluTK8ZY/eG449aKKUtxRNy4hjQ/Kig7R2qwHMUTFcfKu4exooojsNnPanfjSNb1GBbO0uomkVil1FvwwUEEEYPc5HQ9xXIaleT3+q/abmQvNcOXkbpknFFFUtyEXi5QAKAAQSalsHLuuf4RxRRTLOgA34B7HFWYlU3DKVBVWwB+FFFN7ELcxr4D7TIQAB6Dp0rnNQtYpLbzmX50O0EelFFSi0aGhxqY0B5G3NdXpH71ULd4z/ADooqCyXxQfM0WMHgGWMnH41yuq6xf3unwWNxcyywws0i73ZiS2OuTzjHHpk+tFFNGctz//Z", "info": {"video_id": "165156", "label": "touching (without moving) pointer of mouse", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "165156", "label": "touching (without moving) pointer of mouse", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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yNrVmWe5JmmUnae3tUpa6mzbtoFxbTIApc7m9K5e/spbeeQMCADxn0r0Jbu0tbQXNwEbHIXPJrz7XdSl1C/eX7qngKOw7VvCy2OOcnLc6vwbaQXCZyCyAfKTjnvW1qFkbyKSCCcxDf8rjngGuT8HRvPvEbjzU52H+IdxXdzzw6cqtJE+SMjAyK6Ys5Jbl2xj+zWy7zlgoGT1PFa2nyGWBFbgpwTXFS6/JNOmxCEB79TXa6UWj06NpVw7MXI7jd0H8qVV6WKpx1uaZQFNg6joT/SuLursqDgnNduY/PRUQtvPC7epz0/WvMry5QocOMiuWWx10t2Q3WqdQTgis2KObUZsRcjPX0qpeSrLnafmFT6DcSWlw3JKSHBHv2NSkm9TeTajobsFtFp0PmOczDnnpnt9a4fVtRkOom5+67EP+IrstQuNyZLDAB24FcrqWltNp0lySERHzuP8AF9K3SscnM3uag1UXEMLxn/WAHjtWxb3DHCkEY9a4bw3dQ22rRxXDb4QwNegTyRXE0YhyQinLYxkk5x+FbKN3ct4hqn7PoTafqEc7N9mlWQA7Wxzg11FlOxZ4Q2AQCRXMaRpdvpyu0UZRXbcQTnJrXsXW4vYtjDMhK/kM1cl7upxJ3lodBE/mOM7hg9vaqk0v2K4QrlZGJOAavQg7dmQCRWB4jvo4Gts/K/z54x6VzXub2NH+1TEC88vyDoueSfpUTax5xITIY9/WuQN3LeMDHnB6kmtTTiIh5jsCw5zR6gbsSBcvMflPIOM5Ncx4vmjktCsKjMR3gjqeeea0LzUJJNyoRzwcmsWeB7iN4wN2VKgAVN9blKIzw1qQuLJoGPzRHgexrXeUn1rhLZpNE1HexyEbZIB3FeifaLRtIG0gyOowMc5J6/lXSndHPJWZni8jjuEj8xRKfmVCeSPpW7aXboI5gdjbxgiudi0WK41SO+Kv50a7Qd3GOeo/Gti5kQR+UG5QbvyptaagtzeWU9/4vmp0sC7Udt2FH3jwc0y3QokbnBDKGq0zqjAS8huQcZrkvroddtDLj1VfuqpLEdTVG71wpIdhG48Vhy6gY49ink8cdaitVaebzHHA7UkSdTYHzQXmzk9PesnUZ0TV1YYCkbOK0Vl22xXAA6ZPauW1KSSebKkfIclvSqUtQa0Npp8LjNM80AgnpUWlKl8Cztwo5GahexF3dQuXbETFgoPBroMLmhdTZgikxt+cVfgBKb16H+VY2p3McIS3yN23ditiwkPlK2eqgYxWFY2pbGjDhEyFPHWtTR7VNQvo4UYeWp8yY/7I7fj0rKt33qcj2P0rK0271L/hJ73T11e5sVkL7UiQHJVMqvTgdTWUdzSWx1fxJvEZNOA+8vmZA9Plry681VIzghhVuPV7/VGY313LPsUbPMP3c9aguIreQEMoYn0pS3Lp/Cc/ciO6ZBGAd75+lW5kFrACOMDNLb2Ucd43ljhRUWtyYhWNercYqUrs2btExriZrjhTkgVjSxAttPTPJrXjgLHaM47kd6sQ6Ur3CEcp1Oa2OW5nWMs+l3UciAo3DKRxXd3Xip/EFjHDLp0AuEXDTxDaX9yOlZFxpiXkOB95DgHFT6Vp8tu2yRNpzz9Kak0Q4qRpaVpJaVZZ+3Kp6mu7WMyFAG2hfve/Fc5Yp5hRB13EflVzxHdXFpoYe0mdLgyou5Tg9eaHJsaSSOz0aWG1H2ydCYofkX/e6Zr5/uzIrsrE7STgivQdav7y18Nw3Flr2oSR/aDD++RUWY7dzPH3wDwc+o+g8ykv5Gyroealq6LpdSKGKSS5K7sj1rVA+zsOfrTNMhyfMxjNGpOEYj1qYrU3btE0bS5t5UkecnYoyQOprmfEusm5j+xw5W3X7q02W6MYKRk4Pas28QBgwOSRz7VuzkW5W0mVYNTheQZTcA30r2m208R2RubX9/bEBonPQ+2fUV43bWUssbPGpOwZPvXXeFfGmtaJbyWtrMPImHzxSIHQ/ge9VGVlYicLvQ09S1q7lLQJGIR0Yhs5/Gt7wbBNIrXMhO1Mqg9z1NYaWT6jdma42KDyVT1rt9HWOG2MUYCFcKFqp1E1ZE04W1NW2lLzOqtkdR7YI/rWB4/sylvo9yzYMzTBQOflGz+uaq2d09z40m0qbU7y0tmnKo0MsaLH0JLFxjGO3UnFYGs3WpPrE1leXNy6WssiKtzjenOOQOAeBnFYp6mpYtPmcBFxu4rRkKQxjawxWXZ4QL8wwBliO1PaY3MuMt5eego6gXIn8yTkc54FWWdbUMEJMuMEkcDNR28Hlx+byH9P6VMIFnR5HO0L1Pdvam0kFzidaiW2uDIRmGY7Sx7N6113hV11LT4YiczQfI4HdexrP1KKKeGSJ13goVA9Ca5TTNW1PwxrKyWszJLEflYdx/UU4ztoTKHNqeh6vqM2l7oVtwT2bdx+VYWktealq2xpOHPznPQVLfa9feKSJrmK3jfoTEmzP1ArY0KzgsnUAfePL1UqqsKFN31OnMvlbFBwRzj1Fb+jWq3eoxxzbfKQl3BPUDkD88VxfiW6mtNEa5t5GjnEiqsidQpPP51mav8A8JNoXh7TLq41O9Sa6LtJERjycBSgJx94hs4/+vWCNpMwoiWmBPJrotNhTywxHJNFFAnuF9M6xvg4xwKx4lDzhG5Vsk+9FFCB7Gt4ftIp3vUcHCxbxg96uIoiiZlAyFJoorqjscsviOK8+S71HzpWy7HPtXc2B3WLE9R0oornq7nTS2NjTo1N1FEeVYKT79K5TX7+bTfHGoXdvt8yOdtu4ZHKbTx9CaKKyW45GNYqN8i9gFH86uyRqkWQoz60UU2a09ijbH94x7k81g61IxvFGe+KKKI7lz2FtFDEZregjQQlsc0UVcTmkaAbZMIlACCMMMDvWxpsKPbSs43Hb3+tFFQxotwqFdyoA2jIwKh10B9FuWYf6p4mUe5bB/lRRVkyOa17XW1WGCKTT7KExKER4FcFUH8IBYgDnPTrXN3KKT90UUUmaUi5aKFgXArB1aV/PxnvRRRDc1nsUI1GGbvVgxI1s+VHTr+FFFaM5jS02GOK1QqvJPeke0ig1NFjGAxyRRRQT1OssAFjhYdWcKfpXV6bgRxtgEkkHNFFSWzmJdTNhrerbrOzu0lnyUuYt4BUZBHII68jOD3Fc5qN5Pf6sbm5kLzXDmSRumSaKKa3JL5coAFAAIJNS2Dl3XP8I4oooLOgA34B7HFWYlU3DKVBVWwB+FFFN7ELcxr4D7TIQAB6Dp0rnNQtYpLbzmX50O0EelFFSi0aGhxqY0B5G3NdXpH71ULd4z/OiioLJfFB8zRYweAZYycfjXK6rrF/e6fBY3FzLLDCzSLvdmJLY65POMcemT60UU0Zy3P/2Q==", 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", "info": {"video_id": "165156", "label": "touching (without moving) pointer of mouse", "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": "77d0d830fc7305e99bff08e1b328a679933abaaf3b0e1dd7bc9e686cdbc64aed"} +{"episode": 86335, "episode_seed": 92842467, "split": "train", "timestamp": "2025-10-13T03:45:53.489440", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 92842467, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling box from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "181298", "label": "pulling box from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "181298", "label": "pulling box from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "181298", "label": "pulling box from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "181298", "label": "pulling box from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "978180e638aa35e29a1ecac5f4a7453b68948dbb06e2773bb0c8e27e9a319a4d"} +{"episode": 86336, "episode_seed": 1301408905, "split": "train", "timestamp": "2025-10-13T03:45:55.510390", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1301408905, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'mobile falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "148163", "label": "mobile falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "148163", "label": "mobile falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "148163", "label": "mobile falling like a rock", "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": "c3d0a18204ecb3074296d6da3bc32a24ec2920c121fbb90789d37634cd2320ca"} +{"episode": 86337, "episode_seed": 2909964888, "split": "train", "timestamp": "2025-10-13T03:45:56.673107", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2909964888, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to squeeze a mouthwash'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "9796", "label": "pretending to squeeze a mouthwash", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "9796", "label": "pretending to squeeze a mouthwash", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "9796", "label": "pretending to squeeze a mouthwash", "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": "e2aff33b0536ca3276aeaf882ea7fdca19117a60fc0b2d5c362e6988cea1ef43"} +{"episode": 86338, "episode_seed": 3577558139, "split": "train", "timestamp": "2025-10-13T03:45:57.977706", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3577558139, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting battery on a flat surface without letting it roll'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "187656", "label": "putting battery on a flat surface without letting it roll", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "187656", "label": "putting battery on a flat surface without letting it roll", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "187656", "label": "putting battery on a flat surface without letting it roll", "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": "edfbad5e412e4e68e7f87d03a44f05639e10239efdb689ec15b023f98fee5a30"} +{"episode": 86339, "episode_seed": 2847869078, "split": "train", "timestamp": "2025-10-13T03:45:59.762292", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2847869078, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a blanket so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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NhdeSYFVeu0r0I4I/MGvYNcuoT/Z9yJFCeYcH2yB/SvM/HVqn/CQyxRlNl5/pNq47E43qfqc/jXjYSb5uVnp0JuMXHv8AmdX4W1+Mw+ROxWP/AFiknhcdRXmfirVTrHiq9uedpIEef7oGP8ankuLy0t47MMokAOSOwPbNZM9lO6pdLE3liQpvI4J7j3r0VQpxk6kd2ePTjWp/uqnQikIEakHjrx3qmQOQencVdmXafLVfunNUwvzt646+taR2Ke5Fp9usmoqkgPlqx3Yr1nRNRXRfBGqXinbcORHGfVjwPyyT+Fee20AjtVkUcyPuzWzrV55fh+xsV7uZX569h/M1y1V7Waj0/wAjSmrGNPOGdIyeF5P1qhuJbI60+MNPJsQFpHYKo9c1PFplx/bQ02Rdk4lETDrg56/1r1KjUIqPYKsnOVz1X4aaYdO8PXmtGNXkkBEafxAr93B9z/SuJs1aKaSWfYDMp4c4Oc/417DqNkuneF47OFhtgCKGUY3AHg15x440wQ34kg48+L7Ui5+8ekgH48/jXh0a/PVk+534aEHF05q6aOq8HXaf2XLYO4aUjzFce3Suf+LV3Ef7LsR98b5j7cAYrA0LVlt4vPMpVoWDAE9u9ZPiXUpNavZL9iS3VQewFdP1X997W/8Aw55VOs1elbZ/h0KUQ4zTCSAQc9f5U+E4TcTw3IBprBixGPQ10I0ZW4D9cZPIqo9vuvFRBw2Dx2zVsD96SRzj860dPgQ2stxgbsCPntjtTnLlVyDv/AZtdOuLq8fKwWtszA+gridV1STULma4mP725lLt7VqS3v2PwncxKRvumCE5/hHJ/pXJPLl2JPQcVOApJ1HUl/VjpU+SLt/Vx0j5lJGOv516N8KdFE+py6vOGWC1GEkzwr4yc/8AAc/nXmaZaQKuSfSvoTStLbw34FWCNVW5ZFMrA5DFiCT+uKzzCtywt1ZlSjzSueXect54h1C8Q7FlkklQ9uWyP0rvdGtbbxF4Qltr6INHHJuVejJ6lf1rj/FVm+i3n+jDZA2JkC9kfkD8DkflWh4T1145VaTBRj5bnPGD0/GsZRdWl7nTVHRjVTpThWvo1Z/166FT4m6JZaZNp1xaRLD5qtEyKMDC42n8j1rhduMHODjFdR8QtcGreJI44ifs8EfloSepzkn+X5VzLYMSkHow6VrQjKNNKW5hKSlqirK2OSPw9KjeB7jy41GWLAcemKsSxEEY7Y61a0wD7cobldpPHYit5O0bmR0PhKApqNnAOfKkzke3NU/Fetvqmv391uJDOY4/9xeB/LP40theizM8qZEhQ7SD0J4z+tc3O/71sHoxIrPB0+atzy/rqdEXyL5P/IWSThV6ACuv+G+if2x4jjkki321tiWUZx9P15/CuJJ3Ngdz0r3j4XaUumeHftMiATXT+YHHXb0C/wBfxqswrcsJS7mVNc0jF+IsUl9rUUhkzaQxNChA5DrywP1yD+FZehalFHq0N4rlpIwBswBursNYsvP0nXVEW57dzcIMdSpOR+K5FeUQstpqkewmS3chkYdSp7fXtXFhHzw5WduISnhWkryjqj2nWdUt7Tw5qOp5DR+QXXDcElcY/OvAIV7Z6V02s6615pn9lxuTCjEntmuXtd/3e8Zww9q3o4b2KetzihWdRJtWFxgNwOcH8ajGMHH1xVmYLGgU9T3/AFqrIqqS+ea6Isk0YYpLq2xCpZ0ODzgYr0fwJ4eWzU6leriUqSAf+Wa1yXhSyad45XX5RJvx2J7V6TqVwbLw5qMwUki3fGO5IwP51ls7I6qcdLs8g8aa7/wkHiW5uY2Jt1by4B6KOM/j1r0HwzIuh+BpJVlxI0Zfay4Kuwxx+GPyryOK2l/tFLaSJ1k3hWQjDD8DXoniTVRHpNjYQsWMo3EY5x91R+WanErm5aa6kUNZ80uhVk1Ob7BbfvHdwgijUnOGLHJ/KovFTm6utPCyHzIQ+dvbJGP1BpItOG2EXEoUBSVXOCD1/wAPyqtMUe/h27t5yOuc1dPD01KLT7m7xFWpGcWrcttOvqdHYeEbiS0j1PUVxDKQEU/xfXv9Ks+JbOGLTbeG1+WNJCdqjA7AjPr/APXrtNRuJF8M2oQx7z5bhjwAMck+1cs+kPesZ7m4kIdzkBeM+uew4q52TOW7lqzzW/j8qZRncSG69qzWJ3cYA967Hxlp0VlLZ+RDsRtxyWyzcDrXHMSCPlznqKcdTN7l2GQfY415+QnP8xTLqYzQqSeiioopCsbKvO8cD3ru/DOjo8UAuIg8ar90jqfU1mvcm2bU1zRsP8E+HorDTZNf1RAixKZE3DlUA6/U1X8DxnXPGN5rLlUcStKqMODuPT6gVe+JGpvZ6Da6dA+xbpyZQO6rjA+mf5U3wU/9l+FZboshyGkww5DdBj9KnETbpuXV6F8t5qCOn1PxXbyW97ZpGSwuBBH6EAc/rXLeLtS/tDwrbXa7TcWkq+XIowdpOCPzArn1vHaO42El5HOw+pPGfyqW8lcaLFarEwRdu4N1yP8A69YU8G4NSXc6HWpNShTV2le/YgSJdQSCOztyGflgoxz71vQ+FVt9Lubu5QTSGA7FAxsP09etdX4B0+xHh24maJTM4dd7j0GRg9qzbu6lu4Fgs4JJkZPmzz82QcgV2yXJojkqVHVlzyPOp4NoVlTAUbhzmqWSZM/KcrXcTeHHdVNzcLAHzhV+Y1xXl4JPHyk/jxSTuZNFdid3YD3q5Zvi2kjGfvBj7jpVJiVYfLkHk0+OYwgsDwV2/SnUjeIo7k89wZLYrnhc/wA6yd/PWrDS4gce9UA3zGtqXuU7FTd2/wCtkjrvAWlnVfEURO1lgPmsr9Gwelezapr1gthfWRlAeBkiC993XA+nSvPvhyi2Gj3OoSLGwOX54YbRxj681lvqbMb24J3OZTIue7HIH+NeXXpyxFVpdDpw6pxhzVHZHQeNr2GfRNO1BQR5J+yzRk5DRvznPqCDXItHLptsI4Lkt53OQOgq3qFxHN4etrEsZWYq7H6Zz+proNF8EyzaOup3bYgQALHnJI9cen866MPSlTjZ9Gx16lKpHlSunZq/TucJPYXV1byXCRsyxMu6XHGTUM0YA2FSCRk16jr9nBFoTQWy+U25chRgAgZwfzPTvXnl9BtnX5sjOSD1ArXmvqclrGXLzg5PODT4H8qZGHygH9DSSLkkKcEDFRAhPlY5GOtVa6sIuSuVnKA9BWVdN+/bHTNaul2E+qarBbRgl3PJx0HrXfaz4D0nT9BuZZWC3CxF1JPOQM0Un7NW6m3I56ra3/BPN9Es21HWrW2Ugb3Ay3QV7TqutNoj6TaWiLD8/mOnUAAYA/nXmHw9gWbWi7hSVXAVu+fT0xWtrOpHVPETeQCyxNtUA5yBxx+X61y14e2q8nRIvDuME5yVzodM16eXV3Mr5ldA8mOgyeB+RriLKaSBr238slTI/lHr3OcflWpbR3VuJpmcRtP3I5BHTn2rY+HmnWt1rbtdxCTy1LAMNwyD39fWtKWFUJPtoavFTlCNSKtul6GVpnhS4vyrSgxwggsDw5FZmq2EFrfXccCOiCUquR0r1TWryHT9SvEttzOsi7YkHG04J/nXGXWl3l+8s0cDKp5Ly8DHuT1q23fU5LHC3zAKg4LZ6VFBA1xPHFjcxPTsK0hH5Fs04TfIMbB1xnuff0/P0pNE1GGK+X7WgBPy+ZjpTS925K1Z6F4csPJt4wF6Cuvls1ubBoX6NjP86o6NEpiQrgqRkEVuOyRxMzHCqMk1idq0PGPFNlHH48JCgnyEZxn+LBH9KxNWvJLjxEqxkkxMkceT3GB/PNamragLvxRqV+UIHmYVT/dUAD88Z/Gsbw/CdR8XWUTc75gx4z05p3tJyfRGF97dWek+I9Ks5YY7yA4LHcwU/d9Rn8a4uMFtXtyv3QxP4V3GrMkNo1nEQ6hiWYDj3FcjFPbm/kbnCnAKjP14/KssvbcNej/Q3rzV229XH9T0xdQE3hiMlc+W20KeuMZ/xrKWaeV/It9m1MqxboMHgH/PeodLl+0acBvIjWQk46n5ccVl2Zmv/FdxpA1S5soD5vkiJA25lTcF9hweT6etdE9ZHInZGf44+S1sVBdpFV9zN36dB2rmdNs47lHmuXaO3jBxtGTK4H3B/MnsPen6lqF1ewIbi4eXjq7dM1HZxyaii20YxEuFLjrj0FVCyWpLTk9B2kRWs+qLHJmJg2FVuh/+vXrOkWXlxLivPrzwo6WCT2zs+OMH7yntz6fy4r0Hwbem/wBBt55DmUApIfccVE9dUdNL3fdZynxR0ueVbK+jG6KIeU47gseD/SsjUdRay8LQWIY7pHxhhyFUdPzP6V2nj+6gTRltWYebNKm1fUKcn+VeWeILjfPBFn5YkA655PJ/pUW5pRT6BJ8s3JHWWuny2/h+2vYIfNWaMS7m/IgfTFZOqXEjRlyCpbBxXa6AZIvCkdi4CxrAHBPXJwcVyOoW3mzAAjDt8oz2B6fpU4as5ykn0ZryJOM4q3uyT+656N4LlT/hH5rbdgkF1A9O/wBR0quJ4rbezneOFU4529Mfnms7w9cG0SbAYEwt+eOOKr+IFntNMe5jkaNt67UU+pzzXTV3scUdjYRzeRSbl2RgZBxhmwOgH4da8ouDttjg8gc5rttVlMGjQ6pYazqEoa5NvuuIljW4wmWeLHO1Sdp3eo+g4e53SWxOdg9D1NRFWBu5VaQsu1OWpoTBw3Pf2oUhQOy47VIMM2CRj0rZEFaaIiMuB8p7elUVBaTA6k4raRF+6wJXp7GqsVtH/ayImSowxzzVN2iO91Y7C51BtL8IR2Sk75WCAEfMFXkj8zTre0itNMtbqdGk8xVkDDoARxmub8Q3Je4ghBO2FMYznk8n+lenWEKSeDILKWHL28Kje3oe305rzZVHRjGS6vU7IU4Vf3cl0/FnG31wjugUAJ5g2+1es2jyr4DiSNvmaIKMj7pBFeRXcDS3kQCkDzFIx6DvXp+k3zN4ZmjbAKMNg68n/wDVXff3XbzM6rbUHLflRmtpX29nuJ7mR8kDK4+YduvQc1zPi/T4LF7T7PFtV1bLM2S3T9Kv6dem/wDGEmlXWp3dnavJsRopYkWHoTuLjGOvA5JwK5zXTef2nPZ3Ut232WWSMJc4DqN3Q44B6ZxmsbPcxbWxzTti4kCjPP4CpIoC25lyzDnPpUbhPNdQNoPPFdH4VtPtF3H5i5Tkn3PYVpeyuKMbux2ngDQFsovt1wv71xnn+EVxHj3xFc6pr1yYndbIfu4wOhAGM167YKsOmyITgFCCfTg143r2kXNnpFtPIQVnbGPSlBpu7N6icY2iO8PTf2bo1xeZIcIzLkZGfujHvzWj4AtTq1xqMQOJvLV42PXrggfhz+FYN7Mtvo4t1ONxBP0A/wD1V1Xw4sZv7OuL5CVXzgpIOOAP/r1x1nalOfcqjJwcbEGowXFo8sU0m9UfC+tbnw0mWK+aSQ4DM0fPHU8friqfiJop7qaYEiNWJB9ead4ej+xywYBzu4IPvXXh5OUE32QVkoxcYv7T+Wi/zOx1BUTVZGZgV35bPB3Y4Jqr9riu5fKRfO8wEkenHf261leK7q5NpPeW8jxFpwu8dSNx6D+tZ2tWGu+H9C0u6nu7tJLvzPMiK4EOApUMcfeIbOO351LVzBux57GDc3UcMjNtZixwec9K0NQs4oUYruJTbgk880UVq9yVseqeApnl8N25c5KkqCfQVpeJ7mSDSnMZwWIU/QmiisftnWvgPMfE0CRXokQYMqfMO3HFZHh79zeRXScTJIFDexGD/Oiion8MjKOx6B4wka20WIw/KdrHI9TXO+D4I5r1RKgcHOQe/NFFZ5d/DZpitofP8zsILWO3ieKPKqZSevSuL1DU7jSfF1xeW2zzYpn27lyPmUqePoTRRXT9pnM9jmZlDytCfuDatdjodrDHEqquBxRRSlsaUtzsZokGh3GBjEJIPoQMj9RWP4InePQJipGftT/0oopR2Nn8SOZ8WTST+IkeRyf3ZUDsAD2rjr8l7w7jnJooqo/GYvqex6gxFtBbrgRrbqeB1471wmoyv/a4j3YVFyMdiaKK5Mu3kaYn+HB+b/JHQ6BldQK7mP7o9TmrPiYB9AZ2UEl0PPueaKK7KnxmC+E5jxL4nl1ewijbTdPtmgRY45LZHUog6IAXIA5zwOTzWPdf6hRRRT6kIox8pg+lPRQRnvgUUVaET243hVboQDU7QpHfo69XTn8CR/SiilV+EcdzKkJl1aMOc7pBn/vqvatcxBFFDEAiSIu7bRRXm4z4of12Oyh8Zx4HmaqYm5UICPzrptJBe28vcwVpQDg+gaiivTl8LOSDbjG/Zfkc1qGrf2PrOpRLp9hdwyS7/Lu4d4VlHBBBBHU5GcHuDWLeXlxqN9NeXUhkuLhjJI54ySfTtRRWS2DqYcoxL9TivQfCsCIkLAc0UU5bGlLc7e8X/iTzqCRlccVz3ia0hk8OgMv3IWZfYgCiioR0T+FnluoDckYPTGK9D8CIG0YWTcwCdyR/e570UVzYr+D8zOG6MTxHK32yOAYCF+cfXpVywjEctm4LZeRScn3oorrw38FE4n+PL1/RGz4qJOiyEk8ToP1Nclfa9qV5p1vp1zdzTQQO8i+ZIzElsZySecY49Mn1oopR2MZbn//Z", 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", 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", "info": {"video_id": "100211", "label": "poking a blanket so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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IplYHIYsQSf1xXnfiqzfRbz/RhsgbEyBeyPyB+ByPyrxadfnrSf3HXh6MZwlTl1R2GjWtt4i8IS219EGjjk3KvRk9Sv61ynxN0Sy0ybTri0iWHzVaJkUYGFxtP5HrVvwnrrxyq0mCjHy3OeMHp+NYXxC1wat4kjjiJ+zwR+WhJ6nOSf5flVKjUjX5l8O5wU6sXF076rT7jlnO1B+dVCByD07irj/NGu3nnmqgX529cdfWu6IS3ItPt1k1FUkB8tWO7Fes6JqK6L4I1S8U7bhyI4z6seB+WSfwrz22gEdqsijmR92a2davPL8P2NivdzK/PXsP5muSqvazUen+RdNWMaecM6Rk8LyfrVDcS2R1p8YaeTYgLSOwVR65qeLTLj+2hpsi7JxKImHXBz1/rXqVGoRUewVZOcrnqvw00w6d4evNaMavJICI0/iBX7uD7n+lcTZq0U0ks+wGZTw5wc5/xr2HUbJdO8Lx2cLDbAEUMoxuAPBrzjxxpghvxJBx58X2pFz949JAPx5/GvDo1+erJ9zvw0IOLpzV00dV4Ou0/suWwdw0pHmK49ulc/8AFq7iP9l2I++N8x9uAMVgaFqy28XnmUq0LBgCe3esnxLqUmtXsl+xJbqoPYCun6r++9rf/hzyqdZq9K2z/DoUoxxmoJMEZ7dQKnhOEDE8NyAaiCqUOMcHFbrc0ZWUFgc9+OO/Fael2n2QR8/PKvzVnkBQQp5HIrbeYLLE4AwFB496is3awoK7NjxbqGy00rTVYGOCIysM926fpn8645nYqTk5Y1sXEU+taykMQzJK20Y6AdK6PxXpFh4Z8GRWIUNfXUysWb72F5J9hyBXRhmqVPl6s2ldxfk3/kcZpNm+papb2cYJaVwnAzj1Ne7eINNjfQbPw/H92RNsbjjlR8mfx6/WvO/hTppk1z+0GyvkKfKJHBJ4P6Zr03XLqE/2fciRQnmHB9sgf0ry8fVbqKK6Dw8Xujx+e5NhdeSYFVeu0r0I4I/MGu/8La/GYfInYrH/AKxSTwuOorlPHVqn/CQyxRlNl5/pNq47E43qfqc/jWLJcXlpbx2YZRIAckdge2a6YQhXp2l1NMwdWbjWprbR/wCRB4q1U6x4qvbnnaSBHn+6Bj/Gs1gCFYHqCBinz2U7ql0sTeWJCm8jgnuPemyqF+QZG1ga1UVGyWyOW7a1KkrY5I/D0qN4HuPLjUZYsBx6YqxLEQRjtjrVrTAPtyhuV2k8diKuTtG5B0PhKApqNnAOfKkzke3NU/Fetvqmv391uJDOY4/9xeB/LP40theizM8qZEhQ7SD0J4z+tc3O/wC9bB6MSKzwdPmrc8v66nRF8i+T/wAhZJOFXoAK6/4b6J/bHiOOSSLfbW2JZRnH0/Xn8K4knc2B3PSvePhdpS6Z4d+0yIBNdP5gcddvQL/X8arMK3LCUu5lTXNIxfiLFJfa1FIZM2kMTQoQOQ68sD9cg/hWXoWpRR6tDeK5aSMAbMAbq7DWLLz9J11RFue3c3CDHUqTkfiuRXlELLaapHsJkt3IZGHUqe317VxYR88OVnbiEp4VpK8o6o9p1nVLe08OajqeQ0fkF1w3BJXGPzrwCFe2eldNrOuteaZ/ZcbkwoxJ7Zrl7Xf93vGcMPat6OG9inrc4oVnUSbViTLGTPynK1ExO7sB71Y8vqePlP8ASqzEqw+XIPJrqiQy7Zvi2kjGfvBj7jpTJ7gyWxXPC5/nUEcxhBYHgrt+lQNLiBx71EYfvbmifuetvzK+/nrXT+AtLOq+IoidrLAfNZX6Ng9K5EN8xr1P4cotho9zqEixsDl+eGG0cY+vNVjKrjBtegoLmmeg6pr1gthfWRlAeBkiC993XA+nSuK8bXsM+iadqCgjyT9lmjJyGjfnOfUEGuffU2Y3twTucymRc92OQP8AGmahcRzeHraxLGVmKux+mc/qa86nhJwkpeZ6DqUYXUX7yKjRy6bbCOC5LedzkDoKz57C6ureS4SNmWJl3S44ya7vRfBMs2jrqd22IEACx5ySPXHp/OtDX7OCLQmgtl8pty5CjABAzg/menevQbcfdZw1FCU3OEbXPLpF8tlXbyVJP1qqxO7jAHvWtqMOyZTnPJOPTisliQR8uc9RQjN7l2GQfY415+QnP8xTLqYzQqSeiioopCsbKvO8cD3ru/DOjo8UAuIg8ar90jqfU1mvcm2bU1zRsP8ABPh6Kw02TX9UQIsSmRNw5VAOv1NV/A8Z1zxjeay5VHErSqjDg7j0+oFXviRqb2eg2unQPsW6cmUDuq4wPpn+VN8FP/ZfhWW6LIchpMMOQ3QY/SpxE26bl1ehfLeagjp9T8V28lve2aRksLgQR+hAHP61y3i7Uv7Q8K212u03FpKvlyKMHaTgj8wK59bx2juNhJeRzsPqTxn8qlvJXGixWqxMEXbuDdcj/wCvWFPBuDUl3Oh1qTUoU1dpXv2IEiXUEgjs7chn5YKMc+9b0PhVbfS7m7uUE0hgOxQMbD9PXrXV+AdPsR4duJmiUzOHXe49BkYPas27upbuBYLOCSZGT5s8/NkHIFdslyaI5KlR1Zc8jzqeDbsZUwqjcOc1QxgNwOcGu6m8OO4U3NwsAfOFX5jXEzBY1Cnr0zU3MmisMYOPritCGKS6tsQqWdDg84GKzpFVSXzzXV+FLJp3jldflEm/HYntRNJoqmveOt8CeHls1OpXq4lKkgH/AJZrXnnjTXf+Eg8S3NzGxNureXAPRRxn8etev6lcGy8OajMFJIt3xjuSMD+deCxW0v8AaKW0kTrJvCshGGH4GnTfVmlZWSSPXPDMi6H4GklWXEjRl9rLgq7DHH4Y/Kudk1Ob7BbfvHdwgijUnOGLHJ/KrXiTVRHpNjYQsWMo3EY5x91R+Waz4tOG2EXEoUBSVXOCD1/w/KuWjSjUfPPqzWVaVCl7i9X26C+KnN1daeFkPmQh87e2SMfqDWzYeEbiS0j1PUVxDKQEU/xfXv8ASucmKPfw7d285HXOa9g1G4kXwzahDHvPluGPAAxyT7V1QpxhTshYmU/aNS666bbHF+JbOGLTbeG1+WNJCdqjA7AjPr/9euA1CEK23JYnP4V6U+kPesZ7m4kIdzkBeM+uew4rl/F+nRWc1oIIdkbbiSWyzcDrUpnO0cfLzg5PODT4H8qZGHygH9DSSLkkKcEDFRAhPlY5GOtaWurEFyVys5QHoKyrpv37Y6ZrV0uwn1TVYLaMEu55OOg9a77WfAek6foNzLKwW4WIupJ5yBmik/Zq3U25HPVbW/4J5volm2o61a2ykDe4GW6CvadV1ptEfSbS0RYfn8x06gADAH868w+HsCza0XcKSq4Ct3z6emK1tZ1I6p4ibyAWWJtqgHOQOOPy/WuWvD21Xk6JF4dxgnOSudDpmvTy6u5lfMroHkx0GTwPyNcRZTSQNe2/lkqZH8o9e5zj8q1LaO6txNMziNp+5HII6c+1bHw8061utbdruISeWpYBhuGQe/r61pSwqhJ9tDV4qcoRqRVt0vQytM8KXF+VaUGOEEFgeHIrM1Wwgtb67jgR0QSlVyOleqa1eQ6fqV4ltuZ1kXbEg42nBP8AOuMutLvL95Zo4GVTyXl4GPcnrVtu+pyWOLn+W1ODkgc1TaQsu1OWq1cbpLY87B6HqapqQoHZcdqqJDAJg4bnv7VFNERGXA+U9vSrIwzYJGPSnoi/dYEr09jWqEnZ3MVQWkwOpOK9AudQbS/CEdkpO+VggBHzBV5I/M1x8VtH/ayImSowxzzV7xDcl7iCEE7YUxjOeTyf6Vz1lzzivma0ny3kdJb2kVpplrdTo0nmKsgYdACOM1XvrhHdAoATzBt9q7KwhSTwZBZSw5e3hUb29D2+nNcTdwNLeRAKQPMUjHoO9Z4au6jd3s/wOpQUHzQVk4u/qra/ieu2jyr4DiSNvmaIKMj7pBFc+2lfb2e4nuZHyQMrj5h269BzWlpN8zeGZo2wCjDYOvJ//VXKWU93qni240r+1riyhxIY1jTd8wTcE9AOCcn0rapduxxp2Rm+N7CGwS2+zx7QyuSxbJbGP8/jXOabZx3KPNcu0dvGDjaMmVwPuD+ZPYe9Sanf3d5bR/ariSXAPLn7ueuKis45NRRbaMYiXClx1x6CiFktRNcz0HaRFaz6oscmYmDYVW6H/wCvXrOkWXlxLivPrzwo6WCT2zs+OMH7yntz6fy4r0Hwbem/0G3nkOZQCkh9xxUT11R00vd91nKfFHS55Vsr6Mbooh5TjuCx4P8ASsjUdRay8LQWIY7pHxhhyFUdPzP6V2nj+6gTRltWYebNKm1fUKcn+VeWeILjfPBFn5YkA655PJ/pUW5pRT6BJ8s3JHWWuny2/h+2vYIfNWaMS7m/IgfTFZOqXEjRlyCpbBxXa6AZIvCkdi4CxrAHBPXJwcVyOoW3mzAAjDt8oz2B6fpU4as5ykn0ZryJOM4q3uyT+656N4LlT/hH5rbdgkF1A9O/1HSq4nitt7Od44VTjnb0x+eazvD1wbRJsBgTC35444qv4gWe00x7mORo23rtRT6nPNdNXexxR2NiNzdxSZXZGBkHGGbA6Afh1ryK/YAKOrbuld5qspg0aHVLDWdQl3XJt91xEsa3BCZZ4sc7VJ2nd6j6DkBH5Ns84TfIMbB1xnuff0/P0qIx1E5XM2CBrieOLG5ienYV6n4csPJt4wF6CvPdE1GGK+X7WgBPy+ZjpXsejRKYkK4KkZBFKpe5vRSsXpbNbmwaF+jYz/OvJvFNlHH48JCgnyEZxn+LBH9K9ndkjiZmOFUZJrxHVtQF34o1K/KEDzMKp/uqAB+eM/jUXaTKq7WMvVryS48RKsZJMTJHHk9xgfzzXoniPSrOWGO8gOCx3MFP3fUZ/GvNvD8J1HxdZRNzvmDHjPTmvTdWZIbRrOIh1DEswHHuK56zcKlOMehpTd1NPZpr8Dh4wW1e3K/dDE/hXqy6gJvDEZK58ttoU9cYz/jXmcU9ub+RucKcAqM/Xj8q7HS5ftGnAbyI1kJOOp+XHFejJ2gc9SSlJOO1l+RMs08r+Rb7NqZVi3QYPAP+e9c14wAWOwTLM4VwzPx6duw61dsJluvF0mkXGpXdlaSSlI3hkjjWPoSWL8Yxn3J4rmtdN2NVuLS6luW+zSvHsuMB1AOPmxwDwM4rFLqQ5dDm3bFxIFGefwFSRQFtzLlmHOfSo3Cea6gbQeeK6PwrafaLuPzFynJPuewrS9lcmMbux2ngDQFsovt1wv71xnn+EVxHj3xFc6pr1yYndbIfu4wOhAGM167YKsOmyITgFCCfTg143r2kXNnpFtPIQVnbGPSlBpu7N6icY2iO8PTf2bo1xeZIcIzLkZGfujHvzWj4AtTq1xqMQOJvLV42PXrggfhz+FYN7Mtvo4t1ONxBP0A//VXVfDixm/s64vkJVfOCkg44A/8Ar1x1nalOfcqjJwcbEGowXFo8sU0m9UfC+tbnw0mWK+aSQ4DM0fPHU8friqfiJop7qaYEiNWJB9ead4ej+xywYBzu4IPvXXh5OUE32QVkoxcYv7T+Wi/zOx1BUTVZGZgV35bPB3Y4Jqr9riu5fKRfO8wEkenHf261leK7q5NpPeW8jxFpwu8dSNx6D+tZ2tWGu+H9C0u6nu7tJLvzPMiK4EOApUMcfeIbOO351LVzBuxxF1/qVFUY+UwfSiitIkMeigjPfAqe3G8KrdCAaKK0QidoUjv0derpz+BI/pWVITLq0Yc53SDP/fVFFYP4maR+E9q1zEEUUMQCJIi7ttceB5mqmJuVCAj86KK5Mu+F+ptWbVvR/nE6bSQXtvL3MFaUA4PoGrldQvpdG8UXN5ZhFkhkfYGXI5UqePoxoorsl8RzvY5u5jUxxxnOOFz3xXV6HawxxKqrgcUUVMtjWludjNEg0O4wMYhJB9CBkfqKx/BE7x6BMVIz9qf+lFFKOxs/iRzPiyaSfxEjyOT+7KgdgAe1cdfkveHcc5NFFVH4zF9T2PUGItoLdcCNbdTwOvHeuE1GV/7XEe7CouRjsTRRXJl28jTE/wAOD83+SOh0DK6gV3Mf3R6nNWfEwD6AzsoJLoefc80UV2VPjMF8JzHiXxPLq9hEjabp9s0CLHHJbI6lEH8ABcgDnPA5PNc5GDc3McMjNtZtxwec9KKKtGaNDULOKFGK7iU24JPPNeqeApnl8N25c5KkqCfQUUVE/hOil8RpeJ7mSDSnMZwWIU/QmvMfE0CRXokQYMqfMO3HFFFZv4R1PiMjw9+5vIrpOJkkChvYjB/nXoHjCRrbRYjD8p2scj1NFFcWJ/jxOih8T+f5HO+D4I5r1RKgcHOQe/NdhBax28TxR5VTKT16UUV6dTY4YnIajrb6Vr2oxGwsLyGWfcY7uHeAyg4IIII68jOD3BrDub+51LV7y7u5PMmmIkkbGMsevFFFR0J6mTKMS/U4r0HwrAiJCwHNFFOWxrS3O3vF/wCJPOoJGVxxXPeJrSGTw6Ay/chZl9iAKKKhHRP4WeW6gNyRg9MYr0PwIgbRhZNzAJ3JH97nvRRXNiv4PzM4boxPEcrfbI4BgIX5x9elXLCMRy2bgtl5FJyfeiiuvDfwUTif48vX9EbPiok6LISTxOg/U1yV9r2pXmnW+nXN3NNBA7yL5kjMSWxnJJ5xjj0yfWiilHYxluf/2Q==", 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IplYHIYsQSf1xXnfiqzfRbz/RhsgbEyBeyPyB+ByPyrxadfnrSf3HXh6MZwlTl1R2GjWtt4i8IS219EGjjk3KvRk9Sv61ynxN0Sy0ybTri0iWHzVaJkUYGFxtP5HrVvwnrrxyq0mCjHy3OeMHp+NYXxC1wat4kjjiJ+zwR+WhJ6nOSf5flVKjUjX5l8O5wU6sXF076rT7jlnO1B+dVCByD07irj/NGu3nnmqgX529cdfWu6IS3ItPt1k1FUkB8tWO7Fes6JqK6L4I1S8U7bhyI4z6seB+WSfwrz22gEdqsijmR92a2davPL8P2NivdzK/PXsP5muSqvazUen+RdNWMaecM6Rk8LyfrVDcS2R1p8YaeTYgLSOwVR65qeLTLj+2hpsi7JxKImHXBz1/rXqVGoRUewVZOcrnqvw00w6d4evNaMavJICI0/iBX7uD7n+lcTZq0U0ks+wGZTw5wc5/xr2HUbJdO8Lx2cLDbAEUMoxuAPBrzjxxpghvxJBx58X2pFz949JAPx5/GvDo1+erJ9zvw0IOLpzV00dV4Ou0/suWwdw0pHmK49ulc/8AFq7iP9l2I++N8x9uAMVgaFqy28XnmUq0LBgCe3esnxLqUmtXsl+xJbqoPYCun6r++9rf/hzyqdZq9K2z/DoUoxxmoJMEZ7dQKnhOEDE8NyAaiCqUOMcHFbrc0ZWUFgc9+OO/Fael2n2QR8/PKvzVnkBQQp5HIrbeYLLE4AwFB496is3awoK7NjxbqGy00rTVYGOCIysM926fpn8645nYqTk5Y1sXEU+taykMQzJK20Y6AdK6PxXpFh4Z8GRWIUNfXUysWb72F5J9hyBXRhmqVPl6s2ldxfk3/kcZpNm+papb2cYJaVwnAzj1Ne7eINNjfQbPw/H92RNsbjjlR8mfx6/WvO/hTppk1z+0GyvkKfKJHBJ4P6Zr03XLqE/2fciRQnmHB9sgf0ry8fVbqKK6Dw8Xujx+e5NhdeSYFVeu0r0I4I/MGu/8La/GYfInYrH/AKxSTwuOorlPHVqn/CQyxRlNl5/pNq47E43qfqc/jWLJcXlpbx2YZRIAckdge2a6YQhXp2l1NMwdWbjWprbR/wCRB4q1U6x4qvbnnaSBHn+6Bj/Gs1gCFYHqCBinz2U7ql0sTeWJCm8jgnuPemyqF+QZG1ga1UVGyWyOW7a1KkrY5I/D0qN4HuPLjUZYsBx6YqxLEQRjtjrVrTAPtyhuV2k8diKuTtG5B0PhKApqNnAOfKkzke3NU/Fetvqmv391uJDOY4/9xeB/LP40theizM8qZEhQ7SD0J4z+tc3O/wC9bB6MSKzwdPmrc8v66nRF8i+T/wAhZJOFXoAK6/4b6J/bHiOOSSLfbW2JZRnH0/Xn8K4knc2B3PSvePhdpS6Z4d+0yIBNdP5gcddvQL/X8arMK3LCUu5lTXNIxfiLFJfa1FIZM2kMTQoQOQ68sD9cg/hWXoWpRR6tDeK5aSMAbMAbq7DWLLz9J11RFue3c3CDHUqTkfiuRXlELLaapHsJkt3IZGHUqe317VxYR88OVnbiEp4VpK8o6o9p1nVLe08OajqeQ0fkF1w3BJXGPzrwCFe2eldNrOuteaZ/ZcbkwoxJ7Zrl7Xf93vGcMPat6OG9inrc4oVnUSbViTLGTPynK1ExO7sB71Y8vqePlP8ASqzEqw+XIPJrqiQy7Zvi2kjGfvBj7jpTJ7gyWxXPC5/nUEcxhBYHgrt+lQNLiBx71EYfvbmifuetvzK+/nrXT+AtLOq+IoidrLAfNZX6Ng9K5EN8xr1P4cotho9zqEixsDl+eGG0cY+vNVjKrjBtegoLmmeg6pr1gthfWRlAeBkiC993XA+nSuK8bXsM+iadqCgjyT9lmjJyGjfnOfUEGuffU2Y3twTucymRc92OQP8AGmahcRzeHraxLGVmKux+mc/qa86nhJwkpeZ6DqUYXUX7yKjRy6bbCOC5LedzkDoKz57C6ureS4SNmWJl3S44ya7vRfBMs2jrqd22IEACx5ySPXHp/OtDX7OCLQmgtl8pty5CjABAzg/menevQbcfdZw1FCU3OEbXPLpF8tlXbyVJP1qqxO7jAHvWtqMOyZTnPJOPTisliQR8uc9RQjN7l2GQfY415+QnP8xTLqYzQqSeiioopCsbKvO8cD3ru/DOjo8UAuIg8ar90jqfU1mvcm2bU1zRsP8ABPh6Kw02TX9UQIsSmRNw5VAOv1NV/A8Z1zxjeay5VHErSqjDg7j0+oFXviRqb2eg2unQPsW6cmUDuq4wPpn+VN8FP/ZfhWW6LIchpMMOQ3QY/SpxE26bl1ehfLeagjp9T8V28lve2aRksLgQR+hAHP61y3i7Uv7Q8K212u03FpKvlyKMHaTgj8wK59bx2juNhJeRzsPqTxn8qlvJXGixWqxMEXbuDdcj/wCvWFPBuDUl3Oh1qTUoU1dpXv2IEiXUEgjs7chn5YKMc+9b0PhVbfS7m7uUE0hgOxQMbD9PXrXV+AdPsR4duJmiUzOHXe49BkYPas27upbuBYLOCSZGT5s8/NkHIFdslyaI5KlR1Zc8jzqeDbsZUwqjcOc1QxgNwOcGu6m8OO4U3NwsAfOFX5jXEzBY1Cnr0zU3MmisMYOPritCGKS6tsQqWdDg84GKzpFVSXzzXV+FLJp3jldflEm/HYntRNJoqmveOt8CeHls1OpXq4lKkgH/AJZrXnnjTXf+Eg8S3NzGxNureXAPRRxn8etev6lcGy8OajMFJIt3xjuSMD+deCxW0v8AaKW0kTrJvCshGGH4GnTfVmlZWSSPXPDMi6H4GklWXEjRl9rLgq7DHH4Y/Kudk1Ob7BbfvHdwgijUnOGLHJ/KrXiTVRHpNjYQsWMo3EY5x91R+Waz4tOG2EXEoUBSVXOCD1/w/KuWjSjUfPPqzWVaVCl7i9X26C+KnN1daeFkPmQh87e2SMfqDWzYeEbiS0j1PUVxDKQEU/xfXv8ASucmKPfw7d285HXOa9g1G4kXwzahDHvPluGPAAxyT7V1QpxhTshYmU/aNS666bbHF+JbOGLTbeG1+WNJCdqjA7AjPr/9euA1CEK23JYnP4V6U+kPesZ7m4kIdzkBeM+uew4rl/F+nRWc1oIIdkbbiSWyzcDrUpnO0cfLzg5PODT4H8qZGHygH9DSSLkkKcEDFRAhPlY5GOtaWurEFyVys5QHoKyrpv37Y6ZrV0uwn1TVYLaMEu55OOg9a77WfAek6foNzLKwW4WIupJ5yBmik/Zq3U25HPVbW/4J5volm2o61a2ykDe4GW6CvadV1ptEfSbS0RYfn8x06gADAH868w+HsCza0XcKSq4Ct3z6emK1tZ1I6p4ibyAWWJtqgHOQOOPy/WuWvD21Xk6JF4dxgnOSudDpmvTy6u5lfMroHkx0GTwPyNcRZTSQNe2/lkqZH8o9e5zj8q1LaO6txNMziNp+5HII6c+1bHw8061utbdruISeWpYBhuGQe/r61pSwqhJ9tDV4qcoRqRVt0vQytM8KXF+VaUGOEEFgeHIrM1Wwgtb67jgR0QSlVyOleqa1eQ6fqV4ltuZ1kXbEg42nBP8AOuMutLvL95Zo4GVTyXl4GPcnrVtu+pyWOLn+W1ODkgc1TaQsu1OWq1cbpLY87B6HqapqQoHZcdqqJDAJg4bnv7VFNERGXA+U9vSrIwzYJGPSnoi/dYEr09jWqEnZ3MVQWkwOpOK9AudQbS/CEdkpO+VggBHzBV5I/M1x8VtH/ayImSowxzzV7xDcl7iCEE7YUxjOeTyf6Vz1lzzivma0ny3kdJb2kVpplrdTo0nmKsgYdACOM1XvrhHdAoATzBt9q7KwhSTwZBZSw5e3hUb29D2+nNcTdwNLeRAKQPMUjHoO9Z4au6jd3s/wOpQUHzQVk4u/qra/ieu2jyr4DiSNvmaIKMj7pBFc+2lfb2e4nuZHyQMrj5h269BzWlpN8zeGZo2wCjDYOvJ//VXKWU93qni240r+1riyhxIY1jTd8wTcE9AOCcn0rapduxxp2Rm+N7CGwS2+zx7QyuSxbJbGP8/jXOabZx3KPNcu0dvGDjaMmVwPuD+ZPYe9Sanf3d5bR/ariSXAPLn7ueuKis45NRRbaMYiXClx1x6CiFktRNcz0HaRFaz6oscmYmDYVW6H/wCvXrOkWXlxLivPrzwo6WCT2zs+OMH7yntz6fy4r0Hwbem/0G3nkOZQCkh9xxUT11R00vd91nKfFHS55Vsr6Mbooh5TjuCx4P8ASsjUdRay8LQWIY7pHxhhyFUdPzP6V2nj+6gTRltWYebNKm1fUKcn+VeWeILjfPBFn5YkA655PJ/pUW5pRT6BJ8s3JHWWuny2/h+2vYIfNWaMS7m/IgfTFZOqXEjRlyCpbBxXa6AZIvCkdi4CxrAHBPXJwcVyOoW3mzAAjDt8oz2B6fpU4as5ykn0ZryJOM4q3uyT+656N4LlT/hH5rbdgkF1A9O/1HSq4nitt7Od44VTjnb0x+eazvD1wbRJsBgTC35444qv4gWe00x7mORo23rtRT6nPNdNXexxR2NiNzdxSZXZGBkHGGbA6Afh1ryK/YAKOrbuld5qspg0aHVLDWdQl3XJt91xEsa3BCZZ4sc7VJ2nd6j6DkBH5Ns84TfIMbB1xnuff0/P0qIx1E5XM2CBrieOLG5ienYV6n4csPJt4wF6CvPdE1GGK+X7WgBPy+ZjpXsejRKYkK4KkZBFKpe5vRSsXpbNbmwaF+jYz/OvJvFNlHH48JCgnyEZxn+LBH9K9ndkjiZmOFUZJrxHVtQF34o1K/KEDzMKp/uqAB+eM/jUXaTKq7WMvVryS48RKsZJMTJHHk9xgfzzXoniPSrOWGO8gOCx3MFP3fUZ/GvNvD8J1HxdZRNzvmDHjPTmvTdWZIbRrOIh1DEswHHuK56zcKlOMehpTd1NPZpr8Dh4wW1e3K/dDE/hXqy6gJvDEZK58ttoU9cYz/jXmcU9ub+RucKcAqM/Xj8q7HS5ftGnAbyI1kJOOp+XHFejJ2gc9SSlJOO1l+RMs08r+Rb7NqZVi3QYPAP+e9c14wAWOwTLM4VwzPx6duw61dsJluvF0mkXGpXdlaSSlI3hkjjWPoSWL8Yxn3J4rmtdN2NVuLS6luW+zSvHsuMB1AOPmxwDwM4rFLqQ5dDm3bFxIFGefwFSRQFtzLlmHOfSo3Cea6gbQeeK6PwrafaLuPzFynJPuewrS9lcmMbux2ngDQFsovt1wv71xnn+EVxHj3xFc6pr1yYndbIfu4wOhAGM167YKsOmyITgFCCfTg143r2kXNnpFtPIQVnbGPSlBpu7N6icY2iO8PTf2bo1xeZIcIzLkZGfujHvzWj4AtTq1xqMQOJvLV42PXrggfhz+FYN7Mtvo4t1ONxBP0A//VXVfDixm/s64vkJVfOCkg44A/8Ar1x1nalOfcqjJwcbEGowXFo8sU0m9UfC+tbnw0mWK+aSQ4DM0fPHU8friqfiJop7qaYEiNWJB9ead4ej+xywYBzu4IPvXXh5OUE32QVkoxcYv7T+Wi/zOx1BUTVZGZgV35bPB3Y4Jqr9riu5fKRfO8wEkenHf261leK7q5NpPeW8jxFpwu8dSNx6D+tZ2tWGu+H9C0u6nu7tJLvzPMiK4EOApUMcfeIbOO351LVzBuxxF1/qVFUY+UwfSiitIkMeigjPfAqe3G8KrdCAaKK0QidoUjv0derpz+BI/pWVITLq0Yc53SDP/fVFFYP4maR+E9q1zEEUUMQCJIi7ttceB5mqmJuVCAj86KK5Mu+F+ptWbVvR/nE6bSQXtvL3MFaUA4PoGrldQvpdG8UXN5ZhFkhkfYGXI5UqePoxoorsl8RzvY5u5jUxxxnOOFz3xXV6HawxxKqrgcUUVMtjWludjNEg0O4wMYhJB9CBkfqKx/BE7x6BMVIz9qf+lFFKOxs/iRzPiyaSfxEjyOT+7KgdgAe1cdfkveHcc5NFFVH4zF9T2PUGItoLdcCNbdTwOvHeuE1GV/7XEe7CouRjsTRRXJl28jTE/wAOD83+SOh0DK6gV3Mf3R6nNWfEwD6AzsoJLoefc80UV2VPjMF8JzHiXxPLq9hEjabp9s0CLHHJbI6lEH8ABcgDnPA5PNc5GDc3McMjNtZtxwec9KKKtGaNDULOKFGK7iU24JPPNeqeApnl8N25c5KkqCfQUUVE/hOil8RpeJ7mSDSnMZwWIU/QmvMfE0CRXokQYMqfMO3HFFFZv4R1PiMjw9+5vIrpOJkkChvYjB/nXoHjCRrbRYjD8p2scj1NFFcWJ/jxOih8T+f5HO+D4I5r1RKgcHOQe/NdhBax28TxR5VTKT16UUV6dTY4YnIajrb6Vr2oxGwsLyGWfcY7uHeAyg4IIII68jOD3BrDub+51LV7y7u5PMmmIkkbGMsevFFFR0J6mTKMS/U4r0HwrAiJCwHNFFOWxrS3O3vF/wCJPOoJGVxxXPeJrSGTw6Ay/chZl9iAKKKhHRP4WeW6gNyRg9MYr0PwIgbRhZNzAJ3JH97nvRRXNiv4PzM4boxPEcrfbI4BgIX5x9elXLCMRy2bgtl5FJyfeiiuvDfwUTif48vX9EbPiok6LISTxOg/U1yV9r2pXmnW+nXN3NNBA7yL5kjMSWxnJJ5xjj0yfWiilHYxluf/2Q==", 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", "info": {"video_id": "100211", "label": "poking a blanket so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "100211", "label": "poking a blanket so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cd42d90fa9785d958135e307dfb6ec89b9a6c9f519fe8b2ac4fc8fba2e9717da"} +{"episode": 86340, "episode_seed": 181962957, "split": "train", "timestamp": "2025-10-13T03:46:01.660382", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 181962957, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking plastic pot so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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"info": {"video_id": "199927", "label": "poking plastic pot so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "199927", "label": "poking plastic pot so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "199927", "label": "poking plastic pot so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "199927", "label": "poking plastic pot so lightly that it doesn't or almost doesn't move", "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": "cdd26e830609a347d34ddd45d756c89dbd8c4b6fdd06d14a4cb2d1b63f379ecd"} +{"episode": 86341, "episode_seed": 799294040, "split": "train", "timestamp": "2025-10-13T03:46:04.488831", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 799294040, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 3 books'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "90303", "label": "stacking 3 books", "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": "0e592d5b3c40e44f33aff8267da0f129cb80226693698446863eb79e2693427e"} +{"episode": 86342, "episode_seed": 3450797564, "split": "train", "timestamp": "2025-10-13T03:46:06.977457", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3450797564, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dvd disc behind d-link modem'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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i+bU7iOdJGzH0wAc+uOf1rY0s7hLz6f1rkNAna406CQ9XGT+ddhpS/LJ+Fc8tyrWLrrkYrPubUOpBGQfatJhzTGXPFJjTPKvFng2SVHm06Mbm+9H0HXqKh0PwhLpdobm42+dkHA7fjXqckI7isDxJeR2NksZ++5zgegpqUnoUoq9zm5pQZlz/AALk/WsxmyzE9yTUQunfe7cbjTWkDKCK0NDpvCNtDfasbOWZollQkberEc4/LNevwIkMKRRgKiAKoHYV8/Q3DwyxyxuVdCGVgcEEV3MfxEul08K0MTXGMeYTgfXHrWsJ2RzVqbk7o63xDcRlYoFYNIrbmUHlRjvWbGw21yGkaxJPeTRyOXkm+ZmJySO9dRESwGKyqu8rhGPKrEfOaQ5NOxSEVkWV5Yd9Z91YJMjI6KQeCDzWuBzR5WRzQM5XS/Cdnp949xGuXc55JOPYV1kUexAOKakeGzipOlGr3BW6AeKjZqcx4zUZagGNY+9QO4zTpJB2rlLaS51Lxfc6Y+rXFpF+88oRoGyyoWC+w4PJ9PeqSuS3Y6yBgd34VFeRiRenSud8F391frdm6uHl2iMru5xnNdS6gj/61TJWY0cjq+g2+oKd6bXxw69a4DWNBv7VliETSqW+UqM//qr2WWFWHQ1TktYz95AfwqozcRuCkef6TpT6VYgzEB2O44oaYNER3Y5NXfEt7i4eCPgL8n496wfMKoMmtFqrsqNkWmba2BU9pfTWN5Fc28rRyocgg1miYu20VLkryaWxW+h3dz8QL6bTzEixRyMCrSKDn8PQ1zmnX2dQijJ4dv1Arn2uju2jpVz7LcW1n9v8xklVgEC9s+tNybIcYxWh6NA24Cup2/LzXmuoH7LocGo6drWoSq1z9mzcRKizkLuZ4h12qcKd3qPcD0wA7R9KylGxCdyB4gc5qpJaqwOQSK0SBTSvFQWmY7QQW0bylVVUBZjj0rzq8vWnvGYdBXXeK9UMRNhFj5gDIfbsK4HzAJZCfU1rBaXKuSyXGCQcmpIyzJWY1yocknNPS8eTgcLTZSZduJygwp5qXTrN9Ql/eE+V3A6tWdEhnlIGcdzXXaRamHaSuD/KpbsEn2Oi06BYI0QAAKMAAdBXS6UcCX8P6159pt0bvxhJpl5ql3aW7ybI3iljRY+5LFxjGM8dScCui8Hz3h1PW7S7luHNtMI1W5xvXBYc44zwM44puOlznvrY7Hg0mBUeSOlUdT1aHToGZ2zJtyq+tQMl1K9isLOSeUjCjIHrXlWr6jLetLLLJuZuPYD0HtTta16bU7gh5CY88KP0rHuD+7547mtYxsUhWnxHgGkicA5d+2Ky5rgFtqHgUjMSw5oZa1Ntp4lUkNkiq32t8kDoegqqM8IvJNa+maVJKwd+lTexbdjX8M2U7XZuZCANu1V/qa7+ABVFcdqLTaZ4fMtrI0MgkQbl64Jpurx+ItD0bTby51G8Wa7L+ZEVwIcbSoJx94hs47fnQouWpzylqdfmlooqUMB1p1FFCASgnFFFMBhJNROODRRQBSk4zXn99qM+leK7m9ttvnRStt3jI+Zdp4+jGiinDcmWxteABhb8dgIx/wChV2RooqJ/EVHYYao6tK1vpk80eA6pkH0oopIpHluoOzMpYkksSSe9VJScUUV0APibahIAzUMszueTxRRUsqOxLYqGmJPO3pXRaiANC6fxrRRU/aJnsR6r4kfW4reKXTNPtzAqxxvbI6lEXogBcgDnPA5PNeyD7o+lFFOqZQEbpUM7FIWYdQKKKyNDyPV7qWfUbh3bnzGH5VhSMcMc80UVuthlTqTViD7jUUUmVE6DSIUwpxz1rrbJANtFFZPcTObvdXOma3qMZsLG8ilmDFLuHeAyjggggjqcjOD3BrqfAN5cahe6xe3UhkuJ3SSRsYyTuoorWXwmK3O1eQqhIxXmHiu/uBdiLf8ALMp3+/PSiiohuX0ObB/eEYHB4/Oor5jtYZoorVjiZKcualZiCCKKKllROg0S2jcB2BJPrXaWcEagYFFFZPcHuJ4qUL4cbH/PWP8AnXIXWuajfWEGn3V3LLBA7SLvkZiS2M5yecY49Mn1oorWGxjLc//Z", "info": {"video_id": "66099", "label": "holding dvd disc behind d-link modem", "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": "66099", "label": "holding dvd disc behind d-link modem", "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": "bb37f7f809fbb9f32f22104e98128b19c566c1964a92a9050548d60df63c0658"} +{"episode": 86343, "episode_seed": 2845414908, "split": "train", "timestamp": "2025-10-13T03:46:09.553617", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2845414908, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting cell phone 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "126725", "label": "putting cell phone onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "126725", "label": "putting cell phone onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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T6e9NOT6mcowjrY09e1m81VIDdT+ZsJ28AYzjPT6VlRtyKraPNJcpKZmL8KRntnNXmAXsKrmtowUU9i3azlenUUupXLSgB+SBxVaPIbcDgU9f3mdxOOnWk6mlhxhZ3M9CckdqX5uxNXEtIy5xkDOOtSmxXs5AycVgzqTKG5/7xpC7+tWWtyrYPU0htmOcYOKAIRKw96WKXDknNK0bA9qp3btFbsyEq2RVx1M5aamgboFx1qwMhmY0zWNMsLXw/b6rpuqX04a6Nrm5hWNbghNzvEBztU4U7vUd8gOLZVR3OKpxsZKXMTQgghqkD4k471GsoK7R0FOj5OT6CsmaxL9s2UFWg/zj3aqcDDnHQc1YiO5l/OsWjdMnMgCSD1FRqPkiYe4qIuNrZPY/zp96wsoky2SV3ClYbkitMfvfWq6nDD2IqtFqCXG9ejClaQqSPatEmtzGUlJXRLdkEnHbmmxyeTA/+1gUzQo7TVfFY03Ur+5tYJ22JLHLFGsfcljJxjGeByTgVTuFmtdT1CxmNwPs85jCXAAdcEj5tvGcYzjiuqhBqSZx1p3i4mol4Vi2D1/WrisWjUkjk54rHWQFQV/KtAP+9jQfjXVI5YmhCQThiRmrTN/o4X1NUlG3Y3fBNStJxGp7c1i0dEWPjYbJh/sin25/0R6rbwoI79P0p1vJ+4bntUtaFp6lWRsWqkDkZrMu03OG9TirrvmBhVGZh9oAJ4zTitSJPQo3Mew7cc45rNHB/GrmrSmONmjc53Dmp/EPhbUvDmgaRqN486z3zSGWFoyBb4CFAx/vMrZx26dQcNIhs27Zi8bBjkEc1zOpczyHHeiirqfCFP4ikOnWlx3oormZ2IkRQaspAhUk5ooqSkGxQTxSYA4FFFACp1qpbapcaNrQ1C02efEW271yPmUqePoxooq4GdTYn0P5VmA7Bf61fZiykn1NFFEtxQ2HITs6+gpGJDqAaKKz6mhagAG3jvmr8CrJBExUAuZCcew4ooqepT2MxmO4HP8AFUgY7pB24NFFJlorN1qjqOPsbHHRhRRWkNzGZJrnil9fgtoZdJ021NuixxSWqSKUjXOEALlQvOTgcnmr/cfSiitZmVIdH/q5D6Cp14H4UUVhI3juWY+IMj0qaEkOPpRRWTNUROT5Eh9B/WqWrXMsjxBjkBcUUVdPcyq/CYKkx3IK8c1tYyx+lFFbVd0YUNmZ39utpF3dRnTtOvopnDmO9g8wBkHykEEEdTkZwe4NRrf3Oqahd395J5lzcyebK+MZY+w6fSiitqW6ManU1IQNyjtV2M/6WlFFbTMUX/8AlsR2AxUbMRNJ7GiioZrEjViScn0p8BIt2NFFRLYtblUj9xJ+NZ9yxLk0UUIDO1U/6OT/ALQqteeItV1TTrfSr29mntraR5UEkjMSzY6knnG3j0yfWiimiGf/2Q==", 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"info": {"video_id": "126725", "label": "putting cell phone onto table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "80dcca1b2ab5fc15d3b95f063eaaf5de8ad4343f111aacab9b95a858236c8541"} +{"episode": 86344, "episode_seed": 4287582774, "split": "train", "timestamp": "2025-10-13T03:46:10.896336", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4287582774, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing 'noodle' indomie soto'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "94765", "label": "throwing 'noodle' indomie soto", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "94765", "label": "throwing 'noodle' indomie soto", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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x3LGwjS+kBKlcjLbcg9fU1xcE1l9ltJ7iGdIvNaOPEgLFsdx6fU8Uy88az3qpcvewPLeB/nkjZCqg7RtAXg4GMfjU9gjLHZia0tphIZTbo020sSFXIyPr+lVNxlLRGcpVIK6TIr2N4XG6Jk3AMMjsen6Vm3V5FYoZ5X2qvP1Nb11azWOhTNcyGRIQ0nJBICqOOv1ryTU9Sm1K5MknCjhEHQCsnE76VWTgnLc7tfEWn+JJ91yr2bRQ5aVRuMm31Hrj+VdgYwIYz1OSNo614ppk/k3SZwRnkHvXvcI32cyRsJJvlct0AHQ4z9RVqKWqByZTmUKI24y0YJ+vT+lF0oWQ4PBRW/NQaszws1pbtHIcIzpIw7ngjn8aiuEcxRSIMqYgSffJH9KYGfqShbhyOgAK/iAf61xmrQ+Zqs1wk0kcbSYRQTzjGeM+9dtrAmWAyxRBlEKtyoPO36etc5qj3CXk8P2e2YM4EKSoV64JyQR6mpaMKtRR2dmep6La6e/hu3Z54lnigYyKzDIxnqDzmuM8ZNC0Vrcwjy2jkJXCj50xyfbp1/CsLWLyWLVHjghiZXvFSZZAVYHfwVOefWqMSz6rqU8UsUkSSyugcTkgfMQSFIPtnFayqXjynNGT5XO6Ryx1q6fUzcLPJH83ybHK7R26V6lpnivUNesIjfTLcTW6iPc6Akjsfr61xPhbwu0t+91eojQW8jxBDzudTjP0FfQPhnwvour+HWaW1jS6O6ISqNpT0xjrWa0R3vXU84v777PbiQWtuzeXuIMffmmaTcLfKsv2WGN3GCIht3ZJAB/I1d1nS/st7PaTyhXiPlsChxwP5HrVHTol024l2NG/lQxlevy8k55Hq1S171yltYvxxuglRlJYrnA7YIpqEGGQYycqfp1/xqZbyyNy/wC9yku4F3BAVWBxx+IqKF7ZRJCs0SKY85JAGQQaq6FqQupe2dQpOHB/Q1z+r20t3EsJhdow5c4B7L0/lXRp5bxXMQmUD5TuPpnH9axLrTbi4im8l2fy5wRsYqfuHjPvzSM6suWJf8AXdnoj3DX8LiOYmJVVS3zDac/TB610mqeK9KIuEt7hVtdpUK4KmRgNpAB9D+nNefmSeHSAZZbhvNuZAxYsWhOE+7g4/wD11QEOqNa2Y+1SsiiRmMgDE/PxnIPOK0jUcY2RxK+rk7LzNqytpbi1t4baaJJFaWSZ2k+ZkCj5cnrk4FZ0ms2mj3MT3Bfc3IRB82P6V0Vhpqz2aTxwxMlvbPNMrQjE2XC4yANvSvMfFE8tx4guHkiERGAEXOAMcYzWco6I1wdb3mk76drHrcvimz1qxgl065nEyII5EfIK4zzXOXGsar5V8iXkocYWPJ7k5/PANUvB/hrXnmt7hdNleJzsKhsMQfbtXQa/pIsd0NzBcwzLJ8yAgngcdunNE4tq6O2MlfU6FGDWjxRPuferM7cDBBHHtwKjuIy8Ns0cjbEDKxBxkg55/OudilaXS7G6wRG0XlAnrkA/4VN5khRdsjAFMYyetJztuinDXRmtcqxRHQZQxqSffH/1qpay0yxSTQxBlEakZUEbto/rVB7m78tUMzlQuADyByagmvbh4SjvldoXG0jgcDpS9oiXCVtChqclwt5PALe2bdKRCkse3+LnJBHvVfxGzTO8cNvGSbnbJvBVlYtj5eTkf5xWlNf/AGt1+1QQuoYE7flPHv2qGaa0lumums1WQvvJWQ4znPQ0ueJzLDVOZSbRnaVGJbkWpikijDFGmWQjkH5jtwR1/pXWyRxQ28n217z7GbiQQ7sSLK2cE44Ixn8M1ii4tROkqK8ZVw+MA98n863LnXdNntLa22ERxSySYeP725s44P4fhVRlHuc1SjXlJvlSI9ZsIXg3wl9ydCV7fnXL7pUmLbzkV213rWmSTmSKdNufuMpGR6ciuThsrXWfGlxpsWqS29q4kaDyk3ksqFgvPQcE5PYYpSs9j06TcVZm7a65M2nQtkNJbuRhhkEMMHipV1SVRNujR1OIypyABnIP6VynhO/DWOom6kZneNFiB5wSGrUt5yYizdDgE5qXzJJ3L0lJ6GoNY8sTrJbb8upHzdMZ9veok1aNInR4GbMgYZHA4I9fpWZcajaRkiUupPrGeagW9s5nVUk5PQYIzS5pIt0JcvNbQtSSafPbGOUSJIZHIZF6Ahffr8v5VBLDEbGzRL2ATRb2yUPQkYB468U0pEx4kxz3P+NMMSEcSe3UUvaM5fqtLsNXTLYw2/72JpI1dfvDgs5JP611mkLbNpbtcMnmC0kRI+GKuXHI544Fcj5BycSHr6VJBZmWZY8jDMBVRqtPYzqYKE3zSbOpj0qL/hH/ACVJbzd4YHtnjFeGTxtDO8bfeRip/A4r2STQNnEVzKmOeDXlus6fKmvXsCAvsmIL44/E1q01ui6ajFcsTOtkkkuESJGdyeFUZzXsNrIZtJtJgT5cYMLMfXJArnZ9D03RdDt9T0fUbx2e6+ys88Kxi4ITczxdwqkhSG9R7gdTrl8x/wBDRVWMAP8AKO4pKKlFvsac9mo9xFlkMSBZXAIORuOM+tV3ubvy0QzyFFBAUnIHNVo7svL5EIkdwoLELuC5pGh1tyxjto2QdCwCk/gTWKjK1zpjSvu0iSW9unh8t5WKqoUAr0HpxUU2oPckC6ihlUFcjbtJxgdR06VWtbyad5kkSMMgzlTkenarDMRk7AeOxpc0l1M5U1cjmuoJr03klpEJjJ5hKMRznPvUsd7bi6jn8pwUkD4Ug9DkjoOtQyOoVi6AADkkjioo2gmUtGFZcdUwR+lHPIynQpz+JHTW3kiNDAhSKR3lwcZG4knp9a73wZfRrGsc1yETeAEHVjXkWta6NE0W2eMBp5EKRKf5n2Feeya5qcsxle+n3E5+VyMfTFdEZdSXFWsj6i+IEFkzDV0KNHCRDd47Z+6f6flXA+VHf6u5sJ4pbZkZJJFYZXONvH4GuO8C+JLnU9Tm0DWdbvo7DUxsd/tEaqjddzGTjgA8DknAqzpZm0ybxBZu1zG0M4hCzgCRQCw+bbxnHXBxRGzlboDbirrc2UdPNkj4AXKcnng8fyFNkhDHPquDWYtw28xwmMySMoBkIAXPUmrg0z7cozd7W6sYgxJ59M4rHku2dcIKSTbGPCQfuj0quySK2V3Dns1Mv9Nn09VuILmZ4Fb52fC7eehGc0st7bxDcboBWOV+bOahqw3Tu7Q1+RKbm9VFTzpti5AXdwKi+2XIAVgSqnI3IDj9KUTGRVdZMq/KkpjcPbpms+XW7aG8e3kYhlIBYDIz+BzR73QylBbSRuWut3sNv9khWIIwCbNuMjOcdfU1Tl0JtT8QRXd9B5KQRA4X+Ng3GasaJcQ32pwxwyJITIpwDz+Rrp75djjOB2roppuLbZhJRjKyR1ngnXF00zQTAGNvmB7g1seO9Ih1fQTq0EZaa3j34A5ZO4rxnXPEqaNHtiujHdhlwEPzAVvalr3irSdK0SS/1e/iOoiRZYHTAhwFKKxxwxVs47dOoNNtBZmZr11I8wtztCRkMuBznpVaV2htWdWOQuRmiipr/Ga4bVIxjrV0zYKxf98//Xq/bztPAXYKDuxxRRWL2PRxUIxSsiZlG48dqheNDnKqePSiioOEi8qPsgHHatTRbWJ5WLLu/d9G5HUUUVpS+NGdT4WX5tOtGzm3TI74xXCXt5JoHiSS+sVRZYZHChxuHzIVPH0Y0UV1VUrGFJu5R8MysZLpCflVowB+ddBbwrc3BWQttiRpAoOAT05/OiisJ/Cjpov33/XQ10hthGkrWsTsSF+cFscZ4yazdStYY7u1uI41jZyCVRQB1H+NFFa1NTWWiGzyGOLcACd3emqdyKxUZJ9KKK5DRpezuc9farc2mqNEmxoy2NrL0/Lmun8PSG51C23gDdKuQpNFFaJao5WdncALKQK4vxIqpZ3JVQMzKTgdeaKK66mxzQ3MvWvEz64lrFLpWnWxgRI4pLZHUoi9EALlQOcnA5PNa+su32xyCQSrDg+1FFZ0tmXPdHPvq17agLFNhSQxBUHn1qeHxVqG6ON1t3wRhmj5/MGiiueWh7NKKdJNroWdYvZmvBOpCP5a52DAOSetYjXtxG5uTIZGVx8rnKnjPIoopr4jOm7U20Ol1a5niuYjtVWRcbc5XPXBzWcFMRzGzKxI+YHmiiqjuznqbr0KWo3k939mE8hfyoyik+m41R70UVZy9TX0TXm0dZ4zpunX8UpVzHfQeYFZc4IIII6nIzg9wa1LHWr/AFC7v725uC9xeSCWdsY3Nz2HQe1FFEdxPYvaooSMkDnyFb8cVzaXUyH5ZGX6HFFFTPc7cM2olk6pf/ZzGbuZozyVZsj9a02iRdSuEK71if5Q3P8ACTz+NFFR0NJO1zLuL6bIjQ+WiPuUIxwCPxoQmQyu5Jbdkk9zRRTXxEte4jd8AHZ8QbGFeEJdSB3GCea9L8RN5IkdAMqjMPwFFFdMPhZw1v4h8/3NzLdXD3EzlpZG3Mx9a0rzxRrOp6Va6beX081vbSvMnmSMxLNt6knnG3j0yfWiisXuB//Z", "info": {"video_id": "94765", "label": "throwing 'noodle' indomie soto", "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": "535e5e8987d17fe67e8375067969090c43ac1154fcc3da0dd7643cd74078149a"} +{"episode": 86345, "episode_seed": 1962290103, "split": "train", "timestamp": "2025-10-13T03:46:12.785409", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1962290103, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'burying bottle in bed sheets'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "76859", "label": "burying bottle in bed sheets", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "76859", "label": "burying bottle in bed sheets", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "76859", "label": "burying bottle in bed sheets", "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": "f22dfe3b8479c3ddd8cbd5abd9c7068ab4d313939d2ae05288db55f61f883645"} +{"episode": 86346, "episode_seed": 2473080954, "split": "train", "timestamp": "2025-10-13T03:46:17.900935", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2473080954, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning water bottle upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "6207", "label": "turning water bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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W6n/JFWpQHYcjG096cpxa91kxTi9UcLbxiyszERnyYCQd2Dzx/jVd7s6P4VutRlt2SW1tWkIlI+cquR07E12N9pkN3H5UkQzMdjMuM7e/P51x3xH0HWX8KXsGmqs9s6BZh1kEQ5Y89eg59M8V0Uq19WROKeiOZ8a+KJtN+F6XM88SapqNtGirGMcyDLkD0Ckj8q+ca6DxZrV1rOph7q6M3lKI0XGFiQdFUegrHs7U3dwIxkL1YgdBWkp31ZEY2Pcn0mzvAr7g4AwGDdB6D2qtceE7O4iCHeu3kMrc1zlrdS2zboJGiJ67W4P4Vu2fiIoAtyhb/aTH6ivMlSmtj1VKEtxv/CKSw/6u6yB2cUi6LqVpcJLEEJXGCj4IH6VtQ6raXAXy5huPAUnBz9DU/wBokOGxuU8/UVi79TVQj0NCz8deKLWKON7UOqqAC6A9O3Bqpq3iO48R6jpw1ZHto7cSFkiTKktsUNhjzjnr61VE0ZZ8B4mHboD+H9KWJJDdRykGQKOGTqvI5xyO3509Utxxpw5r2M6HXm8O3WqpFNIY7i1Kqdo2EkgBiuCOMn061n/Dj4t2vha5vLfXYZpoLkx7Z4ACY9ileV7g8cg59qj13THl0e5v/MRTaqAsJbMjgkkn3xXkcrh2yBxXXQgpas58XNJcsdj37x/8X/Ber6FPb2GnS6hfyL+6llhMSxMOjE5DHGTx0/Ovn93aR2diSzHJJ702remx2sl6hvZfLtl+Z+pLD0GO5rqSUVoedudx8PPIsILqW/IjW52eUWHYZ5/WvQ0tLGRdyLGd38SqOfyrzqLXrXVJHW0t/JihAAzwGz7dulX7a8kt2DwyMre3Q1yVKbk3LZndSmoxSOxfQdMkcsbaPcepVcZqI+HLFlwrOuOgDCsy28SyoAJo0df7ynaf8K0I9btZihldodwJBcfKe2M1zypzW6OhSg9gXRntP9XfToCPvBM/qKhvNFlvpLZ21abELFlVfukn259KvG82uEhmDMp+5jJx/UfSoG1K2kdhPE4YcD5cGlFNO6Ldlochq26HzLK6YRyxM0wkZTteMHAbPfIP6VmowtnjBcKGUHzMZGD/AJFdrfWGlapDsuR5gHI3NyM+h61gah4TCSAWbJFCFIaJgfmPqpGcHH4HFdEJr7TMqt2tEQW2v6npzfZor2dVYfKtvKy5G04PHHcHFcj4omMmrtEZZJXhRUlkkYsXkxlzzz1JH4V0cOnyaY0knnDygp3blyNoOSeehwOvua4e4ma4uZZ3OWkcuT7k5rqhZu5wVbo6Twr4fe7B1KYAQRN8gY43EdT9B/Ouxs9SmteYZPlP8Lcg/ga8vm1C6uIo4JJm8lAAsY4UD6Diu9NvNaybZwV3cAZyG+hqKiu9S6Ltsdfa+Jl24uISvbchyPyNaMOq2906hJ1Riu7a3y5rzz7asKfOFVh/CWBqF7q6mUq6MoB+VQ+QRWLoRex0qsz09rt0UDckiqcMCeR9RUP2y0nzsnCEdMH+nSuDj1C4jdXW4fd2bd83+frWjDrCyP8A6bCxOcedGcH8QOtYuk0aqqmbepm6le3s0ffBcuAz7OBgg8Hscfpmrvit49M8HXTrEU+1SRoxVxtcDnkdzxjOBVayuFSxmePcwifepLhgRxjHrnn3rN1mYXGgxxXUjzymQMckhouc4HbHUZ5ojpoNvr2OF1+2fUUH9nwBkWZ8JGANq8EVyTo0bsjjDKcEZr0PVZ7a28OXS2aLEUUjbyT8xAJz1zXnVdtDSNjgxT5qnMa+la6+j2syW1tE1xMQGmk+bao7AV1ngnxJc/a9Qnuh5xcRjjC4A3dOMd688ro/C0pi+1EZ/h6fjTqQi4u6M6UmpI9ns9Wt7sALIu4j7rcEfh3q8WHPQD2rzNJ96ggcH14xWlb6vdWxQee3lKeh+bFccsO/ss71WXU7WRbObAkijPOMsoIqv/ZtoGyLSLA6GMlSPwrnrbxXEy+VNEC6gfOAcNz3HUVai1eGbP2WWOORsfu5SRn6HvWThJbmqlF7GmYLJGwHliIOcbyD6dDWnBrz6TZRWlrctLM6syMzklFHPboB6Vg/2q4Xbc22FHGSh/Csu3jttd1OVow1sNpiVovmA65bBx2xn15ojHUejWpX8XalqN3BYIup3Est825i0hXcMkAcfw9cV57qOr6vZtJYpqd9HDgq0AuX2jsRjOPwrt9cuI5L6ESXckzWEUYgY/KVwwBGDngZY/jXAa/p1xZXrS3DIfOdimGySAeprrw71szmxcEoKSMnrXofhWxtdEsob7U7eItPiX98+B5fYYyOvX8q88BwcipJp5biQyTSPI56s5ya6ZxclZM4ItLdHpV5ZKimWzcyRgZYAZI47eo6+lU1mZVBc/8AfIz+dbNrB9nYmGRyGb7rYwxH9cZ/Wo7vTo5pGeMNGWIOD2HfOOp98ZrjhVWzO+VN7oy5b9LfDkMxHQbc/pUltrN3HujSU+XgEIc4HPbuKpRRIkrYDc9N5zgUTq8ShwpdcnIB7Vs0nozNNrVG0NaMi7buISD+8uVcflwa39DnTbPPbXSyqAF+YFcZz1/EVw8bKV3BuCQcZrpvDMLXFrfPEEVo9pbDqCRhuTk44rGUEloaxqN7muZy2iXrzIXUbANsisDjOcg/N+X41wi6J4enJZYJ0ZmzjzeB7CulmlUadct+68xRjHy7jweQcf171yMNxIZPKlwpJxkntVRT1toRJrqrmF4jtLax1P7NaxBI1QHO4tuzz3/CsitnxFA6XaTHlWULn3FY1dUfhRxT+JnY+BIorj7dDJEGZjHtYnGOSOv4/pWxdadLZyl+Wi6B1579/SsjwGCft6jGD5fJ/wCBV2YjLoyFRs+/tK/dOeMN1ArlqVOWoztpQTpo5hr0QAhigPJAHOaieS5fcJNgB+7gkfmK1NUtgqbogAFYlxjoT7dh7jis3z4M7XLcfjWkZXV0Q1Z2ZKJ9oGGIHoc8VoW+qXIYLJGt0gPRhlgPYms6KynEH2iNhLB3AOWT8OwppkJxsU9eMGpajItSlE2LkrcKzwiNQDnAyOPcdR9RkVnpf3Ns4AuCueQA2fy4qut18rZGfqc1TlSKUblYgrzksSB/hQo9AcuqLet6ibjRruJly20FWz05Gf0rg67NJEeBoJVDcY+oNcveWElq7EAtDnhwP51rTSSsc1a7dyqOor2bylnhEcgWTZjlc5bjo3b/APVXjI6ivZoZCAVAcknGMZGff6Vjir6GuF6mFqNikBjaNFaPn58d89Pw9DVfMMhw0gDD17VvXMSXEUjSu0MpxhdoK7e5b3rAnsyk+0gE4DAr0b0pU53WppONnoIsM6xiSRN1u5+WQAY+n196kE5iOYywP06+1JBezWqNErblPVCMg/nT472znHzRGJgvWIcA+4/wqnfqCt0ZoaXLdXAnW3UkIokYHjHOPz5qjrd9Pd+REjMEtlI2tklj+Pp/WjTdRk0XVVu4UW5ts9Bxu74J7HPY1k3V5O91NNNFjz2L8d8kng/jUxT527aDlK0bEkqJd2EkTMVdl2nP6f0rjJYnhkaORcMpwRXTpOAxBzjOScdBTLlIJlAmWN1I4IOCPoa3i+U5pq+pzFdb4Iht7mS8gnZQXCbAW288857f/XrnrzT2tR5isGiJwDnmug8GWiXUd/uJDLs2MDyDz/hRVf7tsmiv3iR0F1YTRtwCyhyFbpjv24x7jis0wvcZW42hR90ITyfXNdg4URZRgQFwd3ynGOceh/xrmJ4/s8jCEYzyFcYP4/hWFOpzbnVOFtUV+IW3MduflyzcH8anVicryFPoxwaYkyzuq3MWY8/MVHPTtVw2Dp8tnKJ4+xLDd+I7/hVtrZiSe6LtlezKBC9wzxswGN2HTkdzwR/nit6d/sGtJdWoWVpctKJQI8M+QcYPPrzXDyM8RyWwc9CuPxNb73cluYb29hJieMSRhh97I4xWU4K+htCe9zL1U28usyTESNKuzKytk7gO+Otcx4uuDc3ttIVC/usHHrk5/pWpdTD7Q1yDtdvnPp/ntVbU4RqEGwgLIvKnHQ46H2rWEeVpnNVk5Jo5Kipri1mtX2yoVz0PY/Q1DXSch695wJ2MylyO/XH+FDzRiIKf3m3AG3se34+9ZAmEtuVWcwOycr/Fz3z+HrWjNd2xjc+ZJsJ2hYgC3TsD/WvNasz1U7oz9TspUd3YrIv8UkR6nr/k1nwNLbTJKjkkcg4/xrcnRpYFlhhaJSSNr/3T2Pr24+lZTojQtvdVKgnaR2I6n/EfjW0ZXVmYyjZ3RI9xZ3MpLo0UmNxEZyv5U+O7uNJheW2aKSJwC+3ue30rMkWGSIYyT/Dmo/MdHBzhuc7TnI/qKu3Ynm7mlc+Jbie0khlhUeYOTgEjHA/wrIluBIvynPseop6zI8hwihehGOOc/wCFQvDEx44U579KpIhsdKY7mEpIC8eefXP9KxbjTigLQtuAPKH7w/xrTJeJ8hWIxhdpx+frVrwxpy694iOn3eoSWoaKVozHHu3OqFgvoBwTk+lXG/QznbqO8ES+S1713fJgDr3rsI5xISUAZwFJ+YDbnpmuE8PXnlz3bsQcop2/3jzxmuvtJmAJitSI5iucnkAd/oMkVy1o+82dNB+4kWZAlwHSZWeXACNG33B9O5OKxJrXM4CnepBKnHP4+9baSztKWllghts5KhPmPGBuPcDPT/69Z9xGnmBokaTJJAZcBj+npilTk0XNJmdHPLbn907KcZVug9qlXUjNkXEAdguMk4bPsf8AGlufMWd2VEXYcOFPOfr09qoyndudsFx+GRWyszJtx2EmiV5TNAzeUOik4KfUd/qKruLiMBg29CMZzn8D6UwTGVCYicJw5IxtNKbhggwhPzEAE8kdjVohu4wSOmSeF6nJ4NLNMIirFnRj0Vh2/linEgko68gcjPNUbxFWDMZDc+vP/wBamS9iC8t4TEbiPCnIyAMA/hXotjcQxJ5aq582YybyODxz7/8A665nXtC0u38MW+qaZqN7OjXf2b/SYBGtwVTc7xDO7apwp3eo9wOiS7MVksyhW+UYAI+bPH6dh7VlXTskXh2rtmhbvLNcYW0SGIk/vHk+Z8DA46IKzbiNYpB+93qCTiNsHHoD9M9epzU0shE5ilVjuwFSPgsenH41KVVCpfYEGQqKcd+v9a51pqdL1Me4QI/ywMEUc5/hzyOD04PSqcnJaXGCOoHTFbN8Yo0ZirM0g3s5B+Ynnr/SufnkVdzHPXn2rem7oymrMjFySpETbsj5gO31pxuUEeOSocr079jimr5aiaJEVQwBY55P+RUcsblm8v5kUZB2jIH+TWhk7ocyrKNvK47+n19KqXMRJVpGYk87sCoLm5liuom3cH5Wzxn61XFzLDKxLEg9Qe1Va5DaEv3laCMMCEB/Wt3wTMYmugqlmd4lGCOAS2T+FJ4TtNP13xFHperXU9vBcnYsscsUap6ljJxgAHgck4FXNG099M17WdO/fwfZ59gjmAEnylgN2CQDj0JGemaVX+GwpfxEdc8Mkh+RZJnVuBxycjHHHHfn8araoTICbgpIXJUyKOQ3rnv9KiMSyW4W4nLx7tz7Pl3c/mf8mpPMj8pIIbddsY++xOPw/UfjXFHR3O56qxjPCTGNoJK8EkE49P8AIqBlnUeZGRlV5Hbn261pNFKsBZWbDYCIoIyc43D04yM/TtWbcQmDCbmIAyN3WuiMrmMlYV9QkmgEUx82Mjbzww9wau3+qw32h2um7WDxybjKAPuhcKMdfqKw7qZlbdHE0mf4R1z+FRussMgXjzSAwyOBg84pumm0+xPtGtBHilTKbwwHQ9v/AK1IkmzKvjAGTlsfl604vIZGAIxyUU9TUbTQPGJHdSM8t6fWrMyMTxzFoSrGM/wtjH1rGvoY4Lpo4iSoA69q0LnmISRkckEOOtafifwXfeHNA0jU73zRcX7SedC0ZAt8BCgY/wB5lbOO3TqDi4IxmaOlohLSFQWV1VcknAINaqPthd0UKV3Yx7H9aKK4XuejHYY8jyF97EqpwFycVWKL9njAUKXlwSBggDccA/UZooqhGfegLNJgYxxWXeO5uIgGI3sFYg4yCcGiiumJzSHSgC6ZFGFTDLg9+aYqgxTy4+Ycj06//Xoopkji2DGMDDHkGq1pqlxomrrqFps8+IsF3rlfmUqePoxoopx3FPYteHIkLT7hnBj4J9SRXVvK8dnNKGJaPLDPc5I5/CiisKnxm9H4AjkMkimQbwUUkEn0/wDr0QStIxkYDO7ZjHHJxn60UVkzZCXyiOEAAYPJBHU1z0pwM4HLYooralsZVdxCfmWEACN8ZAHv/wDWFRXieVNKqs20OygZ7A0UVojKRlXcjpLAwY/LwAfSqbyMJWfqSeRRRWsTGRv694vl8QQW0M2kaZam3RI4pLVJFKRqDhAC5ULzk4HJ5robdm3xBjv3gtlhnbweB6Ciisa2xth+poQSOZW5wdvJHU4Pc9allQJD5YJwxAPPOM9P0oorke52dCG+4t2XqrYJB5xzjj8q5/YPMSPqpzkevJHNFFaUvhM6246/tIrZIpo8gyE5UnIH0qjOcb/Zc0UVvE557mbffMvPHGeO3GaoFiXjY9SOc85oorWOxg+pt6ZrH9hpLH/ZunX8Uzq5S+g8zayg4IIII6nIzg9wa0NC1C51jWNRv76Tzbm5zNK+MZbk9OgHsKKKzq/AzSl/ERuSgg3bbmPcAngYXOMfWrFuTKsnmMzhGKgE8YCg/wBf0FFFcvQ7OoTSmJpUQABUYr7YC9PzrBnmeXaW4DEcDp0ooq6e5NXYomV1aUBuAoI/OpNowEPzBkBOeTxRRWxgUGACMdo45FZqLmO5BY7VfOO3f/CiitImb3REXYJtDHHBAz0Nad74k1bV9Gh0y+vp57a1d5oxJIzEs20cknnG3j0yfWiiqMz/2Q==", "info": {"video_id": "6207", "label": "turning water bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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W6n/JFWpQHYcjG096cpxa91kxTi9UcLbxiyszERnyYCQd2Dzx/jVd7s6P4VutRlt2SW1tWkIlI+cquR07E12N9pkN3H5UkQzMdjMuM7e/P51x3xH0HWX8KXsGmqs9s6BZh1kEQ5Y89eg59M8V0Uq19WROKeiOZ8a+KJtN+F6XM88SapqNtGirGMcyDLkD0Ckj8q+ca6DxZrV1rOph7q6M3lKI0XGFiQdFUegrHs7U3dwIxkL1YgdBWkp31ZEY2Pcn0mzvAr7g4AwGDdB6D2qtceE7O4iCHeu3kMrc1zlrdS2zboJGiJ67W4P4Vu2fiIoAtyhb/aTH6ivMlSmtj1VKEtxv/CKSw/6u6yB2cUi6LqVpcJLEEJXGCj4IH6VtQ6raXAXy5huPAUnBz9DU/wBokOGxuU8/UVi79TVQj0NCz8deKLWKON7UOqqAC6A9O3Bqpq3iO48R6jpw1ZHto7cSFkiTKktsUNhjzjnr61VE0ZZ8B4mHboD+H9KWJJDdRykGQKOGTqvI5xyO3509Utxxpw5r2M6HXm8O3WqpFNIY7i1Kqdo2EkgBiuCOMn061n/Dj4t2vha5vLfXYZpoLkx7Z4ACY9ileV7g8cg59qj13THl0e5v/MRTaqAsJbMjgkkn3xXkcrh2yBxXXQgpas58XNJcsdj37x/8X/Ber6FPb2GnS6hfyL+6llhMSxMOjE5DHGTx0/Ovn93aR2diSzHJJ702remx2sl6hvZfLtl+Z+pLD0GO5rqSUVoedudx8PPIsILqW/IjW52eUWHYZ5/WvQ0tLGRdyLGd38SqOfyrzqLXrXVJHW0t/JihAAzwGz7dulX7a8kt2DwyMre3Q1yVKbk3LZndSmoxSOxfQdMkcsbaPcepVcZqI+HLFlwrOuOgDCsy28SyoAJo0df7ynaf8K0I9btZihldodwJBcfKe2M1zypzW6OhSg9gXRntP9XfToCPvBM/qKhvNFlvpLZ21abELFlVfukn259KvG82uEhmDMp+5jJx/UfSoG1K2kdhPE4YcD5cGlFNO6Ldlochq26HzLK6YRyxM0wkZTteMHAbPfIP6VmowtnjBcKGUHzMZGD/AJFdrfWGlapDsuR5gHI3NyM+h61gah4TCSAWbJFCFIaJgfmPqpGcHH4HFdEJr7TMqt2tEQW2v6npzfZor2dVYfKtvKy5G04PHHcHFcj4omMmrtEZZJXhRUlkkYsXkxlzzz1JH4V0cOnyaY0knnDygp3blyNoOSeehwOvua4e4ma4uZZ3OWkcuT7k5rqhZu5wVbo6Twr4fe7B1KYAQRN8gY43EdT9B/Ouxs9SmteYZPlP8Lcg/ga8vm1C6uIo4JJm8lAAsY4UD6Diu9NvNaybZwV3cAZyG+hqKiu9S6Ltsdfa+Jl24uISvbchyPyNaMOq2906hJ1Riu7a3y5rzz7asKfOFVh/CWBqF7q6mUq6MoB+VQ+QRWLoRex0qsz09rt0UDckiqcMCeR9RUP2y0nzsnCEdMH+nSuDj1C4jdXW4fd2bd83+frWjDrCyP8A6bCxOcedGcH8QOtYuk0aqqmbepm6le3s0ffBcuAz7OBgg8Hscfpmrvit49M8HXTrEU+1SRoxVxtcDnkdzxjOBVayuFSxmePcwifepLhgRxjHrnn3rN1mYXGgxxXUjzymQMckhouc4HbHUZ5ojpoNvr2OF1+2fUUH9nwBkWZ8JGANq8EVyTo0bsjjDKcEZr0PVZ7a28OXS2aLEUUjbyT8xAJz1zXnVdtDSNjgxT5qnMa+la6+j2syW1tE1xMQGmk+bao7AV1ngnxJc/a9Qnuh5xcRjjC4A3dOMd688ro/C0pi+1EZ/h6fjTqQi4u6M6UmpI9ns9Wt7sALIu4j7rcEfh3q8WHPQD2rzNJ96ggcH14xWlb6vdWxQee3lKeh+bFccsO/ss71WXU7WRbObAkijPOMsoIqv/ZtoGyLSLA6GMlSPwrnrbxXEy+VNEC6gfOAcNz3HUVai1eGbP2WWOORsfu5SRn6HvWThJbmqlF7GmYLJGwHliIOcbyD6dDWnBrz6TZRWlrctLM6syMzklFHPboB6Vg/2q4Xbc22FHGSh/Csu3jttd1OVow1sNpiVovmA65bBx2xn15ojHUejWpX8XalqN3BYIup3Est825i0hXcMkAcfw9cV57qOr6vZtJYpqd9HDgq0AuX2jsRjOPwrt9cuI5L6ESXckzWEUYgY/KVwwBGDngZY/jXAa/p1xZXrS3DIfOdimGySAeprrw71szmxcEoKSMnrXofhWxtdEsob7U7eItPiX98+B5fYYyOvX8q88BwcipJp5biQyTSPI56s5ya6ZxclZM4ItLdHpV5ZKimWzcyRgZYAZI47eo6+lU1mZVBc/8AfIz+dbNrB9nYmGRyGb7rYwxH9cZ/Wo7vTo5pGeMNGWIOD2HfOOp98ZrjhVWzO+VN7oy5b9LfDkMxHQbc/pUltrN3HujSU+XgEIc4HPbuKpRRIkrYDc9N5zgUTq8ShwpdcnIB7Vs0nozNNrVG0NaMi7buISD+8uVcflwa39DnTbPPbXSyqAF+YFcZz1/EVw8bKV3BuCQcZrpvDMLXFrfPEEVo9pbDqCRhuTk44rGUEloaxqN7muZy2iXrzIXUbANsisDjOcg/N+X41wi6J4enJZYJ0ZmzjzeB7CulmlUadct+68xRjHy7jweQcf171yMNxIZPKlwpJxkntVRT1toRJrqrmF4jtLax1P7NaxBI1QHO4tuzz3/CsitnxFA6XaTHlWULn3FY1dUfhRxT+JnY+BIorj7dDJEGZjHtYnGOSOv4/pWxdadLZyl+Wi6B1579/SsjwGCft6jGD5fJ/wCBV2YjLoyFRs+/tK/dOeMN1ArlqVOWoztpQTpo5hr0QAhigPJAHOaieS5fcJNgB+7gkfmK1NUtgqbogAFYlxjoT7dh7jis3z4M7XLcfjWkZXV0Q1Z2ZKJ9oGGIHoc8VoW+qXIYLJGt0gPRhlgPYms6KynEH2iNhLB3AOWT8OwppkJxsU9eMGpajItSlE2LkrcKzwiNQDnAyOPcdR9RkVnpf3Ns4AuCueQA2fy4qut18rZGfqc1TlSKUblYgrzksSB/hQo9AcuqLet6ibjRruJly20FWz05Gf0rg67NJEeBoJVDcY+oNcveWElq7EAtDnhwP51rTSSsc1a7dyqOor2bylnhEcgWTZjlc5bjo3b/APVXjI6ivZoZCAVAcknGMZGff6Vjir6GuF6mFqNikBjaNFaPn58d89Pw9DVfMMhw0gDD17VvXMSXEUjSu0MpxhdoK7e5b3rAnsyk+0gE4DAr0b0pU53WppONnoIsM6xiSRN1u5+WQAY+n196kE5iOYywP06+1JBezWqNErblPVCMg/nT472znHzRGJgvWIcA+4/wqnfqCt0ZoaXLdXAnW3UkIokYHjHOPz5qjrd9Pd+REjMEtlI2tklj+Pp/WjTdRk0XVVu4UW5ts9Bxu74J7HPY1k3V5O91NNNFjz2L8d8kng/jUxT527aDlK0bEkqJd2EkTMVdl2nP6f0rjJYnhkaORcMpwRXTpOAxBzjOScdBTLlIJlAmWN1I4IOCPoa3i+U5pq+pzFdb4Iht7mS8gnZQXCbAW288857f/XrnrzT2tR5isGiJwDnmug8GWiXUd/uJDLs2MDyDz/hRVf7tsmiv3iR0F1YTRtwCyhyFbpjv24x7jis0wvcZW42hR90ITyfXNdg4URZRgQFwd3ynGOceh/xrmJ4/s8jCEYzyFcYP4/hWFOpzbnVOFtUV+IW3MduflyzcH8anVicryFPoxwaYkyzuq3MWY8/MVHPTtVw2Dp8tnKJ4+xLDd+I7/hVtrZiSe6LtlezKBC9wzxswGN2HTkdzwR/nit6d/sGtJdWoWVpctKJQI8M+QcYPPrzXDyM8RyWwc9CuPxNb73cluYb29hJieMSRhh97I4xWU4K+htCe9zL1U28usyTESNKuzKytk7gO+Otcx4uuDc3ttIVC/usHHrk5/pWpdTD7Q1yDtdvnPp/ntVbU4RqEGwgLIvKnHQ46H2rWEeVpnNVk5Jo5Kipri1mtX2yoVz0PY/Q1DXSch695wJ2MylyO/XH+FDzRiIKf3m3AG3se34+9ZAmEtuVWcwOycr/Fz3z+HrWjNd2xjc+ZJsJ2hYgC3TsD/WvNasz1U7oz9TspUd3YrIv8UkR6nr/k1nwNLbTJKjkkcg4/xrcnRpYFlhhaJSSNr/3T2Pr24+lZTojQtvdVKgnaR2I6n/EfjW0ZXVmYyjZ3RI9xZ3MpLo0UmNxEZyv5U+O7uNJheW2aKSJwC+3ue30rMkWGSIYyT/Dmo/MdHBzhuc7TnI/qKu3Ynm7mlc+Jbie0khlhUeYOTgEjHA/wrIluBIvynPseop6zI8hwihehGOOc/wCFQvDEx44U579KpIhsdKY7mEpIC8eefXP9KxbjTigLQtuAPKH7w/xrTJeJ8hWIxhdpx+frVrwxpy694iOn3eoSWoaKVozHHu3OqFgvoBwTk+lXG/QznbqO8ES+S1713fJgDr3rsI5xISUAZwFJ+YDbnpmuE8PXnlz3bsQcop2/3jzxmuvtJmAJitSI5iucnkAd/oMkVy1o+82dNB+4kWZAlwHSZWeXACNG33B9O5OKxJrXM4CnepBKnHP4+9baSztKWllghts5KhPmPGBuPcDPT/69Z9xGnmBokaTJJAZcBj+npilTk0XNJmdHPLbn907KcZVug9qlXUjNkXEAdguMk4bPsf8AGlufMWd2VEXYcOFPOfr09qoyndudsFx+GRWyszJtx2EmiV5TNAzeUOik4KfUd/qKruLiMBg29CMZzn8D6UwTGVCYicJw5IxtNKbhggwhPzEAE8kdjVohu4wSOmSeF6nJ4NLNMIirFnRj0Vh2/linEgko68gcjPNUbxFWDMZDc+vP/wBamS9iC8t4TEbiPCnIyAMA/hXotjcQxJ5aq582YybyODxz7/8A665nXtC0u38MW+qaZqN7OjXf2b/SYBGtwVTc7xDO7apwp3eo9wOiS7MVksyhW+UYAI+bPH6dh7VlXTskXh2rtmhbvLNcYW0SGIk/vHk+Z8DA46IKzbiNYpB+93qCTiNsHHoD9M9epzU0shE5ilVjuwFSPgsenH41KVVCpfYEGQqKcd+v9a51pqdL1Me4QI/ywMEUc5/hzyOD04PSqcnJaXGCOoHTFbN8Yo0ZirM0g3s5B+Ynnr/SufnkVdzHPXn2rem7oymrMjFySpETbsj5gO31pxuUEeOSocr079jimr5aiaJEVQwBY55P+RUcsblm8v5kUZB2jIH+TWhk7ocyrKNvK47+n19KqXMRJVpGYk87sCoLm5liuom3cH5Wzxn61XFzLDKxLEg9Qe1Va5DaEv3laCMMCEB/Wt3wTMYmugqlmd4lGCOAS2T+FJ4TtNP13xFHperXU9vBcnYsscsUap6ljJxgAHgck4FXNG099M17WdO/fwfZ59gjmAEnylgN2CQDj0JGemaVX+GwpfxEdc8Mkh+RZJnVuBxycjHHHHfn8araoTICbgpIXJUyKOQ3rnv9KiMSyW4W4nLx7tz7Pl3c/mf8mpPMj8pIIbddsY++xOPw/UfjXFHR3O56qxjPCTGNoJK8EkE49P8AIqBlnUeZGRlV5Hbn261pNFKsBZWbDYCIoIyc43D04yM/TtWbcQmDCbmIAyN3WuiMrmMlYV9QkmgEUx82Mjbzww9wau3+qw32h2um7WDxybjKAPuhcKMdfqKw7qZlbdHE0mf4R1z+FRussMgXjzSAwyOBg84pumm0+xPtGtBHilTKbwwHQ9v/AK1IkmzKvjAGTlsfl604vIZGAIxyUU9TUbTQPGJHdSM8t6fWrMyMTxzFoSrGM/wtjH1rGvoY4Lpo4iSoA69q0LnmISRkckEOOtafifwXfeHNA0jU73zRcX7SedC0ZAt8BCgY/wB5lbOO3TqDi4IxmaOlohLSFQWV1VcknAINaqPthd0UKV3Yx7H9aKK4XuejHYY8jyF97EqpwFycVWKL9njAUKXlwSBggDccA/UZooqhGfegLNJgYxxWXeO5uIgGI3sFYg4yCcGiiumJzSHSgC6ZFGFTDLg9+aYqgxTy4+Ycj06//Xoopkji2DGMDDHkGq1pqlxomrrqFps8+IsF3rlfmUqePoxoopx3FPYteHIkLT7hnBj4J9SRXVvK8dnNKGJaPLDPc5I5/CiisKnxm9H4AjkMkimQbwUUkEn0/wDr0QStIxkYDO7ZjHHJxn60UVkzZCXyiOEAAYPJBHU1z0pwM4HLYooralsZVdxCfmWEACN8ZAHv/wDWFRXieVNKqs20OygZ7A0UVojKRlXcjpLAwY/LwAfSqbyMJWfqSeRRRWsTGRv694vl8QQW0M2kaZam3RI4pLVJFKRqDhAC5ULzk4HJ5robdm3xBjv3gtlhnbweB6Ciisa2xth+poQSOZW5wdvJHU4Pc9allQJD5YJwxAPPOM9P0oorke52dCG+4t2XqrYJB5xzjj8q5/YPMSPqpzkevJHNFFaUvhM6246/tIrZIpo8gyE5UnIH0qjOcb/Zc0UVvE557mbffMvPHGeO3GaoFiXjY9SOc85oorWOxg+pt6ZrH9hpLH/ZunX8Uzq5S+g8zayg4IIII6nIzg9wa0NC1C51jWNRv76Tzbm5zNK+MZbk9OgHsKKKzq/AzSl/ERuSgg3bbmPcAngYXOMfWrFuTKsnmMzhGKgE8YCg/wBf0FFFcvQ7OoTSmJpUQABUYr7YC9PzrBnmeXaW4DEcDp0ooq6e5NXYomV1aUBuAoI/OpNowEPzBkBOeTxRRWxgUGACMdo45FZqLmO5BY7VfOO3f/CiitImb3REXYJtDHHBAz0Nad74k1bV9Gh0y+vp57a1d5oxJIzEs20cknnG3j0yfWiiqMz/2Q==", 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", 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", "info": {"video_id": "6207", "label": "turning water bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d2d450f2e6d369b5a115e022ca8d022cd001a0e5ff51479e934b0dcace41b46e"} +{"episode": 86347, "episode_seed": 356973247, "split": "train", "timestamp": "2025-10-13T03:46:19.097815", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 356973247, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) tempered glass screen protector of table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "52090", "label": "touching (without moving) tempered glass screen protector of table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "52090", "label": "touching (without moving) tempered glass screen protector of table", "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": "f37d78c60087ce45107eb16c4646de6457c4a831efa3f53d234ef069c40b9f34"} +{"episode": 86348, "episode_seed": 397479565, "split": "train", "timestamp": "2025-10-13T03:46:19.989910", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 397479565, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping onion into silver 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "12444", "label": "dropping onion into silver tumbler", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "12444", "label": "dropping onion into silver tumbler", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "12444", "label": "dropping onion into silver tumbler", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "12444", "label": "dropping onion into silver tumbler", "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": "d2a39726a6588b9b55fe0776ca2a7b798b60e3876a67933ef9842b66b1efcbe2"} +{"episode": 86349, "episode_seed": 3055596317, "split": "train", "timestamp": "2025-10-13T03:46:21.166381", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3055596317, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting magic cube next to compact disk'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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4T8MaNqXhmxdy327fPcSGJyrjDBE5HIxgn/gVe97VYaMex4sqX1htPqWvGups+oF7aYCSHiNkP4kj61oeHtUj1rSRccLPE4SRB0B9foRXm00bafqN3p0srSC3kKq2e3+TW34HufsviGS3Dkw3UZGM/wAQ5H9R+NPGqNen7RbjwKeHn7PoehXECMN56gdq8ytlyNuOhxXpDSMZQQcqBgivPrWPLe2a8aL0PZa1NnSbTK78YH1rpoIS1rgjBJJ/TA/may9HixGM8hjXSWsLEDPPA4/HNYTe4PcW1tGZkQ9uvvWdfKP7XufVXwD9K6eJNhjOMc4rJWz+06hdswO0SEkj8a5rdDRPqedeN76WKOGxhZgk/wC8lUHg7T8uR9cmuShuJhcRRRxO8jsFREXJYk4AA9a6nx/AYddg2nIMAI/76NZfhS9ttJ8WWOp3oBht97jPQPsbbn/gWK9/C+5hlKO55GJfNWaZ1+meNbJfCv8AZspaK9MrJtYg8DH5c5H51zP9svpesx6hDkruxKmeGXuP8963/HT6NceFdPurKWDzSUMHlkbhn7wIHIx6GuKa5EkGJFySM5967aVZ16dpI5ZUFRqXgz2yOaKdEniYNFLGHRh0Ix1rofCqpIbxwoKgL/WvPfCN353hW3j3BjCzRde3Ufzr0DwfuhS6fqpMbfzzXiRjyVuXsew3zU7kviC1vtbmextpRbw7Ar3BGSB3Cj1P6VVm8N6R4b0mNIx5s1zPDDuf52ctIo/HNa+p6jbaLYX7XDbdrHbnq2RwBXm/k6v4wkKeY8UUWGSVSQsTLyMerZxXTdbMxcW4ux2euaDrTa3ZSya3LbaTaD7TEJQoSAoRgHHLAZGM1bHw6+0C5DaxKJWly7iJSHyoJJHqc1qaXoeqyaHZWWpzQzwiFkmD5Z3VgeC34j8qt6JMum28tnPdGaSBECA/fdcELx1JwAPwr1YYqpRio05Wt5bnkvAU6z/eRb9Xt8j5r8Q3C6VHOwQNISYoySRsfsw+mK4mKfawLNknkkmut+IERW7iyDteR25/D/GuY0ezgv8AX9OtLhtlvNcIkpzj5c8/pXFhUoU3P1PQxXvTUH0PQ9F1KNfB80iyIXVymAwyCQf8a53TNZNnqa20zf6LI2EY/wABP9Kd4i0KLTdKGo6fO6xNKZfLDfJtc8YHbjA+lcxKVljyWOetdsq8MVS5WtjhpUHhqvNHqetrEBvTqOtQxO2mX9rdRsd1vMsg/A1T0i9N3oVrcM2ZTHsc+rLwTVzaZYMMOckEmvDScJ+h7d+aPqee24zgV1Gm/ulUDqa5e34wAMk11ukxPLLl1wMAAVrPYEdFZIdoB6Dg/lXqEWprJ4fs45cyvFGhVFixjAI5Y+1ed6YqyOcjhmzj6muxWVlt2Q8BIzn8q51UlF+6xOKaVySwvEt7a5uWtka8uIQJZXkODleQB/dAwAPavEvFunPcRrdqmBBhG+h7/n/OvWmjzFuLsq9MfhXL6hFBLF5DqGjdkV19QXGaSryjVjNvqU6UZU5ROP8ACGhx3uoRrNGHjHLqwyCB1BrJ8aafFbeIrpoY9qs2cZzXp2h6R/Yt1cD5pImUeS4GSBnJB9/euE8aPHJqzlSGJC4wc9RX1cHSqUOaDPkv39PGOE1pb5b/APAOFCM0ixgZZjgAetevjT5La0hgb5jGoXP0x/8AXrm/B3hG5mvRq19C0cMHzwxuMF27HHoOv1rvioJwW3Drk14mMqKTUY9D6PCxcVd9TqPh7HuTUw3yr+7J/wDHq7/TWMytMp/dfcT3weTXl3h29MEs1jG+x710j3egGcn9a9ct4Y7e3jhiXbGihVHtWtFJUr9WY1burboiSqWpyYtjEp+d+OBnFWpN5wqcZ6t6CgRICDjJAxk1pFqLTZjWjKpF046X6nmmrwbbEKkTohk2gN+J596x9QQFTC5ATYVP0I/+vXoni2OM6bBlOBODx9DXnl1E13ckdskZ9q8XM5uddzfU9PLqSpUI0+x4o+nvFfSWxHKOV/I11Gk+D9SaxutX068lt5LeBhtSTYST6HBBHByO9bWu6FjUEvooh5IjUTt/dOSAx9sCu2srUWnhER7cNPG8hB64xx/KvoMFyYiips+fzGrLCVeVf1dnzy8UkUsjTMWlZiWJOST35rR8OF08S2JQsR5ozjuKsataBLiRvetj4c6U11rcuoyIfs9ohAJHBdhgD8Bk/lRiGqdN9jrwzdSSZ26xlLgqDkEHg+nUVwNmhZ1wM8mvUpLRCfMXsv8ASvMtMP75FOBluprwOh7a3Ow05QkAXgtjFdJaAbgMYIPH8v6Vz+k7ZnDg5QNjPrjk10tjHuiHPQc1jPQS1ZfSHzHTPbnjtWPbDEFw+fvNk10NvjDuFwQh/lWFhjGsaLjPXFYS2LRwfj2x+0JbXUYyYiUcjsD0/X+dY+g+H11GdIZI96yEKVPfNel3+mxyaVcwuOZYWBPoexpnhPRJdP8AEDQXKjdbqZcgcOo6Ef54r28oqxlF05brY8fN4Sg1Ujs9zz/x74LtNBvYFtHLRCILgoAxI9SOp964wj72RXsfxEhMvkmQYbacg/7xrymazknvI7W1jMk0rhERRyxPavXqRUNUebg6sqsFc7v4f20n/COTsyDY8xZD67QoP869N8JRF7a7jwTkr/WsfRNJXRtDs9OwGMUf7xx3c8sfzJ/Kus8KwhJbgKvB2/1r5+U+es5LqfQ8vLSS7FLVvB02t3VtLcytLFD/AAHjd7mtux8Px2CIuFCJ91FGAK3xhF5OK5TxD4phtZPs1u2+Udcdq2bSV2ZJtuyOpEsUY27gMDOPauGiMtz4vW7t3UWsIeOS4dwAT5hJC+u3dg++az11y6vgsTzyKp4ZEbGc1ShlitvuxA8n+HPVs1n9baVoo1jRadzzD4j2mZpGRw4huXUFTkFScZ/QVxNpYvcSKFLKc8MvUH1r1nV9OjvGummHyyB+PTjNcx4d0aQatBbXEWyQlSR6gjOR7Yrsyuaq3py6HDmadJKpEwPEej6vpNhYWV1dSSWpTeq7wVU5PAHUcEcHvmudIGMeg4r1b4iRCdIHHQZx9OK8vniIcRqCzMcADqTXq1qMaMmonm4LFPE01NnbeEFZ9AOS3yynGR24/rXTopa1BxzjtRomkrp+h2tnIP36x5k/3ickfgf5VbMIhTnOOlfPVJKVRtH0MVaCR53pdsGkQ9811tkmzcw/hHFczphKhTjpXVwIRZ5A5J/rRItmxYgq8YUfdOa6BLo/ZZWbBYIxrBtgoQljgAHJHer0coezmI4+UL+GRXNcqxbld5EU84IJGO1YN7GRblxydyEf99itKC4YqEJ4Cmqt0jshUf7B/wDHgay3aNLWTNZ1aLa2TkDqKzWtLf7QLhoYjJuB3bBmte4GIyvPrmqTgtbk91FdEG7WMWluyeJG2sr8FiayZfkmKnpnitiXLnd078Vxkfn6l4yudNk1W4tI/wB4YRGm7LKhYL7Dg8n096unFyVkTJ8urOz8G6VHqHiSO5nYhLL5toPBJ6fyr18EMAR0NeL/AAUubnUrrVnuZ3lCrCfm7Z3V7TXZR5krM5J6zbCignAyaiknSNNxYeg9zWkpKO4km9jF8UJ5tpHliFRwcDvXC3LutzIFXaCx2+9dxrt2kWm4IBeTjn3rjmTds54Lc14uLkpVGelQTUEQaaVN5LHMAyvAu5T0IyeMVcubeVNNa3tHUhQUSKbJCrggAEcjr05/Co9PjU6ru/hEHA/4FWhcptcAng9qvDV6lHWDMsTh6dfSor2PMV+H97f3LNfXsNvABlvKBd29QM4ArubLSLTRtIitbGLy44/xLZ6knuavJFun8s8AqayPGN7PYeHZXtZXil8xFDL1x6VtUxFWvK02RTo06MfcQ95Bsb1wa8z0mw82TdLnaBgD15rY1W4lt9Ejv7HXNRlVrg2/7+NUWchMs8eOdqk7Tu9R7gM0cgR5IzxxSnBw0ZpGaabR0OnxLFCwVcADgD34/rW9ZyiLYp6N1rItwI4045dgTn/P0rTjAXnbn5eB7VzMtG2mPstw4P3o25/Ss1oykCJF1ByT3qz5jR6fOoHPlgZ9yRUcA3hTnkA1lPoio9WZt2GNpOxzgRMQK6HEcyRyPHu2nhhkEfQjkVlXaD7BOufmMTkn8K3o41+yKB0VB/KnRbjqtxVUpaM5LxJ4dl1uYZ1FkRQ2AYgzDJz14qXw/wCENJ0O4FxCjz3ZXLXExywz1CgcAVulcqSOSDUkShbZZOrbcH8DXXUxNWaSlLQ56eHpU3eKKN7iOYg8AnIFbPhaZUa7d+OF7/WvNp9Rmv8Axzcabeatd2ts03lxtFLGixcAkkuMYxn3JwK0PB2oX0V9rdpdz3LeRKsarc43qAWHzY4zwM44rSFJq0gnNNNHZ+KvEhsLP90f3jnavP615pbXDvIZpGLO55J96d4i1Rb/AFKQoxMUI8tcdCe5qC3wApPAHOKmo+hdONkdJZhDIHzkD0oSQRQ5J3M2OnaqNlPsQ8EZVm/SpLco9vGCxDbuQKw2NNzMvnaQTHPG1/5GrNrDFLaWNwMpPFGoWVOqgqMj3HtUdwB5MmfvEPj8qvaZEBo1qO4hQk+vyinQlKL5ouzCtGMo8sloc74p0m91UJHbPb7FLEM+VPI7jkdqh8PeB7XTr2O8u5hdXSAMoC4SM+w7n3NdMV3AngkcGpYVCQJL1ZlGfwrurY2tVVpM46GCo0dIRsUp/wB3IVPQHiq8m2X5ScZqv4vuJoNMa5t5GjcOo3L196w9f0/XdC0XSr+7vLpZrwv5kRTAgAClAxx94hs47fXNZwg2ro2lNLRmVYIuYhjq4rpwdkCAdM/40UUpmr3NNRttXA9KmiP/ABL39yn86KKwGT2iKw5H8JqO9UG2c9xs/wDQhRRWMd0aPqbNz/qh9KpY/dSf7p/lRRXRAxZOv+rX/dFeaaxqE+k+K7u/ttnnxStt3jI+Zdp4+jGiitqBnV2PQvgIADro9BA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", "info": {"video_id": "136671", "label": "putting magic cube next to compact disk", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "136671", "label": "putting magic cube next to compact disk", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "136671", "label": "putting magic cube next to compact disk", "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": "2b0ff204aa1ba7cafa983d16c36ce1421febc0ec651b8dfc46acc8b69d7b6fde"} +{"episode": 86350, "episode_seed": 2192211559, "split": "train", "timestamp": "2025-10-13T03:46:23.088854", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2192211559, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pour water out of a plastic cup, but a plastic cup is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "165508", "label": "pretending to pour water out of a plastic cup, but a plastic cup is empty", "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": "165508", "label": "pretending to pour water out of a plastic cup, but a plastic cup is empty", "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": "9ac074c43b5b97a6d3c5633b7b9d145b24803cc9d03c114b4406204ce27394bc"} +{"episode": 86351, "episode_seed": 4063577576, "split": "train", "timestamp": "2025-10-13T03:46:26.946448", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4063577576, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting water bottle roll down a slanted surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "32673", "label": "letting water bottle roll down a slanted surface", "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": "46e772d97fff7d04f6558b1f420cfbe90879e6eae88840d66fa7dce2d6f57b75"} +{"episode": 86352, "episode_seed": 3690272969, "split": "train", "timestamp": "2025-10-13T03:46:27.246445", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3690272969, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "83067", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "83067", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dbd8e73a3e4d4553344a5591c2f418a44c562c0d14e33ab21354e1d83fc9dbd1"} +{"episode": 86353, "episode_seed": 2049357959, "split": "train", "timestamp": "2025-10-13T03:46:28.741713", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2049357959, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 color pens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "171156", "label": "taking color pens", "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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pZHU4b6XUEhYNcQzSMBtfgHAA3KTuB/CsiG1iit40dv3oiUNled3Ug+vTIPPPpVjUbZLHQ7y6uw6reWn2WBTwZZCyksB/dULyfU4qbqWoldaFRPGOlzQfZ/7LSKJY/LVBKSMb95zxkkkD8qs2viLTI7fyH0ezaItkmKd45PzJOa4byERGIQg5GOfzrZ1Xw5f6S1kZNkkV3Ak8Lx5KsCOg9wTjFR5m1keiJq1n9nspZLqefRbyVoUllbbNZyd1yOuMg46Edsil1TSrvTdUWzlnUK/Mcrr8hXrk/ljr1rGuNP8A+Ed8H6fpmoP/AKbdXf22SHAJiVl2KpHbPU+mKZfasuq+JJhdsJDHHG0LE/6sbRlV9MNmtYR57xT1SuQ4tRU+jdjobmFrO3kSzm+z3AxIZpotyyr/AHWyPlA6cd/04XxJrNvHcTG3jSJpOdidAMYFSeKfFDLbRW0cu8rwWPUjJPJ78k/nXnk11JcTu8jEknJrJmkIdWSXV68rElzzXS+Ablj9stFUlppoCrdkI3jPrn5jj+mK41ucZrrvADCO7vZCGxFGZOMfwq2M598U4LUKj91nocYhufChNrIIhBeSKfMmCoACefm4zgj0zzVJG0yEbH8QuW3EyNak7FUYweF7At9Misi4SN4LJSRhbeWc8ZGZHwoP1Cde2adbWBvJJILSN5i0e1VUDOeAMnsB356DrVSavZIxSa1uV7zxGmi38lnd2EU93b741uDKzEBx1BPBGDkemajHiTTpLpLhNMtGZQoAnZmA2gAdMegrH8Tm2uNZxbt5ywQRWzSg5EjIoVmHsTSaP4eutckv49P2eZa25nERJ3SKCAQvqe+Kh72Rqtrs7bRtZstR1BILQNpepSuBA8MxeGRsYCMDyM/iPUVYeddS0/7ZaxeRcQTfZ72FWyqN2ZQeFJ6EDj5eK5bwP4fuNQ12G8kfybDT3F3c3B6IqHdj6nHSuhttRjkt/Ecfks6aj82wqOrPlcEdhnr/AIU72S8xxpucny9Fct6daLNA08/79UOfIAwSB1DED8cemamlybyO1vj9pivlZ7M7BFLHt5YDsARjB9sY61n2u/TmJtDHDu3fuyAVbI28r9Dipkljub6yu7izd7qzY+U1nngn1Q4Bb7xz6+wpuDMHLqY2pWv2HULq2lRruBOX2gHcCuQ4HqARyMH8KxJnj0e72LFKkpVGz5mQyOoYHp6Guo1DT9S1a6mEFtc/aNQfyow8bbR8gAyeBwuCW/H0Fcv4tkgl8SSR2LK8FtFFarIOj+WgUt+YNRUpJK8iozu7I9Bt0t7ewu9UljWWGFDZWkLjCyH7rsR3yd3T3o0e4nulukijSKJYH4hhVcFiFABA7Z/z0rl5NR8UpbrYYs7aGAFFiWNCF/2cnPJq/a+Gtd1qGOa51mY+ZK+ETIyAuWbHA9B/Wr5+yYezt8TRe8V6Sdc1CwjW5iS2tYJJ7qYsP3atITnGeTjH51OPDvhy18LzeILW3bU9OkiQgyTbWhYMFYZUd8k59sVC/hrw1pFndpq2qeSNoEoW5BlfBDAFex46c9a4Kw8fS+HrC/0e3jWTTb2QbRKudqE/MMevTn3zStd6oHJRjeLdkd74I8V2q6Ze6BawBp7OZptP+1ESFAwJ649yOldFolzos9jezDVYb/XLmN4z9ok8ryy4IKqWH6/TpXnWvan4P0f+zdX0GK4i1BNpnQ7mAQ9fmPHFdvLY+CNX021a8ZNPu7354rlMhWbjr278jiqUbr0OhRhOj7SF99f0OQsZprTXdJlaG3MssBt3S6b92HRtvzEdgGzn2ruTdXYIMniDTrEMR8mn6fuIyezN7gH8q891yxk0qN4WEYNjqRVTGxKmOQEAgntyK6W6shZ6fbanBcvd6TPhXmJBe1fush7jJI3fn76JXoxfa6/UeN/iqS+0kzTmurBgon1zxDchuWxOsan8ulc9qtwLmdIJdHt7nTosJHmUi6jXGTiQ9TnJwRVpYlyEQByME7iTnv0H+fx6QlTGcoVUnHTA9+vbp16cZ6AZiyOO7M/QtOgku5rPTrl2a9YRASx4mt41JLlx09AD0NamqX1rb6q8NlaW6pbqIVlaJZHkCrjqfx6Y57g1QuL+/wBKlS60a2gkuJEMMkzx5yOCoUEjqBwvJwB61VsF8S6vfRWyXkFp5smfMhiVAPlwTuUZ4Ax1B61N0tEi1Fy95s7K/wDNisNSM8gEiWbRhSABvMSLx07ufSuX0HwTZTyNpl/emLXHh8+G0RlxtH8DE92HccLnvU9r4FubiCK41W9mljkUFfOm2KFPT5nzk9yoArC8XT6d4a8QW2oaNqj3upQt507ZBAzgFQR7ZOPpSbb1ktCkklaMtTT1fUtJ8H+Mra8s9Pnsp7G5CSoLgshjdQGypHbPY11eoapp+oX1tFLfQ6RoMxNwqwpgzMfvA4GCcnOT61xlj4j8LeO77VL3xUjW7YAjeAkAoOBuAGS3Q5/D0q14FvdB1Z59Bvozc2lk5aEvuVtnqO/QdKpQveJrhlCspWvzJflub3jSG2nvbGDTI4P7Lazlso5IJ1dc4yMqOQcnr3rN8JX9zPoMJhTQ4Ch5uLxGkm3AbjhBnOOg9eBSaz4e0i0ih17w1fLeWaXUfmoZTvgyD27jkcEZFZXhzTRea1qekJfLaXCTP9mEmPLlJO5Ub6hjgj071pRu+ePkn9xpVs8NGS+y2vv1J/GMF3fJDs1aC/kT5QkFsII0GM8e2PX0Neb6jol7ChkdVAJwBnk/hXpAQ+dLBcpJb3Vu2yWByAwPt1JBPQjrxjn7uLrl5BApRwMkZBzntj6flx9epzsrnPGUn7p5mkT3F4luzhNzhSzHheep9q+kV+zwaHPrE9sk4vAtvaW0q/KIVI+YjvnaD6Yx614lY2sNta3WpToCHyiKTy2ew/TJ7D3Nekza54nuY4ITbWMKQBViUQIxG0jgbieRgZA54q1NR3MpQcnodRodxPcwXG3y44lMSZihVOWlB6gZ6Bvw7msjxRox1XWbeeWdItPsbCNru44/d5JbAHcnPHb8qjtfDXiLV4beWXV5vLlEjeXBu4QMATsXaOS3T61duvCeh6Vo122raq1tGMNIqzo7ysucfL684xzznmhuUlaxKUYu/Nr5C3fhvQNJ0KXVvs8upadcCGS3uDPsMYY4K/KOT0OSOc47UngvxRbS+G5tItYFlv8ASJHNk11iRlj6g5x1wSOnauD07x//AGXoT+FriJJrCWddjN/DEeSF9DnAz2ra1i88H+F9W07V9Aurg3DlUuon3NtU4IySMcURVmn0NKThKr7Oodiq6PfeGdUuBqkGpa3LCxAlk2GMn5tqlhnPH8hxXE+I4JJdIW+tbaCNokE0lybgK7BuCgTvyM8etdze+HvBWp2cEbXKaZfXi+ZE4chHOQOh469hg81w90YdB0uGPVbG3u7exuZLO5iYk4jJ4ZG6hhjIqWnCSXyOyEPcqQ6rXXyPOru5aRSWOT61QSUlzzU2qy2ltqM6W03m24yYmPBKnpn3rOlje1t0V12sw3Z+tJRsZOVy8ZBgetdr8OITqFze6bEWWS68sPIBny4lyWP1J2ge9eaGSVFUs5INdl8PdV1XTX1ObSoIZHlVI3aRNxA+Y4AyOTg+vSqSS1ZjJ82iPTNS1G3j1aVLGztkSECFJDEsjyBVCg5P04xj69q2tUEqadqwlkHmi1aJVIAy5jjTjoMElvQVxtgniXV72O2S8t7QSMW8yGNUAG35mDIPQY4Oa0rPwJdXEEVxqt3PKsiqwM0uxVBGQdz53e6jBp88n8KIcIq3NJfmQ6F4Hs5ml028vGXXliFwtkjLgqP4CT/ERjnoM96bqOq6R4P8cWt5ZWE1lLZ3PkzIJyyGNwAcqRkEexrK8VXWneFfFFtqWjam97fwsZblshhhiMqCOCcZOPpVuz1zwl47uNW1DxNutJGPyNASFKjgZABJboc96Sj20aFOok1zXaf5nY6hqVheX9vbTX0Oj6DJ/pCJCmDKTwQcDGcnOT0zx61D4h+xweJLA6dBbSaWbU2yGGdWRmQ52kDlSc9e9YPgS80HWop9G1JDc22nuTEz7lYJ/eGOegqbXPDmlWdvF4g8M3q3tmlzH5qeaS0APB47jkcEZFFSL5eZHpQjClXg1flf3a6M6GJ71I/3dr4ZsMnIZ5WuZEI+boM8/wD1h6Uhu3Hy3Hi2cKMDZplmsIwFyPmPbt+fYGqgt9K1a4TToJINM1mVfMhZR+6uwOMSL0DehHJ/SsXYVmlt7qN7e6tm2TQOQGB9upIPGCBzxjkgClZq559WLhNw6ryNa4v7aJWubS+1e+v4wfJ+33H7oNjALIOoyTx9PXFcjfQ2V0jm5sF0u63gRz2uWt2z/fXOU6jkcc9K2TGGB+RSD0Ock446dOufb3wGJZwVKy7DD3UELu4zgH3BJJPQEnqwpOKehnd3uRKx3B/MPXr6k+/Tr7j6V3HkGGO0tG5aOzCkLgZaSVc9j/dNcjp8TT31rDCrHzGCMykkbe4JOc8dmGewNdbq05imu5IrlbcbobZpMkFVALMRgHpuFEQk+h5p4o8NaxqvijVrqK2xG0zFC7YLAcDGea871K1lTzbedHWWM42sMEEV6z4iu1+xXENlc3D30s376YnapTIIbrjd6/yHSvNdcuftesTzGQSFiMtnrxjNc/OudpHQotx1K2lXP9o2LWEpzPGD5ef4h3Wuz8IynxH4RvfD0rZvbImW1z1OO34jIrzidWtLhLqFsENk47V0+k6qdO1qy8Q2p2xuwiulH8LHofoa6FZ6iwdX2Fb2U/hlp9/9fmdL4R0nUvE8Ov6TbZd47NJk81ujA8AfiK3/AAh4puINXstOubVH0i7QRXYZc5Djgn6E4+lbng5Y9I+KySw8WWuWTvFjoJFIZl/mfxqPxX4KPhzQ5dVs5JLiX7W6SxDACxszFce4yB+NWkoUZJb6P+vkaYpy9oqVTpdFDWbG58P66+lRSvJCBvXeNxERIAOev+zge/qaYY1kkBbOSOmA2Dnnjoxz2GQW46LW54xC3um+GtdQ5NxF5EjAdmTcD7EMp57ZJrDQrtBUZJ2gKhxg4+UexIzjn5VyeprPl5Xuct7pFW8X5Y+CDyDubI68+ucHqcHnPTArX8PRyJY6rehlYR2kkasMZLMMdef5/hWXcFHZAwHypuAQHO0HggfeUdcEDgckc5rpNHiMvhg+YAXv7mOMHAy67gOo68BuTz60Jajb0Mbx/a3F1okdrZwvOxvgpCgHAjjC9vf1IryvVdJ1DSmX7XbvCrj5SRkH8R39q9i1G/a6lL6jqvkWguX3JbncYSOAdyjHJ4AYHv36eb+I9Su7qzvEuJD5T3KmFD/CAMZHt1rKrJKSNaSdjh7e7bTNT8xeYn4ZT0IPUV0FjqLeHvEljqkLkwOQC2eqH19xWHcQCaLGQD2JNP0uVby2k0m4OCeYWP8AC/8Aga1i7q5lzyw9VVY7f1/Xodv4yt5NH1CW/sZHS0vYvtEe37vUFlPsD/MVp63De+H9QtNaubLMF/YJcRqx++UADDjodrKfyqpohfxT4Du9HmB/tLTtzRK3U4GCv4j9QK9CudJPjv4VeFZ0nWN4cJLIwyVXYyMAPXIWtaSjGpzPqmehjJ8sPc+Gdmcp/wAJKvi3wwmq3GIta09vKnK8efB1G4d+P5N61yeoAa28TyTBONxfyyu9e7Y56ngHp9AKdpsMmm+IrvTJQceW8ZJGBJt7/kTXMNvguJLctzDI0Y/Dofy/IVy3bldnH8K0NnxLHHbWNtbQsChHJHO4Z5wf7ueByckE+lekQI7SJGjAs2AqEZLcccc5/wDHq8eubkzqgZt2PXvXuWix+dq9nagEq7LJIpAIIHO7B47csp59B0ranqRUXKkdh5QivobZmwIorSDC4wTvZ2644+X6+1eLaxoOs6hqep3kenylGnkkBwMkFj04Gfyr2K/up4byeW3uorb7ReiE3EjL8ojjGeG6jO7OOfzrh9e1CaC0jSxv5pL6W4BuQwYeThs8buRkcke4xgU67ildmdDmvoeN6pC0kTBsiWPkDHIq7ZXP9taQ8DnNzCmCM8un+Iqxrcv2nWruUkfPIScdPc/nXP75NK1CO7hOBuzgdqinJNWZVeD+OO6PT/Ds7eLPh7PprNu1PSSZIvVlA5H4j9QKxdGin1y31jS/3lxEkaznLfdA759ucVF4e1YaF4psdZtflsb0iOVeyP6H+ldbZabH4c+I17awDbp+sWjT23p1yU/A7vwxVzhzK/Y9GGI9pSVaPo/6/rU8h1CF4NS8iZAWjwMjo47H8qfq1w1zOkezaTjitjxJEln4htfMU7Y5Nsn+6G/wq94x0uGK7stShUCByFbaOPUUaNI4U2rruchcg58sjnoMV1vgFMLfngf6sHPQDnk//q/EVzd0US7Qnoymus8BvGz6i3O1BGSV7fe5yOV+uCB3HcKOxc0ken+H45F0rV7wEH/RWhRwOSzcde/5n8Kp/ES2uLzSYbayhkuGN++QoBwqIE7Z449R9K3NHh83wzEHA3395GOFUbxuBz8vB4U896p39/JdMsmo6qtta+fJ8tvhjEwyAMrkHccgBuep69NGko2OZP3rnjeq6Xf6U4W8t3h3jKkjgj2IrEs7s6ZqROCYJOHU9wa7XxJqd5d2F2ty/wC7e6DQoRjaAMHHt1ririATRYz8w5BJrnpzT1WxvVp88bM6HS9Sk8N+LLLUEfMEuFLdmU9DW54ttptD1W4uLCR0tL2IzQ7fukE5Kn1AP9K4nTJBqNm+lzECXrAx7N6fjXoWju/ivwFJZyDOpaUSyqfvED7y/iOfqK25brlOjB1XWpSoy+KOq/r+up0lnZXKeELXxgdPW5ga2VJkY4cxjPzqeowQM+3Par8U8vjfwmdXZTDrWluYpyo5ng6jcO/GefZsda1/hfeQ638I5rCY7vsizWzrnouDj9DWD8MtUaXxA2n3EboJ7NlZX6SbcEEevBaoS5XGK2Zz1qjqzlUktdzItbqe6QiTG3BIdIyocZwW29CMgAY4OAvABqVY1XDMS2ck8b8884/vANgcZ3N7Co4rI2GoXelj5ms7mSBMdeM7D7YTjODtAJzkipw+Nhi3PllwEIG49FIBzyeigklVyxHNUlbcyk77Gv4YtZ5dVSaSBkMUZbLhgVzwBn+MY7nn2FbV2stlbXN/JY+ZOsk1xEzc7W4VBtHJyAK4K28XaxqWtWlgL54jNOkTLHEE4zz6noDUHi3xXrV5e3f2eaa20+GYwxqnAcqSDz3PqKzVRcpp7KTlY5TWNQ1RJbi1u4fssjMTJHs2nJ5rnXG3qea9QvYh4+8Hm/UL/b+mqVmUDBmj65/rXl7LuYbj0rNQUdi1JvcaVDoyn5gabpN0LG8e1uV320w2SL6g9/r3rpIPB2vT6db3sGlzyW9wjOjqM/KO59KzZfC2s30JnttMum8sbi3lHAHrmtYXTszGtGNSNj274d2Umo+H4y7mS80e7juLST/npH0b80JH1rtfFSrqfhvxTpyEGSKATrj/AHA4/VTWd8Kr60uvBun20Kql5YR+XKvc55bP481k6J9o0b4067ot/K0lnq9mJrUv02jPyj6ZYVtuiZValRqVR6ooM/2n4GWFwAG+zOkoJUMMLKR0PXgnislRGUXEbEtlAueTu52Zz95uCxB4HGK6fUbFNB+Ds1g5KqFMeepXdLwfw4Ned2Hn6j4uudOOqXdqjrL5Z2bnb5C21sjjdgklh04qWtl5ApbvzNa6lyEXCNHyxY5G45AyCPueiZA4B4JxXa/ZpIrTSoHjmdIQ00oHzN8sZ4J7klse5rynQvGOo2MM5eWKVptm1p1LAEZ4QDjAz+ldU/jvUrTwnHfNIkt7e3LxwN5YCoiYGSvqajnim0XySaTRjeONWTTr+2srSxAW2jBaWRiz7mGdrkdwBjGeleeX9zPe3LTSn8OgH0r0TQ/Eja3qFzoPiRkkt78lVlKgGKXGBjHSuF8Q6Nd6BrFxp10PmQ/K4HDr2YVi4xb50apuPuMx/oRj2qpdoY5RPGCCDzWnZ2M13MIreJ5pCCdiLkkDk8UktuwQK8TKrj5dwxkVcXZ3FJcyszpvCGrNHrNpq0LYfcsN4vqOiv8A0Ne5mw/4Rjw3r1nH/wAecVwl9bkdBHIwLgewbf8AhivDPhPFbWXj2AatDusyjACQfKzEYGfXv+Ve4fFWz1BPhlfjS5DvtEBOOS9ueGH1A5/4DXQtjBVKigqMvhWx474pie2+IlpgnbMoYAfQq38hXJa8oGvXQwBv2uAfpzn2yM13WtMupS+EddXnevz49duT+oNcN4rdTrk4jIBCINvcnrXOlqbX90yWYbhyxGfxP/1z+lfSngyIy6hJMAV2RgOASo3Nj7yHkPjPPAPYYrwrW9E0q18OW2r6ZqN7OGujbFrqARrckLueSIZ3bVOFO4fxDnqB6/o/jbUdU16xsoZbSGK4mAk8qM5KgZb5j3wMVtFqEkmZSTnF26G7qE0OnaHLqd1ZSy3CRyzrHL8sbNJIdqEHOWHBAx6V4xqGt3Uts9skQgXJBAzu+nNdpr/xG1e7upJLFlhsoZgI1KAs2P7x98du1VvF2nQ+JvDkXjDS4lWbGzUbdP4XH8eP5/gazqKNV3XQumpU/i6nmTqV6kA+5qCWITROjZOemBVh4zI2WP4VP/Z9xHDFL9mm2SqWjbYcMB1I9ahGjZR0S6RGl0u+JFvN8pPdG7MPcGvZNPtbnWPAa6g67tU8M3Ky/JyZIv8Alpj2KZP4V4tfWkjMs8CMWU84HJr6l+GFvYN4K02e3VWuBB5V4DyXzyd306D2yK6Yu6OaMqlCUlH4Zb+p8/fFKEQeJECfdkj80EdweP6Vb0lv+Ei8DTWchzcQAqp78cqarfE2wvbTx9daTduuy3wtox/ihblOfpx+FReGp/7EtRcyt+5dmVyB1GcA/nUPQ1WqucbKjlsuTkcc12fw8IU6iGXP+r5JKkH5sbW6K3pnj2JxVbRbDRta8bSWOoXUtva3MxEc0cscaIc5LMZOMAZwOpOBWx4U1Sbwhq2v6fHAqMLhYwl8mZE2M+Mhcjdzzg49KbaSuyUm3ZbnsskDRQaXDIk7xwRySybRljtjxjj+Ilz9TXnHjbVodO1OCxtLIf6LGoaaR8szMASHx/EBxg+lb03j3ULPwpBes0Ut7fXEiwHZhERCByPU1jaJ4g/4SO7uvDviMoUvifKn2BTFN2xjp0/zmlUlCouTuKEZR9/secahcz31yZZT16AcAfSqXPYjFauu6Td6Hq1xp10mJImxu7MOzD2qhbWck8ojiR5HIJ2oCSQOTxWKVtDfmvqZ1yrQTrPHkYPJ9677wbq5g1201WE8SssN4vbJ4V/x6GuRkhDJtZGCuPlyOtdT8IoLNfHUVvqybrQxuNr/AHWYjAz/AD/Ct6cuhhJzpVFWp7r8up7F4N0p/CfxH8Q6Cqn7BqVut7aEj5cnIZR9Dn8BXnPge9uI/iBpUc7sCly0ZTPTIYEfSvVfiPBqOm+FItX0o7r7R3DByeXt2+VufYYP/ATXmfgjSnv/ABXpGrfaY3Juy7KpJcEKWbPp/wDXomryXqOM7xlJ9Ub3i6FI/HupRMiYnjhuArZAPy4Yt1UICgZiRzgDIqjmPnDTOHHX+Nw3A7/ffoACwVe1SfFa4dPEcht51jmS1gjKADexLswx3xjriuf12x13QNH03ULu+uxLemVp1aM4iOFwXOMb3DdCOBx1Bq2tWZxeiLWiWqxfEWIGSSQwwGRGkOTkRZH86hWQnQILtsMZEYyxH7kmHxyP1OMZPWiiuaO33nRU3+4g8AO0Hi68aNiBHZztt/hbHTI70+DQNOufhnFqskH+mz6osbyg4O0tgqPQc0UUR+EVT4/uPcZpf7LsoIbZEEaIqKhHAAAAFM17UpdN02WWFImIQ8OuR+VFFdPQ4zxvwTqd1pnxKthaylY9RXzJojyoJ5+UdhzW78Vnew8QWuoWzslzFfCNXz0VwAw+nNFFQtjaW51PxPP2bwCUjAwZYV59Ac/0rxWbVbnTtdXU4NhuAd4LjcAzrtJ/Jjj0ooqpfEKHwGfH+6t7uFQuxJEQZUZwD6/j2613ars0rQoY2MYi09pY2XqrM3zH8Rx9KKKwl8TOlfAvmchrKINN0vUo41imu4pJHEY2qpVsDaO3Sus1m0i8Raj4Gi1DczX1sqzyKcOw47/560UUo7v5Ez2XzNf4TaTaW+v+I5Ujy9tJ9niLc7U3Nn88CvUH0ywupUlnsbaSRFIVmiB2j2ooren8JzVfiPNvjVBFZ6FZXtqiwXMc4RZIxghcE4/Ougs9XvdT+D0d1PMRK6JGzLxuVsAg+xBoopS3ZUfhR4nol5M0p0tmza2cknkg9V5/+uawPEPGtXXcYTg9+OlFFZL4jd/AS+IPFkniG2tYptI0y1aBFSKS1SRSiLkBAC5ULzk4HJ59a9G8Huf+Emu7vCiaGymkQhQArbByAOKKK0l8SFD4ZEwtoru7sdKmQNay20so4+aMou7Ct1AJ5Pc+uKj+GdxI+qanYOd9rPpskkkTfdYjA/kTRRUr40D+CRz8mg2Y8E6fq37z7Tc6g9s/zfKEA4wPWvpWz0+ztrCCyjtovs8UIiRSoOFxjFFFbUv8jnrvRfMRdD0qO1eCPTrWOJ0KsqRBcg9uK8f+GOq3ll8UNZ0WKX/QRM4EZHTDYFFFVPoRS2ZyfxomlufGt+8shZrWRYYT/dTbnH5k1janEsXg9QnA8lT+eKKKwkdcdjn9L11tHM8Z07Tr+KYq5jvYPMCsgO0gggjqcjOD3Bq7ZapdapcaneXjrLcXUqzSyFRksSc49Bz0HHA9KKKdX4GFL+Ij0eceRpGiLFhPs+nq8ZA5Bdju/MDH8q5LWo0hsdM1GBBDLdwPMyx8KjK2BtHYcUUVnP4WOHxI6vxLZxeINT8FC93b9QtVW4kQ4Zhwf6n860vhFpVpDrniGYR7pLZ/s8RfnahZs/ngUUVtH4/67GDfuP8ArqeoTaLpV3LHNcabaSSRoQhaIHaOuBXm3xqtodI0XT9T0+JLe7S4WMPGoHy4JHH1FFFdE17rOem3zo7W01a7v/htZ3MzjzJtkUhA+8jdRXDfC+xih8f6rApfyrVHMKluFJYAn8uKKKxXxI1+zIzPieW/4SvV1ycCK0GPbJ4rjr7X9Tv9PsrG6u5pYITLcoHlZiHOB1J5A28A9Mn1oopvdlrZH//Z", 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", 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", "info": {"video_id": "171156", "label": "taking color pens", "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": "f8ebb67424ce5c967fdf5ad3c954bcc7cc32e44943e99b3022f5ab72323bef6c"} +{"episode": 86354, "episode_seed": 2463927186, "split": "train", "timestamp": "2025-10-13T03:46:30.293583", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2463927186, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting cycling sunglasses with access badge 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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Vhwyn1H44NUpdDmcXuTagYI7d5Z2WNI1LtI3RVAySfasq2mhu4hNbTRzRHBDxOGH5itbUXK2xC43McfhXIJ4Xs7XW4tdSdtNjDf6SiHZHcZ4Ax6k+nX61V+hNtDoNvtUckAcYIyKdvBLFehPanBqLphZo53X5Gh+zIxzndtbuenWsuO4X+8BmpfHc6Rx2g37ZSJGT3xtrlIrwsqtn7wBrkqr3melh1+7R1UkyGIkckDNVbfWJLaVmhk8tz8vzDIP1FZcmqpDCxZhgCuS1y41q2W71OyEWoaVAwV7i1JPlEjP7xD8ynnvx71moyveJs3C1pHtulanDqlojbkS4xiSIHkEentUmp3MGl6XdX9yGMFtE0sgUZOFGeB615p4AvrrUrmOfySYoGDSkOoYjHGASOCTjNekXJ/tS3ksGs/MiuVMUgMy8IwwTwPT0rrptyj7x51eEYTtF6DfD2sW/iLSlv7OOZYSduJEwQe49D9RWpjFP0mxstM0yDT9PCi2tVEKhWDYx6n17n61adNykADPvWkXoZVOVybjsVAKCma5vV7zxaLiVNJ0qwkjEhCFrgs7L2JBwB+ZrbsbgyW6xTXEEt9CAt2sByiSEZwKdyLWHPEU3Og+bHI7NXzJf6dBcxu8o2tnamDyvNfUZORzXM6p4Z0fWl/0yyjZ/+eifI4/Ef1qJQ5tjalV5G7o+dE8P6hYSPLZOZfkOQADuB/hZTww9qwJt8Mlw8cYiBGGjTOAcjOM8jp+Fe66h8ONQs7gzaPqKSR5yI7j5WHtkDB/Ss26+HkDpNqOpzKLuVNn2eMDZvJCqxbv1yRWaUk9TpnOlKN09S/4B17T/ABLZ22m69awz6lDEFtpZufMUdEPbIr1PQrnRQJLXSkiiIJDqiBSzDrnHOR7/AIV8smWXTNQe3ctFNA+Ac4IINdr4f8WwwvEbm33smPnjO2ROvzo3UHvjp17EitZrl1Rxr3j6K61BchSm1hlepPpVfRdQh1TSLa6hukugyANKq7dzDrlex9qi1C5VjsMyRRqfmd2wKFK6uiWtbMxNI1/TtaaVLSR1nhYiS3mTZIn1Fau3isqyv9Jk1K4l02Fbmd08q4v0XC4HRQf4jz/9fpWkrZHBFO9gt2EkgDjBGRXmnxUuJLT+yuA4xLyTyfu/rXp6tmvOfira/aV0xscp5v8A7LUVLcrsa0L+0R5jH4i2uy+U4K8Fs8VX1LULxLacrcLdWsow5Qcx+zL2Hv0/lWnFoaGyMDHEs3Vu4rJHhy/trxbm2kLCJtoeI4YH6Vzq19T0mnbQt6R4sTULAabqm9r+JVTT75fvDDf6uT+8uDwT0wK9k8PSwQWP9of2pPDpkkCEzfadv73oUOO45IA6givnjUo5Bqe8QJbTq2W8tdgbB67OgP049hXV/D3xlPoDlLiNbixeT97byKCM/wB4A9DW0Um7nJVclHlZ7xozW3ie4dI59Sn0+Eq0huTmKY5yFG4biMgH8K7fFec6F8Sre7UW6WDtJvZgEcY8vsRnHPQV3en6lbanB5tuzAjG+ORSrxn0ZTyDVqVzlaaFvI4ghkdlTaCWcnAAAySazopI50DwyJIhAIZGDDB9xWjqDqtq+QDu+XBGeD1rjJfB1iNSi1iynfSlhcPcGI7InQcnI6D+XtVX6E20OlK5qFojG29B83cdm/z61OZEZt0Z/dnlfpQTxzRoxao5pdVUHO+q2oWmka6mNQs4Z2H3XIw4+jDmuCNxehur1Ztr+8hBZ2fAqFLuXa2zNC90HTNIVPscRPmTIAJW37RnPGenSvMvHmmyrfNqcAJyf3wHUf7Vd3qviKNxaRqwDiQsePRT/jXNT3Pms7yH73rSuovQvWWsmcPpusTW0olhkZJAOx4I9CO4r2XwL4l1bR7WG5kt3l02YbpISOYs8koT0HfFcJp+g6Q+pxyyQjGclA2EJ+leq3slsvheaKNo0MkRWPPAzjgVTtLUm7joP8UfFOzjuYbfRFivMxq5uC3yKW7YHJIGM1b8Lf2lrTnWdYmaUY22sbDCr6sF7egPWuD8IeC5Lm9Wa9jH2dDkgZ+avYoiuxY1QIqjCgDAArWySMr6knlrnIGD6il24IyactSEAjpUco7nm/xSilMOmXUWcQNIWI5wDt/wrzU680QSNImdicDacV7L4yMaLbRuMrIHBGPpXnEOgouqo5QbSxOPQVyVX77PUw6vTRzGoDUdVQx/bI7ZlAZYpAVWT2L9Afrge9YGnaxr3hnWRdQzTWsznY/mLlJV7qwPDrXpGraXOs808AiaOX5EQNhuBj6etc1qMF3Jpf2RbWcqpIkjUZHA9P6iiM0i502yhdeKr2z183VjKumvGc+Ra/6o5APy57e34Vqp8VL26kiN6XsrlMgXdlwXH+2v+FcFqFsYtkyFjGvBz1FV8q4yO/Y10RtJHBV92Vj3K08fxwJ/aenxw3H3Yn8u4aKQKfU4wSD2ZT9a9E8P/EbRdZ2xSGa1nCFm85cphR8xLDgY98V8yeGluJNZs4rYENJKFPuvcH2r0vxRY2+neFr6OzY+cGhaVs9V3YI+mSPyo5WmZtpo3fE/xImupJbLQnMNu2Ve6xh5B32/3R79T7V2fgmw+x+FrQkYecGV885z0/QCvEvCOj3WtajbwfNiRsZx0Hc/lmvo6CKOCCOGMYSNQqj0AGK2cUkY31AkBetcomqqH4euskUMp+leOLbXgkJJbGfWs3dFrU9AN95kfBrk/Ec7mOJQxw0yDj65/pUC6hJZr+93GsPXNd+0TWscZwd5b8lP+NKT0KitTmfE+j/2pKbu2IW8Xg54Eg/xrP8ADeiX13qMRule3hhcOzt1JHYetbjTHJPPNbmiRrIQpHuTSjJ7FNW1Lt7rF34Nsnk0W6YLdnYwdQQpwfmA6BvesHTIta8VamitNNcMTlmlYlEHqR0FdXqNjZ6rFFbfZTOyHKtkgKfrXU+G9Gi0Sy2IuHflq1iktjJu5o6RpsOladFaQg4QcserN3Jq6Il6jg+opFO7FSrSauCdhu3BGTWPrlhYX7W5vkMgjLbRuIHbOcfSt0gEVx3jaeW2+x+SxG7fnHtiokrIqLd9CC58M6FcMXjEltIf4opOB+ByK5268FX9qh/szUYrhd24pMPLf8+Qf0qs2pXQPErA06LVrxX5kbbWdovobRq1I7MqS+E7zW4dupotv9mcgTJtZmI6r16e9cH4t07+wtXzbqVtZPu+xHUV6da+Io/7Hb5wZXkdvzY1y2oeRqiSR3S7426g9j7e9ONobDqTlUd2c1oniGXT7lJo9r46q+cfgRyD71674J8ezwSxT3sD3VpKvlpPjM0SZ+6cfeAP/wBavKNO8INPqSxpeKkBPJYfMB/KvcLLTbDSvD8cFuigIow2MkkVbSlqjLma0Zr+LfiDpmlxWqWuL6adPNjEbDYBnA3Ht3461keH7zVvFmpfaNTYDT7UfLbIMRlz0B/vY68+1ec+GvCt3quqeW0ckUe7LswxgZr3XTrG202xjtLVNscY6dye5PvWqSSMm9S1s9KTgDGakBpHVWFTbsO5yH9iKecD8qrXWjgJgLn8K6RTmmyR5HShJAeV6voqyaxax42nypHP6Cs+60CVMeWwYZ6V6RNYLceIkyBhLU/q/wD9arT6JGzAhf0qeVMrmaPPdG8OGeULJEQetd5ZeHY0VPNG4J90HnFX7awW26LWgh7c1SstCXd6kccCQptRQAPSpoxzS7SexpyoRzg1RKJF4pxIpnOOlecXGqapc+N7/S/7burSFXkEKxKDyqbgvsODyaQzS8f3htjp5UA58z/2WuGutZcLiIYYjljVrTTqniycLeXctwsQBG8527uv8q7ex8F6dAqtNGJGxzmsZUlKVzphXcIJI8h1LxA8ZhZ8qsRJwO9TaBPeXtx9qtpUcH5yuecZzXrGq+FNHksLlmso+InOdvTg0zw/4T0/TNMg8m3Adol3HHXgUvYRvYv63O1zxi98O6g11PK8SypIzEoBgDJziuZvPDN9bybre3lKE/cI5H496+l59ARskJVJPDqedlkzz3Facqic0qjlueOeFNF1jTpRe/2eWk2lUBPK56n612kXhDxHriybglvFOuxzK3G3IPT6gV6lZaZbQIMRDP0rRC4XAHH0q7K9yOZmB4W8K2vhm0CRuZrhhh5WGOPRR2FdKCMUwRkKCc89K53xxfXmm+GnuLKd4JhNGodODgk5FNsSR0jHg81yDaYozwPyrl9R1rUodIivrPxFqUqtceRmZFRZiFyzR99oPBz6j6V3qcqPpSHY5i70wkEbc1yGqaKr6xbRgbT5cjfyFeqSQgr0rCnsFn8QoCPuWp/V/wD61KSKiziodBYMFPIz+NdZpnh4JGDjr1zWzDpKRuGC9PatMLsTaAcUlFLUXM3oVbTT4rdeACat4xSofan7c9jVJ3FYWMcVMKjCkCnjcFoAecYrH1iwGoNDwDsz+uK5GXWL2Xx1d6XcazeWlsZykbRSxosfAJJLjGMZ46k1p+Dr7UJ9T1m2v7i5l+zSqiLc43pyw5xxngZxSAtnwyjDJRfyqld6AkETt5a4UEnj0rs85GKo6mAthctjpE5/Q07INbnkkOhZ0y3kThmj3Y+tZs2l3UbH5Cy56ivWrLRkbTbYFekK9vYUyTQVzkL+lRyJornaZ53pGgzXbjBZD1zXfWXh+eS2SCeVzGvqetaWnaattJu28/SttenA/SqikTJspWWnQWEQSFAPcVfQc5pNp9D+VORTVEkoPFITgda5vxxfXmm+G3uLK4eCYTRrvTrgnkVxmr3nirSNJ0+7udXvllui++MjAixtKgnH3iGzj/69K47Hn7+L/EBXP9rXP4PUP/CWeIGYA6xeYI/56GiiuZnocq7EX/CTa553mf2rd7yNpbzDnHpTz4o10qM6vef9/TRRQKysIfEetsSDq14f+2ppU8Q6yeuqXef+uxoooCwo17WC3/IVvP8Av81WG1nVdo/4md5z/wBN2/xoooEkiJdW1I5zqN2f+2zf41jDW7/S9dfUYZ2e4jZsGUlgdylTn14Y0UVa3ImtB/h/WtS0wTizvZotwUMQ3XGcVsN4v8QE4/te6/7+Giipk9S4JWGP4o12WEq+rXbKwIYGQ4IoTxTryhVGr3gUDAHmmiipHZCHxPrrA51a8/7+mm/8JDrJfnVbv/v6aKKYrIf/AG/rHT+1Lz/v81Tw63qzkBtUvT/23b/GiijoFkEms6qxGdTvDjj/AF7f41n6vqN9Lp5WS9uXXep2tKxH86KKpCktCHXPF1xrkVvFJp1hatCiJHJaiRSqKDhAC5UDnJ4yTzV5vF3iDH/IWuR9HoopyJpJO9yP/hK9fZgDq95g/wDTQ1E3iTWxP5g1S73ldpbzDnHpRRUGlkO/4SjXdo/4m15/39NB8Sa2c51W8P8A21NFFAWQ5Nf1hlBOqXef+uppV13Vy/8AyFLz/v8ANRRRYGWH1jVAgP8AaV5z/wBNm/xqEarqR66hdn/ts3+NFFOINIzU8TXWl3d2JLWz1BJ5A7JfRmTDJnBByCOpyM4PcGrOleKtb+26hfLqMy3F44lndTjc3PbsOegooqnsZRS5jRPi7xCWx/a93+EhqOTxRrssJV9Wu2VgQQZDyKKKg1shI/FOvAKo1e8AA4Hmmm/8JPrrA51a8/7+miigVkH/AAkWtbx/xNbz/v6ak/t/WMf8hW8/7/NRRQK2hLBrerOcNql4f+27f40jaxqhPOpXn/f9v8aKKa3HZWKGr6jfS6eVkvbl13qcNKx/rWbe+JdXvtOt9Nur+4lt7d3lTfKzMS+M5JPONvHpk+tFFWjKe5//2Q==", 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", "info": {"video_id": "195625", "label": "tilting cycling sunglasses with access badge on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195625", "label": "tilting cycling sunglasses with access badge on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195625", "label": "tilting cycling sunglasses with access badge on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "195625", "label": "tilting cycling sunglasses with access badge on it slightly so it doesn't fall 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": "028957d6a8d878dd20b1a4ee197d570e8c46d969e09158651f585e952321813a"} +{"episode": 86355, "episode_seed": 2021146296, "split": "train", "timestamp": "2025-10-13T03:46:33.052882", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2021146296, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of rabbit to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "173430", "label": "showing a photo of rabbit to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "173430", "label": "showing a photo of rabbit to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "60d53712bfe17eaafa4759cac42b421c07463e4f1228c8abe83753717ef1f68f"} +{"episode": 86356, "episode_seed": 926467363, "split": "train", "timestamp": "2025-10-13T03:46:35.197860", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 926467363, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a selfie stick in front of picture'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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snPycfpXaudU4KOx5ElFzk5dDQkjIlIHrTtUH2fw3esRjfsjGe5LAVpw2m6RiRWR4zQHSIrQzbDNIHUf7mT+WSK0pxa1MZSu0jnEu0sL6Jw2yCb5ZkPRWHce3U/n7Vr317Dcyw2sLB4AwMjLyGPt7Vwl/ryXUK2TptmRgTIp5ODnj8a3dFkkivFsWRdxG6I9B64+mOR+I7Vry6bA7bk3xFgji8DN2L3UIX3wT/wDXrx7w1/q7r/fH9a9M+KOqRuLTR4plJtiJZh6ucAD8Bz+Nea+GvuXf++P61OKVqLXp+Ztgf48X6/ka0nQ1taMo2pWNIOtbWlkKErzI/Ce3UPRNIXbZqfUVwngPbdfGhHcBwb65f/vmM4/Wu50uZRaoD2FeWeCL1oPHLXkbYZftTjPfOR+fNb4W9pNdjysUr2Xc981fUotSMsUMRVbZsFj3J9KxY49zEY7UujySXdncSsyMXkGSp/2RWpBa7YzJs3HaePXitYqUrX3OabjG6jsc34qX9/pyI22RYnf9Rj9RxU2jXKajAJgApTiQdNp/w/z2qh4wuPI8QiVvmtYrdIXUdVOdx/nXMHUYxqbmxkkNtJgsobG/nkY/l7/U10cquZrWKOzlMeraixzmOEbUB7+pry/4v26wa1bouPlso+PT5zXp+gFLqWN4PmSQA7scAV5J8T9RGp+IbydP9SoWKI54ZUbGR9TmtKcbakyetitYf8gy2P8A0zFSxjN0lRaf/wAgu2/65ip4B/pS15T+N/M+jj/CXojs9EQGWPjPNT/EYKnhREBwZbmJP1zTNA/18dR/E+Xbounr2a8Qn8ATUUtasTixD91noPww0qCH4d2NxJJt815ZvplyP6VDeKWu5HPVjmsbwfqsbfDvQ9OJbJJY8cHMprpZ4fOuGwOtdcpc0npaxwKPKrt7ldYFaxvN4BXyHyD/ALprmrWRtPeHzixt7gApJ2De/wDX8D611Osb7TwzqcoQ5W32Jj+Iscf1rjb27jOgSvG6MpHyxsc4bHH9f1rdRVlczTbvY6e+fyNKeIH95cDy0H16n8q4nxroMNr4Mu7kRjzRLDhvT5v/AK9aGn3893PHFeORJEBs3Hooxx7kcc9wQaf8S7xIPBkFsT+8u7hWA/2V5J/PFaQhr6Ettadzx7w1927Ho4/rWxIOtZHhz796PR/6mtiTvXnYn+Mz3cD/ALvH+upa007UWu40ibbAOa4WyOEWup0+bbGozWNUpxujjHle5+JE0sR+f7eSOcZ2j1r1nwbcGXUntXbaksOUDf3gckfka8a0m5t18UteXcqxwi6lcsTz+H513em+I9KTWEvjfRwvCfMVjJwf9nbj3r1Jrl5brZHip35vU9jhtQo296848d6ift131aJQIU444HJH45re/wCFg6ZqFu/2G6t4LgZ3ebIvT1X1rBvLWHVLFN1xHISM4RgT+laRSeiOfWL5mcbpcckeqWhlk8yOU9D2OOn05rrY5o/C1/cvGqXipCZhGsgLLjjJHXA4BPpg+tV7LS59NZLi6t/NRWSIKemM7sn8AB+NdN9mtrtoLi38tLpSXjJjGFIzx7qc4x3GRXXUpKmlcyjV57nhvie7u76Sa6u33vMZGY46NgZH4dKdoo/4lEX1b+dUNcgu9Pu7zTbxDHLC8hKD7oyO3tjGPbFX9D50eP8A3m/nXBjo2h8z08tknV+Rq2RxK34V1+kzbYq462OJG/CujsJCIhzXlT2PYkrnI+JpftPji4zyFaBMHv0r0a3mk0rUbW5igkk8qQSYxwgPUflxXlepX0cXinUJ3liWRJ1ZBIGIO3PoD7VfXxtfpdrc77KaRTnlyM/XOK9TllyQt0R4Ta55X7n05mJo1uEK+Sy7w2eMVwfjC5XUpJHtpcpCnlx7ehPUmvMrX4o6xEzLJDFPbt9+ESfKfpg8Vdt/icoDibRW+Zsko+cfpWyu1sc7jyu4yCxafZbkfv2nwMg5U9c/Su2vLG7OnWTpHGksSK5kRiZACM5XjGRwQCfbua48eNfDz+Y81tdRTOpG4FTgnjI5HbNbGlfEjQooPJmvXjUFeHhJ6deRmuycYxguXcwjKTk7nFeJLaWwv7m1vCz3A2SrL1EwYg7wfQjB/CsbwzjZd/74/rW98QNU03VNStb/AEvUYriAoYvIGd0XzbjwedpySPQ5HesDwxgrdkdCwP8AOuLGL9y3/W534GV68V6/kbUnQ1pWJ27azpBV21bBWvIWx78ztIbvybCRgfuxsfyBrzbwTG0+sEqxEjQuUYepbv8ArXX3lyYtFu2z0gf+VcN4c1U6Ni4igWZ3g2cSLleeeM5zXVg17k2eVjNJxPbfAt7A2oXens2WlUSJjoCvBA/D+Vdz+7gjaSTiOMZJPoK+frD4hPp8pmawuTKpzG+f9X9OK2Zvi3Z6naCPU47hJF6eWoCt7kZHNddO+1jgqRu73JfFslw0kspx/pDl274yap6FpqDWkUQO8LLtkjUbiMgngdeQKtP4v8L6lD5X2h0JXBaWFvz4zS2uq6PYywtZaxbsNxMgLbSeMDr7Z/OuyhTi4uTOepUd1FIm1C71PRtPv7WyV4rd8s08vDRI3G4deCeCex/3hXlOuBPJDxsCsi7sDt8+MV7y15ZalYsYJLNpfIYBfNDJJuG0owHQMOD6cHtXz7qYaNJbeVHjnh+WRG7EMBUWuvQvmOh08f8AErtv+uYqxB/x8g+1V9N/5BVt/wBcxVmH/XfhXhy/iS+Z9ND+EvRHW6JJtmFZ3xMut9rpMec/vnb8lqXS5Nr5zWJ49n8690yPP3Ulb9KeFV68V/Wxx4tWpNnT+Gbya00bSzj5o4ozg4IK7t3H0Ga9hS2TKyqQyOAVI7g8ivELPU9Nh0SxtHukLJGokCyBcE9s+gr0DRvHuiWVhBp899FK0S7EmEgx04DHt9a7o25mmebUT5VY1fGNwbXSoYYyd0khkbAz8qj/AB/lXjly0tzNcXET7FQn932I716Pd6pHqtxMZb+0bC7QEkUj6DnmueXw3JNdFLc5gldQSOec9RXXRpqpM5pz9nHUsPHaLoVtqb3ccMkYUKXOS2PbuRk8d8kd65PxzqWoalqE/wBpUQrbxqEhRty+Vxhge4JOc+mK9Pspbe40/wAmW2MRRTuVVyDk9DXnnxR0W6sYrK+tmD6fHGbbao/1WWLbSf7pJJGehyPStHBcziTGezZwvh3/AI+L7/e/qa2pBWH4bYNc3pByCcj8zW7JXi4pWrP5fkfR4B/uF8/zH2n+rX6VvW8myLI7CsC1+4lbUJ+UCsau5uloeaPJfQs6qwVGcttdBwT/ALwqHzbg9YoW/wB1F/pXrY2suGUN9RmoJbGzlPz2kDfWMV0/2jHrE895a+kjyoySj71t+W4U+K9WJwXSdMd0cZ/UV6Z/YOlSN81jF/wHK/yrY03wNoF4MSQzp2/dzkfzzXZhsTCq7LQ5MRg6lNXbueV/8JA6Ji31K/j/ANlun6N/SpYvHHiC1ULBrMxUDADDPH4g16hqXwo0QxFoL66jIHAkVHH8ga4PVPh81q5EF5E/uyFT+ma7KsoxXvM46dGpL4UYV/repeKb+3S9Mc9yVECOiBWbngEjr/8AXrrI1tn0cQWlg1rNasElRzzvx8wJ7561y48N6jY3Mc8Pls8TB1w/cHPeul0GyOueKZra51Ce0MySFQi7yzqhYL6Dvye3HeuWpOFVKKZ00ozw7c5Kw22YMxIzg4rdtXwgrktDllkecSOWA2kZ7ZzXVQHCivJrQ5HynuUp+1ipmDe+DHvbua4W6iJkcvh0IPJ9Qaz5fA14n3DA/wBJCP5iu7RuKcWzUrG1o6XM5YGjJ3aPOH8HaivSBm5/hdTQng7XQ2YrO7B/2Ez/AOgmvSFxurd0acRyrmu3C42VSVppHJiMBCMbxZ4zc6X4lsoys/25UBxtljkx+oxWHMt1uO9VJHXgV9WSXwMGA+eOhNcJr0FpdM3mW8L/AO9GDXp1qsYRuebRwspu2x4Nl1IOMEdK73woDZW0az6cjjUctFPkHoCCpHboTVy60PTXJ/0SNf8Ad+X+VUr+3+z6ZFBCzqkLgx/McjnP864ni4VV7PudiwVSh+9vexLIrRO0TdjlSDnIq3an5lqHxFYWtpoVtq2n6rezA3P2Um4hWNbjCbmeIDnapwp3eo9wJ7X7y1yVqXJr3O/DV/bR9DQvopLvSri3hKiSSMqNxwK4iTwVqS8rAGH+xKp/niu9jPSrIbiueniZ0dIl1sLCs7yPLn8NapCT/o1wMei5/kagew1GHO7zgP8AaVv8K9XzU9u21wcmt6eYybtKJzTy2NvdkeQL9tiOSkEmOzqp/nSTz3B+/Yxr7x7h/I4r6N0lbSaLE0EEg7iSNW/mKq654b8PXEbM+j2YY9Wjj2H/AMdxXtwlFw5jyKlCSnynzc0xByAyn2apIWku5fJ/eSPIflA5YmvR9U8I6UZD5STRDsBJkfrWPbeHU03UoLy2uG3QyBwGX07cVzPGU4u1zoWArM0dun/2PA+mmZ1iwr+Z973BHqDmoYiDJkcgip/D8MOp+K5dP1DUbm0trqYkPFLFGqN3Zi/GMDoOScVShhms9b1Kwm89fsszRqlwAHUBj94DjPrjiuOrRVudHfh8TeXsn/VjoLBsVzXjWaf+1rVoSoZIT94Ag5J7Hg10VnwK0U2t95QR7jNccKvsqnPa51VqPtYct7HkpubpvvQ2zfRFH8qb5s/X7MP+Ag/0NetSWdpJ9+2gP1jH+FV20XTJOtjb/gmK6VmUOsTieWz6SPLROynLW7/gSKuQavDEBk3sTDujr/gK9QsvC+iTyhXsVAPB2uwz+tdGfhv4ZuIc+VdxE9SlwTj8816mGqxqx5onnYnDzpuzPDR4kv4GJtdUvo8/7RH8mpZvGOvXFnNZz6rPNbTDEkchyG79/oK9E1z4aaTCXa2u5x6B0Vv5AVxtz4IaMny7pD9UI/rSqVqcH7zFDC1pq8UaHhcvp1tHI9pDJBqTkR3BI3LjI2n0zjIp8q+VI0RIIHKkelZ62V1Y6T9lmdWSOTMbLzgE5I/PmtbxV4f1XQdE0fUrya4E92ZBLEY8CAAIUDHH3iGzjt9Qa46kVXblE7aNV4ZqMkNtPuJ9K2YulFFefV3PYiWFNOFFFcbNBynBFbemTOh+U0UV3YP40c2J+A17m5laA5PauS1FiWOaKK9DFv3TiwqVzEn71i2moT6Vr0l7bbPOidtu8ZHzKVPH0Y0UVx4X4zTMP4S9RmkqEmmA7BR/Oulh+6KKKnE/GbYL+Cv66ltO1Poorz5HYKOtXbQkOMGiitqHxGdXY0jPIYsZrIvCTnJoor0qz9046fxGNP1NZGp/8ex/3xRRXFS/iL1Oiv8AwZegzxR4hOt2UEMul6fbmGNUje3R1KIucIAXKgc5OByeau2vVaKK7sXsjz8t+18jTj7VZFFFeVM9hC0+M4aiis47iexs2E0ijAY1Ne3EhQgtmiivbpN+zPNqJe0ObuzljmsuXvRRXn1PiO6nsZVvrB0y7vI20+wvYpZA5jvId4DKOCCCCOpyM4PcGore8n1HWL6/upDJc3LCSVyMZYk9u30oor0H/B+R49L/AHt+r/U3rX7taEfSiivKqbntokoFFFc7GXbN2WQEHvXTW93MIwN3GKKK9rAP3TzsWlcx9Vldt2TmuXuO9FFZ4vc1w3wmLqpItMj++tVNZ1zUtR0mDTbu7mmt4HeRRJIzEs2OuTzjbx6ZPrRRWmE+A4cw/ir0P//Z", 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", 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", "info": {"video_id": "26384", "label": "holding a selfie stick in front of picture", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "26384", "label": "holding a selfie stick in front of picture", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "26384", "label": "holding a selfie stick in front of picture", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ab8c85de2aa22ea3005f2b882b56743133b8b77604e60b795bb34e5f27b26aa4"} +{"episode": 86357, "episode_seed": 2565964483, "split": "train", "timestamp": "2025-10-13T03:46:38.096845", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2565964483, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding socks'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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Zye4HJHQ9KTdxUY6U9ee1AgyelKiliFAyScAUoXc2F71q2FskDeY2C/r6U0rgej/CzVhp7y6LcOVW4PnR4P8AGByPyH6V6sb9ixd22IvTPRQK+d1nks7iK6gfEkTB1I9RXuej31vrGiwXcQBjmQEqTnB7j8Dmpqw6l05FrwIdEXUNVax8/N46tKJs4zzjb6g5bnOc12aym0aWK5ZRbxqXErngJ0wfcV5x4Tt5dJ1LW7OcBbOPy5reU5+428kZ9iK1Z/EE3ie4i0eyRhj52mJPzFeQSB2rnitPMcnqcp8V/E1pqy6dp2nOWAdppSQQQR8qj+Z/KsLQ7P7OYp+m0g8VSuoTf+JbuZmDqkvlqw6EL8uR+VdHHGsUKqK607QsQ9ztdK8bW6OsF7GUXAAkH9a7aKWKeBZYXV42GVZTkGvEZBkGtLw94ln0C52sWksnP7yP091965KmHVrxNFO+56RqUAkxx0ryD4h6zHaI8W75hwBXrN3qMEun/aY5A0cibkYdwa+ZPHeoPeeJLiLJKxnGK56UHKVjec+WBzEshklZicknJr0r4QQXEWp3eoREhBH5Jx78155b2jSOC4wv613/AMPtVj0jXhZy4Ftd/Jk/wv8Awn8en416Li3E5E9T03xHPp02nJaanFLOsrgpHEcOpH8Q9wM1oeGrGO4002DfI0a5jbHUdvyPX2rL8SabJqWkyfZR/pkBEsB/2h2/HpWnHI9m6TIQjR/MC3THv/KuX7XK+ps725jqLaWO7tntplMMsJIk2jhcHrk+o5rgPi5rK6b4ZFrb3O+TV5AG24x5S8k/j8oPrVrXvEMfiFvsGixvMdoNwEXBcdAoPcAn8a8c8YyTRa8+myOStiTGE3ZCMeWH59fpWtKF5akTehlwjgVFfR+dbSL7VNDnb7AVe0zTTe3QZwPs6HLk9/au1vQwNvw58GJtY8Owalc6v9klnQSJCINwUHpuOR+lVr74N69a3VulrdWl5byuEMiMVaMepU9voTXUW2q3tg6m3upE2/w7sqR6Y6YrtdM8V2t3pNxM6JFcWyF5UHQr/eHtXnVHVhrujrh7OWnU828TfDPQvDXhe5uJr+4kvlTKOWAUt6bfQ1wPhrVrjRtWivLf78RyVPR17qfqKm8VeJ7zxJqs1xcSN5O4+THnhV7fjWPZSbZwD0YYzWtJO3vEVJJv3UfTGl6zBPYw38OGSZQ0POTj3+n8607EJqjPbSucspIY9ffFeQfDvVf3smjzkcZlgz/48B/P869JsfPhu3mWU/LtMY/ukZz/AEqZQtKw1PQ6+xdGhfT5123MfGAN2Rjhx7c9/pXDfFzVTpXhlLWG7LTX7fZiBzmNOWJPrnA47EitfXfFFvJBHBYHOrSLtZIslo1zlwD64Bx7V4V4vuHOttanzF8gAFJCcqxGTwfwq6ULy1Ik9LmfAMgVnas6GRFIHAzWjCTt9gKxNURlmJOfY+1dU9jJblUuB0Apu8k5qMHJq1a2lzeziC1glnlPRIkLH8hXOUQk1a0zUrrStQhvbSRo5omDKQf0+hr0fwh8IJdZsJZ9ZkurCTdiKFVAYAd2z6+lcr448IHwjqyW8Vw1zayqSkrKAQw+8px3HH51CqRb5TR05Wue4aT4gjvNNg1CBx/pCBlA/gJ6/iDxWZ4ot11ext7KXVVskkm3MjciYeh9x27Zrzj4ba9cQ6rHo8jFrabcyD+4wGf1rsfGUH2a3TUwjSwxfJcRDvGe4+hxU1FptcqMiZLu0mYhCox70sgBTgg1yh0W5h5W4kJ+tJ9uvdPcGRi8ffPUVqZm3dQq6vuG3A+9XnHimB5JFAOfLG7Hrmu6l1L7XYvJDhgOq1yOrzCeZGxjC4qkhM4xHKgkGpVlB9jVy6tEbLIApqgse1yG7Ucoi9bDLZNa0PUelZUFa1sjFQcVcUJlnB8s+36iu4+GmseVdT6NJJgTfvYM9Nw+8v4jn8K4zGFIFRQ3E2n3sN3bvtlhcOhHqKqUeZWCLsz6Rs8Mr7l6gAg1j3cSeGrO8u9PdlmkjKepy3Ax7DP6UumatHqWjxajAwCToGK5+63cfnWZf3Ely2xjlQc4z1rzYRkq0ux1S5XBHPadYraw5Yc+tXGfeOKmYcEYxVSQFeRXYYCMccmq0rjmpTIGGGqhdSiPPNMRoWXiU2NpLYzMTFgtHk9D3FeV3c63ur3V0ORJISPpWlr1+QWVTyaw7fJYe9KEEpcw3J2sX1X5QR17VIxZQrKSpByp9DUsKYHPOKWVcit0ZntfhjWP7a0K2vQcyY8udf7sg6/gev41evrZNQtJLZzkOCK8t+Hmt/2brh0+ZsW18Noz2kH3T+PT8q9XIIII715OOvCUWjuw9pRaZlaET4Otb+9aOGfbCZGlfIPyjOB7Z49+K8KluJb+/mupiWlnkaRz7k5P869a+JV89r4aFohPmXsyxgDuByf6fnXn1s0OiQr8izXLDLt12+wrsw8+aPP3OepGz5Q0/R7m8KkxtHDwS5GMj2rp0jS2iWJYgiLwBVLS/Ecd44hcBH6YYYzV64mQAnkk/wANauVzO1hkzcZHSszU7h7axuZFk2BoWXIPYjGKsvJjJByp/SuT8VXxWFbdW5c5PPYUmBzW7PWprSMySKewOTVeP5iPStO2AXAAwBzxQkBet7yXTtQgvYGxLC4dT6+349K930m6h1fTBPC5CTxhlIOCMg//AFxXgki5HAr0v4VXk0un6haPzHbujJ7bs5H0yM/jWWMuqTkun+ZrQ1lZnQaJYL4Z1GXVL+JbmKCN3B3fcAzz/vf4mvGbu8l1TVbm+nOZbmVpW+rHNeu/EXUTY+EpowcSXjiEfTq36DH4141ANxq8LLnjzk1Y8rsXRwABVHUUEibT+fpV0d+3FVLobhjGT2xXSzEg8KeHLnxL4kt9JhJXeSZJQMhFHU19D+C/A2m+Dl1C5gmkuZDwZpVAICjoMds1j/Cvw2uheGH1OVV/tC/PTjKDOAv9TXfyqkdvFYbhmT7zew615Vaq23FbHfSpK12PtmW20wzSddhdj+teaaN4Ii8V6FHqniEyTS3bPNCoYr5KMePxxivRtWieTSLqBAQWjZBt7AjH9aSONNP0RYIhhIIAqj2VeP5Vhd9Dfl7ny9Ys2g+JpZrdjILK5ZFYjBcAkH8xXt8UttqOnAnEtpdRZB/vKR09jXg0UhkaR25d3ZyfXJr0f4d60ZLebR5W+ePMtvn0/iX+v4mvU5fdTPPv71jQmkAXGMD1rF1Fo3UqDjA71c1K9WCEE8E1xl3qplkOW4zSEX4AbaYMpxG5wwzxWXfj/SpAOmeKaNRLDbnpVSW9Dyt3NXFiZWnGBis0/wCtNaFxIGUGs5mzJmqkSi/ZrlwT0rXhcJ361jwvtUVZ88hapOyA03ugMe9QvIHOO9ZruSQcn8K0fC+nR654hOnXF/Laq0UjRmOPeXdULBfQDg5Pt71LnYLHTeG/EM9jpstkzExLJvT2z1H6Vu2/iONmw7EGuM8Fwvfm6Mh3BQh57ZzW/qNlCq7UGGHespb3Ra2Ooiv4pl+VwaJZkxyRXnYu7qxkxuJFaMOttMAGbBoBnQXUij5lPFYeq6jGlu53cgVBPqRGRuyDXKaxfF9yZ4YU0Iq3Nybm4ZieM8VPa4yM1mROAfwq5BJjmriI21uAoGTTTdA8HH+NZrSljiq87ukRKkg5qnIVjYWVlljkQlWVgVI6gg19EQt5keCeSM/jXgOraXp1r4dttU0zVL2dWuvsubmARrcEJud4h97apwp3eo75A90ilBjUgjoK8vMHzcvz/Q7MKrXPPPHt4brxXa2ifMtjb+Yy/wC23/1sVhWmlPcuZJTwTmtKQi51jUNRl5e5nLKD2QcKPyFO+1CPIUgYrqpR5YKJjUd5NkVxpFt9n+Rdkg5Vx1BqpHdSXds8bD/Sbbg4/iFTXOpAIcsDjrXPjUhDq6zoflcbXFamZvxTCe3ZlPJGQK4HWJzc6nIc8J8o/CumS9FvfyRg4RvmUex5rj7pw15OVPBkbH50XAdGMAVqW21Rz3rHjY7hVtZCOhq0xGmWDDjrXo3wk+9q49fK/wDZq898JW9hq3iSLTtVvZ7WKc7VmjmijWM9SWMnGMZ46k4HevQfhlBJY6z4lspFuENvOkQS4AEi4ZwNwHGfXHHpXPi5XoyX9bmtBfvEUvixqBk1Sy08NxBEZHH+0x4/QfrXDRDgcc1o+LdQ/tLxZqFznK+cUX2C/KP5VmxuAwrbDw5KaRNV80my0cY5qG3RrnV4IEHAO9voKcZV2Va0DAluLw9WOxPp3rWT0MjrdN1i90aZXgkJQEFoyflb8K9F0vXIPEELTwvsmVApQ9VNeVS3Cld3FV7PWbjS70XNtJsYHp2Irkq0lP1N6VVw9D320mIj2uxJ6c03WJ4otJunDAotu+T/AMBNcjpnjO21axDQ4SfGHQ9j61j+K/FCW/hrUII3zJJEYxg9S3H9a4VFqVmd3OpRujyJQNoIwOKs6ZqMml6tbXsfWFw2P7w7j8RT38OanHo326UrAm5Qqt945qbxL4R1Pw1oWk3968ouL0yebD5ZAgA2FAW/vMGzjt9c16qqReiPOcWtzT8QSv5bc1yR5PNFFZgJ0qgGPmnnvRRTW4MkcnbVT/lofrRRVsksqxHep1J5ooqhDyflpljqtzomrLqFps8+LcF3ruHzKVPH0Y0UVEho674c/wCr1H2Ef/s1al87GZuaKKllIx7obhk1lFysuAeKKKQxssr9M8Vi37Eyrk0UU0SQLU8RODRRVoGW0qO5OIj35FFFDEaWt+LJPEEVrDNpGmWpt1SOKS1SRSka5wgBcqF5ycDJPNe4STPDYXLIeVhJGfXFFFedi94/12OvDbSPPAxOcmqczNgnJ60UV2HOZN7Ixj6+tYyDc24k5Boopkk147LJC4PzbDzWGCWYk9Sc0UUICePpVgHgUUVohFqw15tGeeM6bpt/FMyuY7638wKy5wQQQR1ORnB7g16D8NdVvNQuvEWp3UvmXc+2eRyMZbDnoOg9qKK5cR/Df9dTaj8aPPZpGLs5PLHJPvQjsc80UV3IxAyNtIz2rftAI7CFV4BXJ+tFFRPYBWkbGM8VVlY78ZooqBkdneT2d4HhcqScH3rYgka8ux5538hufWiisKq0NqT1NnxfPINDZQcBXXAFcDfeJ9X1XS4NLvb2ae2t5XlQSSMxLNjqSecbePTJ9aKKmhsVW3P/2Q==", 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", "info": {"video_id": "68289", "label": "folding socks", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "68289", "label": "folding socks", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "68289", "label": "folding socks", "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": "a7e460a9f1d0ea9da9a1f5ef82b50bf7c60288471df0fdf1e277d6de1d0e9ade"} +{"episode": 86358, "episode_seed": 369770892, "split": "train", "timestamp": "2025-10-13T03:46:40.058354", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 369770892, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "92249", "label": "lifting card up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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N5q3E97kbgpB2n6D698cfrVCfT9Rus3wcW9qTl4wMcZ9PT6ng8irduf7JdoLa22ox+8g3MR0yP6g/zwa2Gt5gqSSzR+Swz975fqO3+cGs/bKDbpJtD5XJe87GfALeeAQWSEHoyk8k+5/rxn2rA8XWWitAiXtsr3oI/fA7Wxj7rev49B9eNfUJo9OxPo48zP3nIyF/A/eHt09dwrgvFWo3FxexqyMZkOGUnJZz19/z6VSw7UvbN6v7jSk1KXJ0RSh1drK9XyFEcCHCoOwrv9J1cyxAyNkHkGvKYYbm+urgQBWW3gaedicBFHXJrsPC0kj2IZ1IUEhSe4pVIpK52KV9DvoLraSVb5WrUt7HOOK5eJsgDPFbc3i63tIQ6wDJB2IzZZyOcYHqOh6VphpLVHJi1szfhseRxUsxtbTP2m4iix1DuAfyrz6Px7danOYxDIsbcKkLbMn0J5PP1qxaXV+khki0sYYZEhyD6g84J/yK6JzcbaaHLFJ9Tq21uwTcbQSXYPOI1IAPfk1manrdx9iMiOlqQeEUbnb2B9foPbIrnZLbXxer5USxxzcEIw3Ed13ZJ9CPw966mLwcVhjuLqR55jjI6KR6Y649qThUcr307bBeNtjlre5k8Q7oIk8lFOZGPJb39/p26k45EHiDQNNvrRllgCPBGSJ4x8/Azz/eH1rq7zQ3kmDW58hh2Tjn19vcCqmpw20VstjfOBJcD5iOMqCCfoPb19uK569Gpe9PRLdmtFpuz1Z4xZW8l5r1lDbxFgkis2BwADnmu7t1stDt3jjI3MzO7dyxqrrGtaXo6+TpsSBj95lFcXdatPdbizHk1Lbkd70NPV9c82V0Q5FaPgKH7dNfu4yU2Y9s7v8ACuL2l+a9E+FlsJW1TIzjyv8A2atqUUpHPXk3BnXxacAOlXodOUnBxWvBYjP3f0rRhsscgYrrOAwf7OUKrAdOv0qcaYn93P0FdHHZjjI6/rUcrWlgpW7njix93eeWHbjvQ2lq2Bxet+EINVt2Uqyue6kCvIvFPhC/0Rh5se+Fukig4H19K931PxCltGr2dqXjYf66TgAeoX068nA4NcpqF42rDybWU3CzD95I3Rh3H+6O/p09zhOppeOqLhdPU+fp7VlY7h0p9ghF4krnKj5Tn6V6p4g8Ao2G0sl5MfvIHwDn1Un+R5Hqa8+1LSLzSblobm3khlXqki4IohVjNe67mjTW5iXyFL6YHuxI/Gq9aF4wmdHxhtuG98d6plOa1TBHvkkVlb4le5VgD8u0jkj6c/yolvb7W0a0so9gkBaIADMcgHIJ7BhxgetFpoIubG2uJHuS5XbIYoQwDrw2Oc/jWjDbQ6bFJaxhlaYho/MxvEo+6xA6Adh61wUuTDTcXoglzVEZWl6S9mqPNeLC7DDrjO3/AIFnlgR2B/Wuu8OaDZyajFdXV7bSQ/ejjDEbn9OQOnp9K5PV/NuFj1I7hJIwiusdUkB4b8/0q9ZSJZKYrxULqpe5DH5YsclAO7EfMPSrjWlWl7sdEJwUVqz0bWdIDRyySwpNDjO4jLIMencVjmL7VavGkylHVRlDhgFHHB9B6Vk22to8PlW97cy6bcp+7jmwQyntnOVbvgV0Gn6/odrbQ2EkO9cEM8YMoVs9DnnP0z6V2Rqc8eWat5GLTTvExrXS7tZWnG2S3jGXKttbntg8fXmqGpzW3ktHpKp5y8lc4TPcjuxHr09q6DxHf6SfD6x6VcJcC8uVj2QN5h4ySNuc9hx2rNt9CtooVujNHIgbmTdlARyVQdWIPrj8a5/YxoPmpR0/rua8zmrSZzlpJe6u7/2gBncE+0SsFGcdPy9OMdcZzWjqVu2mWarAzDI2RPgguoOWf2y2Pyq9fX8d6jKV2S4Kx3B6oPTaOAD3x+FYQupY5DaX5ZlXjJOSvoQfT0/zjkxGIpVov2T17mkISg/eIJL5p4lIRRIOGJHH5fnx0qezh84NPeOUhiUiUt1aI8HGewPNMuTJo6CUKrJMSVJYruAwMg/8C6Vlm7u9Quo1CCQFsGFOQQeOfXHqf/rVhQpO8ZVXp2KlNK6iWZ9TtdGv2toYkuChyJCeCDyDuxzkdhgcd81tRa7bTQJcRWCBmALAPn2PJB6Hj6EVWfSbOxtRckme7sl2BmIYyRHlZEUjHB6FienSnWetx+dh7aCWMnLCRQxbcOGyfX+fHpXoVvYQXLJK/oYx9o3c6axt59c0iaeaIW8K/LFIuWJbpnnjHY5HJx6Vkr4cvYL3Zf3yywkEq235gP7oHTB6dsHmuq0/xVBbQRwXdh5VoVxE8SfLt907e+M1Fe3ENzf2seiqLiCfIfYpeNWz0bun4gV0YepCceRO7RnUTj7zMSZ7Xw6hnhjdmEZkLMctwM4BxwR/s4+teN2N7am9tNRnkEi3M7oo/wCeZAHJ9+a+gdU0ma3tXeaBGgGWkIbcgXHoa8hPhDwu1y9+jyiEuXWJW2r+VY1Kap682j2XY68NJt6IxNHYavo+p6RY27W63l6JLy97PEpJWMfiAfck54rsYrW3srSOOIbVQbQPYVz8uvafZEWtnGkcanhU6CsvVPEcjKyRt1HauecnPTodUY8t2zpLvUlgYjfirVppKRSlr2XfIx3IOeXHQnPJ9Ow5rzB7+eXCs5PPevXP7NkEhUuoK9doJIx7dvxxWU5VKNnBXMq3LO1yOaeRZ4Gs4hFHJykafwMD8w444PPTpmt+D7ffWwbb+9Q87CvJ75IP1/HPrWRd6pbmzks7KFZGlUyxuT8nnKPmU4GXBHXkA+mOuXosms3BjvBLMYHPl7mm27wf7o7kY7d1rrWGlUjac3r2ON1VF+6jtbaK5IDyTZEfzAnLAY569M9cc/zrCHxqsdO1KWzvY5JbdDgXEQB3D1C54H1P4Vh+NPD/AImvNP8AMgdJIuTIvnrlz3xzkg9ce9eSX1jcWzlLqOSKZeSjrtI/A806EPZXjccvf1PpXw74z0jWbiaW2zdMxz5cYJKZ6Z9vevKviLr8174wuJLZykMRMMajsBwf1rzyz1OeyJEErxH1Qlcfl/WrUuoXF43mzSNLIerseT9TWlWTenQugowbZoabHb318Ibu8EG44DOOCfQnt9aljtbY6h9naR/KdjGj5HLds+3qRWQ4TYXDEP3I7+w/xqql1KtxHsLBlxtHTYfb0qY0+pcqrO50vwzHqN79nF7GqqrPI4YNsUdSQOfQfWvSPAHhW78P3mpR3MkUizLE0ZQ5IHzcEevIrxqyVdLnstQjdHVXSYlG+9hvuj06HIP616r/AGvLAWc38sccx8zCMQHzz2579sVjKt7Gai1e5nJuUXqeobra1UtcTRxAdS7AVTl8T2wRhp8X2grwZHOyMH8eT/X1rzSTUL3VVW0s1aMygoX437hyrE9FHUE/rTNN0aSO5H228EYk4ckbtp7HLEZwfT0PrXWpOUU72MNnbc7WXxDcXUUvnavHCADgW7KmPfIyeDj8Ca5yPW7dJ3geN7i4P8Umeo6jLck+nA6Y71o/2XptqyFmZ2bnh84PcELx+GTxSXlrYRBbqxtQJFHLEEEAdDkknI6ZyOMGuVVKKvCo7tfM1cZ7xI3sr7ViLedfKtZMMATwc9DjqT6E9PYZqKBE8OTtBFmRXOWfglvf0yPTp654I0LG4m1QOhcCReXG7aqj+8fYng/7X1qeeKziiEV+2ZD/AKsBec+wOPpk4B96zVao/wB3BWj0bHyL4nuRqkcVsdQY/uwu9SvXGfvD8eB6HJ6DNc/qWlN4wkH2l/K8obY3AyFz0QDuSR/Mnuaxz4uDas1lOzW8SSElZflUHp5hbs2OOR04xjiqfijxa0bx2ug3jx26KR5sY2GZj958dVJ6BfQe9bRw6oK8PmSpOb1OO13QX03UbiykKGWFtrFDkHvkH0NYD2rR9etdBe6jLqEsNzPI0kwjEcvGCWBwvPuMflUSWk1/FPJbwPMkPEjxjgE+3XsfyNaUpuSuy5LlPVbaZ2vbiLd/rlFxFjj6gVIInnkVYgzOem3k1B4an/4pzT9XGDeWzfvGIyIYuhY+px0Fa15r1sN5gtZ5o3G5S5WNGU9CSO1eXXwMmlUkyo1UtEbVjDbRWrXUpjKyDybu4kIEUDdAy/3jXA+IptkkmlW5ZYoWBaaT70zjlJG/2exz14q//acl+/l3LhreQGILGuI0PbYO5B7npVq20OTWNOku7h/I/s4lLiUjJmT/AGc9T/tevSvVwzi6aUehz1G2yp4NtTeySWdxI1rZby4nJwYJByy5/vE/kOK7u5trV7EXEtvHaRL+7a3VB5jH+8fY9a5hjbWVlEXUpbxhXt7c/eYfwzP/ALQPUVes9Wn1PdcXH7y/iGy5j7TR+o/mKzxVdQjyr4vyKpRvuXUTTZ43MKC2uNuFI+/P/svJ6ehH41ive3dvckY8kxqEMJX5QPQj+tXJI/LZSh3RSDdG3qP8a0Tpn9sW4aXEIiHNw4/1fs3qp/SvLjiq+I/dS3/M6HTjD3kUbaAatBLcWwWJ4QDMjNwAehB7ipHtbfyXZUknubaNmSXbiMEc4J6kd/YjNQXLLpISaVXgtbc74FH37mTsQe6/z74rjI9e1LxP4tubC81u6s0k8141tlypYIWCgdhwefY4616FPAxptTXxdexi63N7rNfS/EEN3fQg3ssscQaBj8ucvyNoIwBlf0ArWkvIhE8ZkuJVPBjKpGD/ALxUZIrzjwtZGOx1CZMl5VjnjGfQk5Hp1r0Q6fczRQ3ARAs8YkAMigjPqCeK5cbUr3tFXt5G0eRu60I4p2kdLxyGMf7qZcdYjwPyqu2kPo19seIyTyBpLWJunlN9529lPIrZ0mJLCf7QzReXgrLcSD91Gp64z99v0ql4g1NptNubfT/Ne6tGy13IR5tzD7Z4VcZGTxW+Bo80eepv2M607aIrW/iRYL86QSs5lfyri7kXezXAGRtzwARyewrai1kWka3TW7SXCOVfbJ5cakdsqASMdK84s7CS7uY7WBdxkVVGCR+7zlXyedoPDN1boOK9V0aCylspHeNbm4hHk387fLGhHQoO+Pau6dPn1W/cxhN7HM+K/EeoXHhW8trjUHkGC8bbQjMCMhWx1x055rxtdVuFgEAdto55Nen+NPCtxi4k0lwyzNvaJ2+U8Y3KffHSvIGuL/SdTy8CpPEeElTI+vNcil7R67ndGShBWJjKC5JYbu/NG/zG65rIvbtru8kuPLWIuclU4APfFRb/AJcgkP35rZUiHVN7AAz6V6ulnrGoWtu6w3cttKiyxgt8pyOwJrzTWdG0uz8OW2raXqd7OrXX2Um6hEa3JCbneIZ3bVOFO7+8PcD1yyuLb7H5TWkczW8jRmRmZWbPIPB6eg9KyxHLTp3kzKT52rD9L0prEzNciI3MGLiNDhxEB97I6FmHAH1NRaxeGG8WWyUrbXKb4em4jqY8jGB6AY5qWW9bfEUjSKKNtwjjGAfXPqcetXF0M6nZT2+/yreA/aobhuijqQPU57e9ckMTKsvZUxuCjqyLRryeW3f/AEjy7Q4/fSPt2k/dwfrwQO/1pmq+F01AOuo2SsFGTJK23AP+0eao3l+mm2sN9JBsUAmysj97DcSFh65+b2FSaRrt3ewrdXM32i9tW2ysyh/Mj7OoPCqvr35rpnl6kk+Z8yIVeztY4Txj8No9F006rp921xalwpDLgIcZ2l+jHjsOa4/SLKS6t7uaMBvKACjHJPXAH07dT2r1LxjLf32n3Uctx58hwW2OCCoOfkHQdjn8K8ysze6ZM91HEGgOPMznB5/h78+o5FdNKSkrdUJt9Cg0bOElEmUbgEnnj2p4eNV2yR5yOo+9+JpLu6AvJpoIRbrKxIiVtwRTztz3+tQlhICw69wab02Lj5kokeKTdnKn8selepeEb+z1nRPJvFBuLTCg/MCU7ZwfwzjtXAeELDTNZ8QxaZq11PbQTnasySxxrGepLGTjGM8DknArtPAelyW/iPV7CTz4o4bj7KI51BlH38Aqpxn5Rkg496xq0pSjeKu+grrZnYW8kMCtbWyhBLgb9uAGHKkA5JIPcn8BUdxZz3MkWoyBkin4klYE/vBwwHdicAgD0q21hHbr5lwzKq95F8tc+hJ5P0UVBqmtS31tcQWSCPzI/PhmK/vN68OF/uAjsPzzmuXDUZ1tKr26DnJRXumxZW9rLAbaa9RJYyBtYoreg6tx6c+1b+gaRb3zsyCCSBGxITNvIPpgYHTI78GvL9D065dIbzKRWrtsTeTumUjoigEnjP4qPrXc2lhJpFwL211WRJgoJ3KuJlJ4JXd09c4weeK65YWjBqpbb+upnGpOSsdJq2nW6lLcR+SYR/o2xcD6D3/zzXKzaGJrnzHuJCMEzKwzKx/HqT6mul1PXn1LSPIt7bzL4sN0ULhyo/vL/e7AjqAakk068hs1luIxIQnWLhl9Ac9R/Kuz3KtNLdGV7St1PKvH9lafZoZYoIw2djGM5Ctj5Tn+N+MEnjt6GvMorP8AcXjPNiWIK4VvuyLnBOeuRxXu/irw1BqnhXUb5nkhkgUOvl9JHB6Fe/XHHP1rxPUJII4zE4DEHhM8lv7znsR6fnXJKnKMuWUro3jJON7FCeWEwZiJWTHyhh8wz1Zvr0H61QgMqF4xIyxHDSqDwwHTPrVa4EySFt5LE5DCuo17wpf+HPDekX160yTXxkMsBiI8nAQorHHUq2dvb6g1ry22Dm7m94WvJm0OfTi2baYu8i922ggDPpxWlbTk6HZyMkbuMrlkBz/nFFFTX/hMxj8RbtIBeanZwTMxSdNz4OPwHoK9Jik3eJLQFE8uK0AEWPkJx1I7miissFvL0NZHAalI39pXbE7vLmBUHph87l+ntTLKaS0vUliYh4JxEpPdT2PrRRXlyd5Ns3Wx6Xp9pCllqEwQFo/3keeiE9cfWsvS7qW9luLmdtzWwPlp/CD6470UV3NJKLXYnuc7eXkt7Zy6hMVaZleRhj5G29Bt6Y+mK8+vbhtJ8afbLRUWRd0gUjK5ZNp4+jGiivQi7xRyv4jc8Btt1lsgMsdpI6q3IyMYOK15tZutO0izWJYXZ3dmkljDMST60UVE/wCFI0e5Tlv7m9sjeXUpmcPtVH+4v0XpVxZXS8sZ87nkiRJN3IfPc+uO3YelFFcuD+JhUNa40y20aW0srNWUXlyI55WOZHRwSy7uw+lRy3ktpr9pZwEJbxu1uIwOCg6Z9TzRRW2KdqQqW5oToqx3UX8MDjy89s84rj/FWj2V9pc800I82JCyOOCDRRXgXaxMbHavhZ43PEoG/HIbFUmOADgHvRRX0kdjnZv694tk8RQW0M2kaZam3VI4pLVJFKRrnCAFyoHJJwMk8+tev2v/ACEL1P4Tbo+PcUUVw5h8Pyf6BTLtrCs93DE+drNg4rqLEh9Na9dQx028MFtEf9Wq4BOR3PPU0UVz5NvJlV9keZa9NJP4gmmlbc00pYg9FUggovop79/etbwHaRXfi22tZ8vC8REqE8SgfdVvYdAKKK9lHEtzqtd1OW3drOKG3ENvK9ugMQPyDp1rjvFNnBP4cl8RFAuoQSeXGUACKvH8PTn1oornq6VnY6o/CeR6pAkdyCoxvG4/WqEXFwg7EgfhRRTjsUadnrh0S4uYf7N02+hlcMY72DzArJnaQQQR1ORnB7g10HhvWb7UG128uZt9zdzQzTSYAJO4nHsOeg9AKKK2RjPZnY3QMc9wNzMIi20Mf09vwxW3oCRxWVxfNFHLLa3MCRCVQygSDDcdOhwPSiiuWh/HF9kn1SR7S7CxMQ0rFC/RlTkhVxwoB6Y/Wl0Od2jdSQQqJKB6Fjhh9D6UUVy41t1mjalsYvim/vNG1CCaxu5YiCeAeODwa9J+G3ifUvEem3n9otG72svlrIq4Zhj+Ltn8qKKrLNrf1uFfZFrxdcvZW8CWwWJmO5XUcoxONw7ZxnqD1r5h8RIianIyKE3gOQvTJPNFFenU+EwhuU7tRFm3QYTCknux9zUWp+JdW1LTrfS7y9mmtbaV5UEkjMSzgdSTzjbx6ZPrRRWUPhNXuf/Z", "info": {"video_id": "92249", "label": "lifting card up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "87219d45651741843e9a1fec6a8a73cbc14a4064f9a6b2cb5ff74acaa22bd265"} +{"episode": 86359, "episode_seed": 159630976, "split": "train", "timestamp": "2025-10-13T03:46:44.172534", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 159630976, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "1230", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "1230", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "1230", "label": "tearing paper just a little bit", "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": "09f0dbf90047cac5a0bbf923e6533cfc2381ea3393ebc2c061cf0a02502c2439"} +{"episode": 86360, "episode_seed": 1939516303, "split": "train", "timestamp": "2025-10-13T03:46:45.692877", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1939516303, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering a cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "125432", "label": "uncovering a cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "125432", "label": "uncovering a cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "125432", "label": "uncovering a cup", "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": "30ecaca865e9c3497cde56cab8e943e4f290f499bd0415e203eff16e6e3d7b75"} +{"episode": 86361, "episode_seed": 1743000202, "split": "train", "timestamp": "2025-10-13T03:46:47.236619", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1743000202, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing plastic box with ceramic cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "175952", "label": "pushing plastic box with ceramic cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a5f21fde89ba1060e877f6e765d2f74fcd6aa837d840a8c7d47afcb62c488709"} +{"episode": 86362, "episode_seed": 1186208362, "split": "train", "timestamp": "2025-10-13T03:46:50.413685", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1186208362, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering mobile phone with towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "27057", "label": "covering mobile phone with towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "27057", "label": "covering mobile phone with towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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9S6H560jHNQq3FP3DGKlo0i7haNtvAx9a623j3xeYn3hyK42Rth3DqK6fRL1Wt9rHg8VrTZyYmDTub9nrN15HlpuG3jArV07WbsXitOW8lByD3rDjZIpQ4IyetLc3mQqIeTycVrJXRw2LPi7UZ/DXiqC/tnZYbmISAr/Cw4J/xFTfCXw5CL86xqVqrkANZhxkDnl8flj8617vRovFfgkSOP8ASbckRt+HSsnwPfyxadawyEoBCqruHysATj8eaNeddjZuKp+Z7qhDAH1p9c/YavDEiiWQnPcnpW5HKkyBkIZT3q2iURyyfOAOeOtV8ss3zOMEdTT3mjkbYW2sOnvVG7dYrkeYwXjjJwDS0ZLLZ8nb13d8LSx3TOCEiZAP7wqrHKjH90AT0yvahZv3+JGIOPudM0WC5YkuYgQtwgXuGJxVO9sbe9ZZGkIdfuur4P0PqKl/d3cUkLqH29MnJFVIwWkMZYKwzlR0aqSfUl6mRrPhtdd0O4sbva0qE+VIBjHp+PavBfs0+geJGs7qIF0yIw3GDuXOCemRX0rExjhZXcsQep6kYryb4oWEc1/Zzoo81kcBh7YIqZRubU5OMLG94b11z8rAbc9SMED6f1ruba4SaIFeVJzwenoa+abXxPqGm5gkJ9N+P512/hbxnJb3KG5nLxsQDzwP88VV0yEj12dizSRvI2HGACBisWcPb2rhlww7HvUl9Ot/YLc2sq5xkfNmsPT/ABHBe20lveyfuw23zA2CPfms3K26GkX4Lq5ePasgQDqtNnWJxullkDqM4U4471k3f9oWpWW3kiurJySkicHHv70v9pfuSJbWWJgpKsDuz27Urxe6FzWNoCOSKPMcgjfjd6VVa4vLKdophG8ZGUOeSP8AOKyrXW4Ly1fdI6yRnktGdp57/wCNXnubTUrX/R7iJ5Y+QobJ/AdfwppR6BzIbdXFvdRCGRFABKocH5WHb+ornfH3h2HWdOaaNQtzGMqfX2raa8ia0QzlUkLBV9WwePxBqHUbtXRw3GeoqpGtFa3PBrEZZgfrWnbp81Z9muJx/tDFbMabX+tcFV2Z6WHXumjZxhRz2NT3zldOmAOCykDHvxTbf7oqvrNwbazWRQGKMrAHvgg4rkS5ppHY3aLZv/F1hBeaBZHpDZt/6EB/7LXKabdJGmMjJOBV7xT4u0LxdqMF9e2epwPFD5Qjhmj29SxOSvqayor7wxCciz1dset1GP5JXuKaTPm3Sk1ax6v4QG/UPNVuiAFc+1evTt/xKFb0VTXzVpnxA0zSpzLbaTdsxx/rLwdvold9oHxbm8S30OjJpaWyyAlpTMWIVecAYHXFOc1ImlRnF6o7maXByTWPe3flg4OQe1PmuvkIJ/E1gahdYBGaxcrHTGN2ZOo6ktt4g024J+cyiL8GIyT+H8619alKx8HqpFcN4gkLT28meYyWB/Kul1e682xEqn7wDD8Rn+teZi9ZJno4ZWujy/V8G+m/3qp6VbpLqRVyANhx9at6uf8AS3PrWQ7vE4kjYqy8giumk9ERWV00bMkRjYr6GkVQUY9+grVtbKW401WuF2zsNxHpWPf5sgAxwx+6K3cdTz4VJp2RS1S8jt5BAj7nx83t7VPpWqiIqhPJNYrW0TMWbcWPJO48n8qfCiQSrIq5K8gFzj+VUrI1cpy3R30d6LlQN3zDirtsruwVQWcnAA71wVvqEyXDOT949B0Fey/D6CC5iS6lUF8cZpqSJdJpXOx0W1/svw7Hay/fcF5Pqax20qHYiIqjy+Fx2FbV5cZyAePSoYlGKTkHJoU4oJIiMnOOma6LStWktSElOYz+lU0iDAVS1BzbxnHehTHyI3NZvIWaOW2b592Sc1Cdet5JIrS+iV4H5DN1X3rBimaRAoG4noBUNzFJK6nbtI4IpvXYzlCyOtOlQQsDFI6xvyrI5AqnqEVyPLmgvXOw4YYH86taQ7lEjYgpjBGeQegIrJ1xbzT5ym4tG/KMvQ/4GqStuYcqLH9r3RuIxDPHuIG7zhjB+orSvpGighvH8oyA4lCnhfcVz+lLaJmS6JeUjgcnHetN/wB+JLG4JQTjdAf7p7ZPv6VpFE2sKZ5kifz3DSbs7gMDFeZfEi7lZrERck+ZkD/gNdrJc3SQNDeoFnhYxsR0YDoR+FedeO7zy5rEg84fn8qycrSOqMf3VzhnO9jvGD0ORSQPJZvkDfD6d1rWh0+XUkDIoyw7U7/hGtTHKR5BOMVT12INfTfEEsdqYYp28tgehogdlEuG+8PpU2leAtURTM88ECN96MnkVsT+H4o4Qtsd8iDDP/e/Cp16gmSeFtYlgjltZ/3luedrHGD6g1u6hcixgilDZifJVgvX2+tcnYRvbT4KHd1xiu3toBe6W9veWrxQOABuGMe49CKmMbbA2cXd6ghuGNruDycYHfNbGj501Uubm2hQ8FZSOQD6+9c/qVk+hX58z5x/C/YjtWtpd5Hq6tFPcBiPuq3r61cWmJomu/KXWbiB0Cbh50RPduuV9sVnahd5JPrVq4tnvdPJu0aO9sHzFI3DMoPP4dq528nO481FV2OnDK9zgoBsmjY9mFb4XABFYHaujgG+BW9QDXFX6HbhuqLlv90j2qvf232yLyj061LA2MVaiGZCO3SuS7TudvkY9t4WhkfBLcH1rWTwPZnGS+D71q2mA6nHB61tRkeXg9e1axqzfUwnCK6HNw+AbBhz5mf96t/QPC9hol6LyFWMu0rljnGavRyBCCehqbzuorrhPQ45xLFxdYBGawb+4Dd6sXdx8p55FchZmXV/Fs+mS6rPaxsJDEI03bmVCwX2HB5Pp71prLREaR1F1IiWSMnnbnirzXZl0aFSeQm38uP6Vyuj3k92JGnlZ8BSN3bNaqTBbaRegViR+NcleJtRl7xz2pMDN16VBp0aPqluJACm/JBpLuTfct6ZqEO0brIhwynIreGlh1Nb2O8dtiMxIAAJJrz/AFC7N7eyS87eiD2rTvdekuNNNuFKu/Dt7ViAcZreck9jkpU3HVjeaKcVoWszoHRDLivY/ANx5NrGhPUV4/CP3grtYL+4sdEWS2laKVWXDKcHk009QkvdZ6rdT/MRnqauRtjrXm+r3ksWiw6jY67qMwa5+z5uI1RZyF3M8YHO1ThTu9R7gehscKPpQ00zK6aNGOUAdaq3PlzsA/QGoVfjrULseTSuNI1LaOJCPLUAnjNX5tM81QRtDepIOa5dNQMZ68U658QNGpYMcjpitIyRlOLvodda6UtsokuZpAp7IMAfU+lXr23ivIWt3wykfKT1B9a4G08a3qunyq8R4YEZz711o1aSFYrmSASWkgGSoz5fv9K26HHK8TiLpLvTdRaM/KoOQexFdHY3kesWqtcrieE70I/Tjv61sagulTqGmWN8rnGR09ao2w0vDz6fKrY5ZV5/KiMezJcrmLr1xunVjjcyAnFeU+O7jZc6cTyoL5/8dror28+2/EO50m81W8tbVpvLieOaNFiHByxcYxjPHUnArzvxVJdrqk1pdSXBNtNJGq3GN64OPmxxngZxxWMr81zuptOnylm38RTWjgwBVUdhXVaB4lv72b7PBHvkJ+6F6D1J7V5Wblo5V3cp39q3LXxKNJtlhtJNjSEGVk5L+gJ9PatI23RjKNj2ZLiGCVjqF6N7Lhoo23c+57cVZTW9OEZ2xQMm/wCVSpJB9Sa8dj1WedvMklz6nuRR/adwX2jcB/Dg9KG7biUbnssXifSUy8iJE/dlOM1aj1ezuLdpEvBLDx15ZR7+orxmCK4u3AySW55rrNBtbjT5dk8TtBL8vI4B/CjcTR1+t6MdY04DCSEDKSIc1xaeHNUsZFmELYjOQy+vr+FddFa3ekQSNaSLLC3zKjtgoT6HuK5W98ZalZ3AzCylWxKjckH1Ht7UtL6rUlS6GvfTSfZPMflvLZTx3x3rh7mbdyTWp4h8SLe6DNNaSNE5KHCkcc81geIdA1fw/oOk397PcLPfGTzYWjIEGAhQMcfeZWzjt06g1nUg3sdeHmo3uc6x4rodNJbT4Seu2iiuXEbI68N8TJ0PzfjWhD94fhRRXEzvL1uSJVA75rYjJwOaKKcDKZMTwaarsw5NFFdkDlkUrpz1rgLnU7jSPE0t/a7POikbbvXI+ZSp4+jGiitobmM9iPQvlEwHQBR/Or0zsElGewP86KKzqbsdLc5+QkvSfw0UVZqyBqTtRRVEgelNHU0UUAWLcZkFdLOSNDH++n86KKn7Q5/AWNY8RvrcNvFLpmn25hVUje3R1KoOiAFiAOc8Dk8164WOxee1FFaT3OaGwRnJpLriI49KKKgtGC7tk81Sunbb1oooW5R03hvTra4tEMiZJwTzXXaVEIGlgUlkBON3J+lFFdkdjzp7syvE9jb/AGeSdI9kkTAqU46+vrXn800umXUb20jL5rMGU9KKKW0jBfGctq+vyWWuXzS2FhepO6yMl3DvAZRwQcgjqcjOD3BrldZvbjUr2S9u5DJcTu0kj4xkn27UUVlPc9CnsYlx2qr/AMtF+tFFOIpG7pcjE7TyB0rsrK3hZctGp4ooq2ZGzowUTquxcFscj3rrtOuHO4YGFbbj15ooqKXwkyJdRlaLGzAzXK6qRPaPuVQVTcrAYIP1ooq57Mh7Hn+sMEt18tVTftJ2jFUr/wARarqWmW+mXl7NPbW0jyoJJGYlnxnJJ5xt49Mn1oorOR1U9j//2Q==", "info": {"video_id": "27057", "label": "covering mobile phone with towel", "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": "990de735b3e3db18e952b91527cf6935f0222a771e172966021e7c5fd1f1c1af"} +{"episode": 86363, "episode_seed": 199974137, "split": "train", "timestamp": "2025-10-13T03:46:52.439237", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 199974137, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting cotton swab'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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oM0oPNAztNA1S31Bmgu5HhmVS6iP+MgHoO5x2rCtre2n1G/sEuWmFxlbaXZt3yZyuR2zyKzEd4pFkjZkkQhlZTggjoRUtxez3V+97I4Fw77yyDb83rx0NIpybF+2FtO+ySwqzI+6OQ8Mg7r7j+RquOopGYkkk5JOTQp5NBJNBzKPzpb0nCc9c5/StPwdYaZq/iOLT9Vup7WKc7FmjlijWM9yxk4xjPHUnA71T1WxktdXv7IrOjWkroIrgASBVbHzAZG7GM4JHpRYOhm0tJRTELRmiigCW2u5bO4WaIjPRlPR1PVSO4NO+0pJcyGOPyoySUTOdo9M96qtTM4oauNOxqBwy1Gy8Zqms7LjvU4uFYehqLGikmOxRimSMQmQea6HxF4Pv/Dfh7R9RvPOWe/MnmwtGQLcAIUDH+8ytnHbp1zh2BsxtEYi4dP4WXkVHfRJDeyRIMJngelFFMzKtLRRTEFFFFACUUUUAKn31+tXNO1W50TVE1C02efFuC713D5lKnj6MaKKBlCXhVFaGlKJra6ifldu76EUUUgKh5XNNoopiHClNFFACUlFFABSSHC9M47UUUAbuu+LJPEVtbQzaRplqYEWOKS1SRSka5wgBcqBzk4GSeaxrZFazuGI5QqVP1OKKKQxhGDRRRTEApwoooAUdKWiikMZTh0NFFMC7pWvNo3nxnTdOv4pmVzHfQeYFZc4IIII6nIzg9waiuNTu9R1z+0ruUyXVxN5krkYyWPPA6DtiiigBt9EkN7LGgwo5A9Kq0UUIBRS9aKKBDGqM0UUAJSiiigCyQPsynvnrV2/8TavqmlW+l3t9NPbW0ryoJJGYlmC9STzjbx6ZPrRRSRR//9k=", 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", "info": {"video_id": "127449", "label": "putting cotton swab", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "127449", "label": "putting cotton swab", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "127449", "label": "putting cotton swab", "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": "4a4a616fa37cb346d6b4ff9acad0e0f2b69f989abcc779b50d9ee7f9b28d3796"} +{"episode": 86364, "episode_seed": 3847789809, "split": "train", "timestamp": "2025-10-13T03:46:54.513664", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3847789809, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling flashdisk from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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YWLttGpKKFC46DtW9YWeZ1ddvHPNY9s4Zwe46Vv6aVfCsCAeKwaZq2jRmEsUahehB4HSuX1BmDNnIPdTXctAi2LgYOVAyRXHapCS7Y4PQAnP5U0kRzXOXuQhBycVjXqMMkHI+tbd4nlhg4HvXOXm8bth/GnbsD1Mq6l6jG3A/OuItJGMuwKDniuxnnABV13DpuFclbxgNuPPfitKZDNe3Z1jAOcnnHWk8xt3KAg/402MJ5Q6qV9805QW5G0gYzVsEWoNh65+hOa2rJFV1YEZ+mKxrYNEuSFBx09q1bQo7LkYBI6HrSQ2dppV88BBErp7q2MU7xcW1zSbW3uruSaKJxKPmKurYI4I68Go9JQNEw7hDweDU+sWqrZxhUb7oxk7h+lbQr1KbUoys0Q4Re6PNH0cWGoLdJeTyhMgLMMkZHrVS8nEku4gEgdWro9SjdFxlc+9c5eONzK6j6iprVp1p89R3Y4wUVaJnTSnkHH4Vj3pG9PxrZnVQCBxWLfJiWPnrmshsfbnpxXa+DfElx4Z1JruOIS7ojGVJxxwciuKt+orat2IjB28DjI7nrzWkZcruiJRUlZnrMXxjnH3tPH/fVcp488Q2/jeTTJLiIwNasVIGCGViM59On61yokzwy+nNWPLEseM9vStFiZxd0RHD04u6Rr6boVrJEbm0jWOXlcgcY9KsXSXcNpLDDAzTyDYrA/KM9/w61J4WuUigezkbLRyHn1B5FdR5Mb4xg4rlnJuV2d6jFx0K3gmP7BbG0UFUjOEB64r0WylwR9K4qyQR3GQMV1VpJjFYzd3caVkbs4EkGfauR1KLDNxXURzZXB6Vk6jCGBOKzkhxfc+YrS/uomG+HI65XkV1GmaojRhT8rP90ngEVy9s+ISCOvQmrzww3UUayhjsztKsQR9K9LlPPTZ2IlyeWDZ4BU4q1DIGUI3zKeCPauSs554EhiE+8BzuaX5iV/D0rpLO5WCPzZ0Kxg43gZWs5QZopo6LTZruylU2jkp/dY12uleKR50UN0Gjlbgbq47TmhuEV45kdG6FTnNdRY2cF3GIbmISIFY5A5Bxx7ipcEy1UaR38FwjkFWBHsavKc15Nba7P4d1aOyuWZreU4jkbqPrXo9hqCXEYYEEEetSrxYpRUldGpRmmCQEZryu+1nVrjx1qGmLrl3aQK7iFY1DchNwXpwODya2UkzFqxQ+PBG/QADz+/x/45XnNq6l4s8Y5NWfFOt32qtYSaldzXJi3mMOR8pO3OOO+B+VUrRk84NnPAwPSqQi9Lbs119strueC4yGYBsq3rkGuisr+eS6mV408pSChVvmI71gA7pMAY96uWjMnzZKknIPoabSY07HdWM8DOItwWYgHY3BxXVaZE29G4Iz0rzDadRC/apGLA4V0OGH4iui0G48RadLDFbCPVIT8jLM22TPJyD0PFR7G+xTqpbnqMwRbbg7ADXI6kd3XHH8Qq+3ieye2aCTzLS5U7WiuRjBPYHpWHfTh3OxxwM47VjUptMqEk0Y19EuDzwR3rmry3wGKknHSt+7uSSwIrlfFN7Lb6azwSNHKGXlfQ9qx1vY0exj3lu2TnjmuRtnOBwPSuq1uKKHRItTsNYv51a6NsTcxLGtwQm5nixztU4U7vUe4HI25Bxg9+1bxTW5ne5uRsdnII98VKiISSODnvxVNXYR5Vup9KsRSOQDjOabGacMXQlmx37itS0to+crj3xkGse2uDuACEeoxW/Zyk7QUBIGaFe4zpNHtzHE5UsFKggdRn61Z1x7hJYEki2oRgsOOO1S6YyJDKxJjHGQy4yO/Sl8TXKNfoseHGAflfI6dv8A9VataEJ6nGanjO3IIJrl76NfNcDsa6XUrhTMFIPP94VzN/IBK5XGCecGsepdzJuCA3TqaxdSlEbxHHBz/Suj8P21hq/ihNN1S9ntYZn2pNHLFGsZ6ksZOMYzwOScDvXOa9bvZazdWUi3Cm2nkiCXAAkXBx82OM9M449KtIhyG21wrH0rWilbaeTz6c1zgJ8tUBxznI61ehmkRVUsHO7gnjiqaEpG8kvAB596uQv83A4+tZUMyoMyKQo6tjIrTt8SruRlYEdQc5qGikzSihZpPNgfy51A57Ee9bunapMLkQXSGORh8vo2PQ96y9P3bhvXco64Gf8A64rpX0uDUNPCuWikRjJHIDgqwGMiptcpSaNG0mG4HNb9rMcDFeeadqU1lqDadfsDOoykg+7KvqP8O1dfZ3i8c1jOLR0RkmjqoZjlefrUs4WUcnnFcl4m1Ke08PNcWc7wzCVBvTrgnmsLWJfE+jaRp15c6perLdb98RXAhxtKgnH3iGzj/wCvUqDkiZTSZ5EiAGJOxrQOMYx2/rRRXoI4h8XMifStCC4mDeSJXEZP3c8UUU0BNKjaWk1/YzSQTCIthG+UkEHJHSvS/hnrF14is2nvtglRDteIFT/Oiin1F0YvieJbmyuRKSdhyp7gjpWn4A1G5utGieV9zYxmiisKhvTO3S4kyPmryHxDfTWHjrUruHb5qTtjcMjldp/Qmiisobjq7HD61xNaL2w39KgswBubqRjGaKK6I7GBu2zloQxAznGcVbVBvHXlc0UVSA2dJAd1DdMgfrXc+Eh/xMVXJwCW/SiitYmczW8a2Nre6LLBcQI6NKG5HOQOua8kv7650nU7e2t5maA5XZIdw46e9FFTL4Rw+I1JZWlG5gMn0rkvFTFtKkJ7SJ/OiiuD7R1PY5zXvE765b28Uul6dbNAixxSWyOpRFzhAC5UDnJwOTzXJW/PzAlSCfunFFFdMTFk1vd3ADjzmIU4GfoT/StC0vpmVSxBJOP1oooZUTooWIYEcVu6e5KsTjgUUUo7jex22k3EmfJyDG8i5BGfSo/EI/4mjj0HH5UUVtLYhHD37t9qVSxI965m9Y725/ixRRXPLc1RmW+vvo9xcxnTtOv4pnDtHeweYAyZwQQQR1ORnB7g1karqF1quoTaheSmW5uZDLK+MZY89B0+lFFWtjNkSgACpVPziiiqEW1uJkHliRtmelKC1u5lhdkYIW4PBOPSiimB0/hbUri/KtNt3ZxlRivSLdcaewySFIAzz3ooqENnE+NM2zxzxErJBIpRs9MnBH0re0q5leJCzZNFFZz2Nae5d8SyOfDbZP8Ay1j/AJ1ytzrmo32nw2FzdSywQO0i75GYktjrk84xx6ZPrRRWcNip7n//2Q==", 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", "info": {"video_id": "191448", "label": "pulling flashdisk from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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3BIwfY1yvhF9VsdeEepv5kQjPlOW3DPtnmrsZIUbXGSOcj0qJ1fcuDh06V2LG1KdJ0k/dYoUYKanbVHqHh9VubmbPIX+tdE+lxz/ejB/CvPPBWtGPUJ7e4O1hg89xXqNpdxvHuBBrz5pX1O51Jct0U7Pw9awzmYQLvPG4jnFbcEKxfdUDFEUqtFuHephzQvI5Kk5PcdRRRXSYjJRmNvoa+KraRjOUCgkkj9a+1n+430NfFsMYEhY88k8VDSTuXE1rdnWMA5yecdaTzG3coCD/AI02MJ5Q6qV9805QW5G0gYzSZaLUGw9c/QnNbVkiq6sCM/TFY1sGiXJCg46e1atoUdlyMAkdD1pIbO00q+eAgiV091bGKd4uLa5pNrb3V3JNFE4lHzFXVsEcEdeDUekoGiYdwh4PBqfWLVVs4wqN90Yydw/StoV6lNqUZWaIcIvdHmj6OLDUFukvJ5QmQFmGSMj1qpeTiSXcQCQOrV0epRui4yufeucvHG5ldR9RU1q060+eo7scYKKtEzppTyDj8Kx70jen41szqoBA4rFvkxLHz1zWQ2Ptz04rtfBviS48M6k13HEJd0RjKk444ORXFW/UVtW7ERg7eBxkdz15rSMuV3REoqSsz1mL4xzj72nj/vquU8eeIbfxvJpklxEYGtWKkDBDKxGc+nT9a5USZ4ZfTmrHliWPGe3pWixM4u6Ijh6cXdI19N0K1kiNzaRrHLyuQOMelWLpLuG0lhhgZp5BsVgflGe/4dak8LXKRQPZyNlo5Dz6g8iuo8mN8YwcVyzk3K7O9Ri46FbwTH9gtjaKCqRnCA9cV6LZS4I+lcVZII7jIGK6q0kxisZu7uNKyN2cCSDPtXI6lFhm4rqI5srg9KydRhDAnFZyQ4vueA6a4DM2Mr1FbcSRzWTQSM21juJU4OR05rDtGjEZjTK47k1t27KIAFHTivSR5xcsJbrTraaOKdroBlMQnPIHcZHWussrldu+YbVADFxyuK4+MMdmM9c/Ste0uZ0GyOTCNwyHkGhwTKUmj0DTwk+1omUq3Qqc12GlRgRDeuTnhhXjtlZXEM4uNOvJIJDnMZ5jYnoSPr6V32jeItQtLVJNd00xoG2C5tW3oxHHI6ip9iwdRbG3qrAMQrBjzwa4+8RWLdQevvW1f6ta3u94LhHVeMr1H1Haucu5yinncPWuacHFmsWmjEv4FY5BwfYda5y/t25GDiulnuAQzEdua462EmseK59Ml1W4tYmEhhEabssqFgvsODyfT3qY3k7BJ2OX8QGe3lgMSh8liQTg8Ypmnao+9BJEwP3sY5IqjcXk901u80jSEc8++Ks28m2XcPlOMDHbtXVCOmpk3qdbb3guI90ci7TwAeasxS/MGBx+ORXG2tvHa3STW7yRjdlkD/Kw57VuabcTyKN+yVg2AEGDjsacoNlKdjpoAJG8xSVmHRga6rSddvrJVE6l4h1ZewrlLG8t3m+zmQRzL1jfgn6etdXp6AOrBgfXNZ8ulmaKbWqO60TW7fUbXfHIMA4weK6CGQMvWvM9QsmtbaO/sFMVxs3SKOFbnuP8K2fCviuPVrbn5ZFO1lJ5BHrUuLWwO015ndUVBFOHUVznj7UbvTfC73FjcPBMJo1DoecE8itVNMwaaOocjY3PY18WwOdx4H3j/OvbdR1/VIdIjvbPxFqUgMxgzMioJSFyzR8ZwDwc+o+leHQEMcg988U5DibcbHZyCPfFSoiEkjg578VTV2EeVbqfSrEUjkA4zms2aGnDF0JZsd+4rUtLaPnK498ZBrHtrg7gAhHqMVv2cpO0FASBmhXuM6TR7cxxOVLBSoIHUZ+tWdce4SWBJItqEYLDjjtUumMiQysSYxxkMuMjv0pfE1yjX6LHhxgH5XyOnb/9VataEJ6nGanjO3IIJrl76NfNcDsa6XUrhTMFIPP94VzN/IBK5XGCecGsepdzJuCA3TqaxdSlEbxHHBz/AEro/D9tYav4oTTdUvZ7WGZ9qTRyxRrGepLGTjGM8DknA71zmvW72Ws3VlItwptp5IglwAJFwcfNjjPTOOPSrSIchttcKx9K1opW2nk8+nNc4CfLVAcc5yOtXoZpEVVLBzu4J44qmhKRvJLwAeferkL/ADcDj61lQzKgzIpCjq2MitO3xKu5GVgR1BzmoaKTNKKFmk82B/LnUDnsR71u6dqkwuRBdIY5GHy+jY9D3rL0/duG9dyjrgZ/+uK6V9Lg1DTwrlopEYyRyA4KsBjIqbXKUmjRtJhuBzW/azHAxXnmnalNZag2nX7AzqMpIPuyr6j/AA7V19neLxzWM4tHRGSaOqhmOV5+tSzhZRyecVyXibUp7Tw81xZzvDMJUG9OuCeawtYl8T6NpGnXlzql6st1v3xFcCHG0qCcfeIbOP8A69SoOSJlNJnm8HzRIx69a3bRtkioANvHFFFd5xGoo37geMA4xVq34dMd6KKaA6izQCONhkHd2/CvT9KVTo0JYA5Ibn1zRRWvQylueZeJ9Pt7fV76+tg0FxIx3NEcAnnnHTtWDourXV9ZEXDK5zjdjBPX/Ciisq60NaTJL1yIzjvXnt3qVxpHima+tdnnRSPt3jI+ZSp4+jGiiuSnubTOfjQFgOflGBVu0A8sv3NFFdMdjJk44Jx6dPwq1AzxxqyOysOjA4IooqxGgkK6jERdFnPOGzgj3B9as6T4k1PStdtdMjn862kjXInG4j8etFFNh1PZ79fJ0q1MZZQ6DK54H0rg45X07xrEts21LgEyL2J9aKKiZVM9ZtbiTyV+btWF4/ld/B8u45/0iL+ZoorlW6OiXwnnGp642qwRJJYWcJiQIjQqwKqAflALEAd+nWvGoBliwJUgn7pxRRXRE5WTW93cAOPOYhTgZ+hP9K0LS+mZVLEEk4/WiihlxOihYhgRxW7p7kqxOOBRRSjuN7HbaTcSZ8nIMbyLkEZ9Kj8Qj/iaOPQcflRRW0tiEcPfu32pVLEj3rmb1jvbn+LFFFc8tzVGZb6++j3FzGdO06/imcO0d7B5gDJnBBBBHU5GcHuDWRquoXWq6hNqF5KZbm5kMsr4xljz0HT6UUVa2M2RKAAKlU/OKKKoRbW4mQeWJG2Z6UoLW7mWF2Rghbg8E49KKKYHT+FtSuL8q023dnGVGK9It1xp7DJIUgDPPeiioQ2cT40zbPHPESskEilGz0ycEfSt7SrmV4kLNk0UVnPY1p7l3xLI58Ntk/8ALWP+dcrc65qN9p8Nhc3UssEDtIu+RmJLY65POMcemT60UVnDYqe5/9k=", 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", "info": {"video_id": "191448", "label": "pulling flashdisk from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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PSonV9y4OHTpXYsbUp0nST91ihRgpqdtUeoeH1W5uZs8hf610T6XHP96MH8K888Fa0Y9Qnt7g7WGDz3Feo2l3G8e4EGvPmlfU7nUly3RTs/D1rDOZhAu88biOcVtwQrF91QMURSq0W4d6mHNC8jkqTk9x1FFFdJiMlGYm+hr4YQ5kP1P86+6JP9W30NfC0Y+c/U/zrOS1uVE1LQsD8vHY4r1fSPipdadpdpaNYq/kxKgYN1AHWvKbM4IO0E9ADWgXKDGOg5zVxqOGwp041NJHrY+L7TRPHJp42spU/N2IryzTdF01pniYed5kpALqAQvYUyIhmP8ACe/FTwYtL63u93yo43D1B4/rVfWJ2cU7XKpUYQd0joRpL2SgRLuhUYVR1AqvHDPNrkV+0LokBEcOT1B+8x/QfhXU2skU8QbIqU26KuMCuVSs9TslFdDqdMm3Qr9K6S0kDIFPpXH6Y22MCujtZiAKw6jexHq0QIJAyK8X+KGY5tN4/wCev/ste43OJYuleNfFiD9/pY/66/8AstOmrTRM37jOIs2kYK4GAPQ+3/16vSSNgYGe/IqlaqisuVP54/z0qywCnAbqOjV2M5ySNwxG5SPcGtK2jRjjPb0BzWakbbhlV46n2rShk5CkA9xzUFHSaW/lAbW4z1Fdpp2sXEYHl30sRCnAzuXNcPpQXeGBPXk8GuwgtlfB2k4i42tj9DWim0tyHFPdHnuu6BDPdXU4urmGWWVpGMbkoSxz0P1rHUfYLBbQuXCZG7GM8nt+NdlqUBE0jKMLnuCDXKXm5C5wpUH0rSti61aKjUldLYI04xd4qxivJhflCiqE7huv8q0JNjFmC4rPnQNnBrnGbGmuAzNjK9RW3Ekc1k0EjNtY7iVODkdOaw7RoxGY0yuO5NbduyiABR04rZGJcsJbrTraaOKdroBlMQnPIHcZHWussrldu+YbVADFxyuK4+MMdmM9c/Ste0uZ0GyOTCNwyHkGhwTKUmj0DTwk+1omUq3Qqc12GlRgRDeuTnhhXjtlZXEM4uNOvJIJDnMZ5jYnoSPr6V32jeItQtLVJNd00xoG2C5tW3oxHHI6ip9iwdRbG3qrAMQrBjzwa4+8RWLdQevvW1f6ta3u94LhHVeMr1H1Haucu5yinncPWuacHFmsWmjEv4FY5BwfYda5y/t25GDiulnuAQzEdua462EmseK59Ml1W4tYmEhhEabssqFgvsODyfT3qY3k7BJ2OX8QGe3lgMSh8liQTg8Ypmnao+9BJEwP3sY5IqjcXk901u80jSEc8++Ks28m2XcPlOMDHbtXVCOmpk3qdbb3guI90ci7TwAeasxS/MGBx+ORXG2tvHa3STW7yRjdlkD/ACsOe1bmm3E8ijfslYNgBBg47GnKDZSnY6aACRvMUlZh0YGuq0nXb6yVROpeIdWXsK5SxvLd5vs5kEcy9Y34J+nrXV6egDqwYH1zWfLpZmim1qjutE1u31G13xyDAOMHiughkDL1rzPULJrW2jv7BTFcbN0ijhW57j/Ctnwr4rj1a25+WRTtZSeQR61Li1sDtNeZ3VFQRTh1Fc54+1G703wu9xY3DwTCaNQ6HnBPIrVTTMGmjqJCPLbnsa+EFuQHYEfxH+dfRWo6/qkOkR3tn4i1KQGYwZmRUEpC5Zo+M4B4OfUfSvm9T+83ehJ5qtGCdjatpcj5cfnV9JTuySfxFc7AzrIZFcj5uQRxWlbTMckqCAeADzj1xUuJSkbMcgOfX61fh2SIyyLlSMGsuCaNn8vcA/dW4JrVtlZGBBGOlQ0WmaVrJe2KkR7p4OPd1/DuK6Wxvku4I5FbIYVR0lAzorRkNxkgY981Fq1jLo7tf2LbrckyT2w5Iycll/wqXG5cZ23OyspsAYrctpjgZriNK1SK6gSWJwVYZBrprK7VhjNYSTN1JHQxS5jwxryf4wgJNopXBz52f/HK1o9VuLjxrcaZcaxeWlq02yNopY0WPoSSXGMYzx1JxXAeN7y/l1VbW/uLmQ2ssqItzjenIHOOM8DOOK0hBppmMpqzRmWbk9BnHHHNXPlf7wJHHGKzrU44zjJ7irayPvwTnvgVszIvwxAnAbg/3TWjDCrYDDeQehGDWVFMVILJn3ArXsZ2JBK/nU6lG3Y2qFxs3bgMjHBH4Z5rsoVmSCXYu/EfzblPFcxphDdYz25AyBzXZC4iSwvQZFZgilfm2tj2z/jWyWhDepxVy7vEWkGyQMQVJziuW1AKY3c4znFdTeXH7p2KsASTkc1yt9KkluxOM5rKRaZhToF3fWs2RgQeKs6nO6wsysVbcORVjxD4W1Lw74f0jULx50nvjJ5sBjIFuAEKBj/eZWzjt06g00rktjIPmiRj161u2jbJFQAbeOKKK1MjUUb9wPGAcYq1b8OmO9FFNAdRZoBHGwyDu7fhXp+lKp0aEsAckNz65oorXoZS3PMvE+n29vq99fWwaC4kY7miOATzzjp2rB0XVrq+siLhlc5xuxgnr/hRRWVdaGtJkl65EZx3rz271K40jxTNfWuzzopH27xkfMpU8fRjRRXJT3NpnPxoCwHPyjAq3aAeWX7miiumOxkyccE49On4VagZ441ZHZWHRgcEUUVYjQSFdRiIuiznnDZwR7g+tWdJ8SanpWu2umRz+dbSRrkTjcR+PWiimw6ns9+vk6VamMsodBlc8D6Vwccr6d41iW2balwCZF7E+tFFRMqmes2txJ5K/N2rC8fyu/g+Xcc/6RF/M0UVyrdHRL4TzjU9bbVYIkksLOExIERoFYFVAPygFiAO/TrXiEYy7e1FFdCOYnXgGrELtGu5GKsDwRRRVATFmuQTMdxHQ1Naapd2l1BbrJvjcDPmcnr60UUPYFuen6CxaON8kEHGAeK1NWQCGdgTlMYP4UUVL2H1OF8PzyW+p3tpGxEMcgKL6Z5x9K9A0+ZzjmiisapvT2OZ1HWH07X9SRrKyvI5ZgxS7h3gMo4IIII68jOD3Bri/F95PqF9Fd3T+ZNPI8kjEYyTj06UUVUOhnPqYLyy26J5crjn1zVxb24WZV8wsDnr9T/hRRWjIizb0+dpVbcBx0rZtJGBA7UUVPUs6zTZGRvlOCNvNdc8rTaNdzPjeWAyBjsKKK3XwmXU4nUcpB8rEcE8Vyl6xNupPdqKKwmao5rUWP2duf4xzUWoeJNW1LSrfS7y9mntraR5UEkjMSz4zkk8428emT60UUR2FLc//9k=", 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", 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", "info": {"video_id": "191448", "label": "pulling flashdisk from left to right", "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": "81e870ed9d64e690974d3ce7226edbd25d547fe70a44e4b8ecfdfaa6d914dc9c"} +{"episode": 86365, "episode_seed": 586444780, "split": "train", "timestamp": "2025-10-13T03:46:56.662042", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 586444780, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 3 plastic 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "134209", "label": "stacking 3 plastic jar", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "134209", "label": "stacking 3 plastic jar", "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": "dbe777234b0841f39d91a2e8a8274ad4f311d546419414cd2b1fd6d3c0bad9c9"} +{"episode": 86366, "episode_seed": 3858978980, "split": "train", "timestamp": "2025-10-13T03:46:58.051677", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3858978980, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a plant so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "17319", "label": "poking a plant so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17319", "label": "poking a plant so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17319", "label": "poking a plant so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "17319", "label": "poking a plant so lightly that it doesn't or almost doesn't move", "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": "ba943d44d20d2cc92e79fab30c559374357d633f4a613876161c97cbe4436b21"} +{"episode": 86367, "episode_seed": 3940805014, "split": "train", "timestamp": "2025-10-13T03:47:00.093225", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3940805014, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a water container with a ballpen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "198889", "label": "hitting a water container with a ballpen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "198889", "label": "hitting a water container with a ballpen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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tyrKcg1vGalsKUWtxby7g0qwmvblgscalmPt6V4dq2qXOs6xLqUxIdziNc/6tR0H9a6v4h6+bu5TR4H/cQndOQfvN2X8K53S/Der6sw+y2MhVujsNq/rWFabfuo6sPTUVzyJLbVWmkVriJJLhRhLjo+O4b1q8Nd+zKWfGxBk461vWfw7hscS6zqSRnH+pi+9WlHLoOjr/AKDYozj/AJaScn9aUFL7RnVlTv7h5zfeNL9bhvscC2xA27pV3OM+3QVhTa7qUzl57+5kY+spA/IVa8YXU+p+LLlrdd7SlcKg74Aqinhy9SRTqCvbpnkEZb/CvVU8PTimkc9mze8Ka9qNxrcVpJO0sLq2VJztwM5/z616KrccmuX8OWOk2abrAbpSMO7nL/8A1h9KsWBn1TxZPpr6rcWkZEhiEabssqFgvsODyfT3rz601UndKxa0Rn+OLowmxweu/wDpXN2+sSQldpKsDkMDgiopNSGp3cn9qSSyokTLEQ3Icj5T+YGfastIgJP3k/TsBWLjqaxlZHrvgXXzqeqzxTgyXTwhvtDNk7VwNv05zXb6mt3NpssVhLHDK67RcS/dj9/c1514V1W30/SZltLaIGHmS4A3FhjOSar6j4yeYna7zHsScLWvPyqzJdNyl7qOjXQPDVjBCNSlbVLiEY3fdVv971qSfxfHaxCCwihtYgMBYlAOPrXnNzq11cgl5Sq+i8VJaxvcbVDhAAMljWSqJvQuWHcVeR02qPNrWnXEUlyAJV2kj5iM0um+BdE04q7wtdyj+Kc5H/fPSsNJ5InVFJZs/Lgda3rHxEhIivBsbp5g+7+PpWknOKszBWextO6RKI0UKoHAUYApI3DDNVpZBIQQwII4IPWs/XLma00dpbeRo5A6gFTzUFGy77VPNeIJC/nHzJNoz06mvSNbmW00GDUrLW7+VXuTbZuY1jWchNzPEOu1ThTu9R7gcdJFHYqAuDIwwznrQ3YuEbnd+CLmeTTXstLgRcEF7hQQWyOdzH09q7jT9BgiYTXTfaJRzlvuA+w7/jVLwRbNB4Xsi0QjaVTI2BjOTwT+GKq+P/EJ0nTFsLV9t3djAK9UTua2SSV2Q7ylZHOeJ/EltrWqT6eswitYMpFMRlWk/izjoOwI96ztCtbjT5bpLpNu/YUYHKuMnkHuK5pFAAxwB0rQs7qSOIx+Y2wHIXPAJ64rnVW71OmeGUY3R3sTgqOe1XtNf9zK3rIf5CuHtb24iO5tygjjceDWzpuvwxDypgUQnPmdgff0qtbXOZqzsdPLINpNVg4LdajknSSEMrBlYcEHINQxH5iSaQFvdg9a5bxdfNaPZOjsjgsQynBB4qewuBe+MJNMvdTurS2kl2JJFLHGsfcli/GMZ46k4FcZ4qa+OqS2c0s/+izSR7bnaHTBx8wHGeOccU2tBxdmdfp3jZtTMGn6xcO9izjztigM4/use65wT3Net7o4Y87lVQMDsAK+fPCEKS6/a+XaNfSAg+SVLKT3Y49OvPFdj4o8TXsF+1juUzIMyc5WMnoABxmrjJxjdlOnztKJ0Wqy6PHdz39xF9sm+/h1ykYA9B1/GqLa3NqkcLrJtgkGUVRjA+navP01G8S6F0tzIJ+zg9B/h7Vsxas5CSfIpPOFXA/AdqzVRSZU8PKCudJbWVpYRzPbQJG0hLOwHzOTzyeprordsW0Xsg/lXERaqZLcB2HPcfSruneJdqhLoZTtIo6fUU23uzKx1E0oAyagWUMx5qF7mOeFXidXVujKc0yHjJ96QFouRk5qJ5cnrWN4pvZrLRHmhlaJxIo3L1rE8Rw6/wCHvD+m391e3YmvfMEkJTHkYClAxx94hs47fUGqQHn8Uz4B3V6z4Glk/wCEPYCRgXunXcDyowOlFFOnuaT+E6TSvC2kWZeZbRZJgCxklO9ifUk1R1DXL5d0cTrCnTEYx+vWiiqSMm23qctc39w7gF/vHmmNCkgIfLfU0UVExxOe1uNIpoERAowxOB16VpaDK17ZXENyfNRHAG/k4IooqI/Ebz/hIxZAba/mWJmXy3IVgeRTNP1y9stba/jZGuImbDOuQcqVOR9CaKKpGJyiEm4bJP366AW8VtHiNBliAWbk0UUpmlPY6jWNRnj8JaPYx7I4JUYuqLjdtYgZrmU560UVNU6qHwhMcKK3EgQ2sbgkNtHQ+1FFRTFiOhWlLeW7723oCVIPIrT00LqunvLdKDMm5fNXhmwAeexNFFdM9ziilyX8zOs9QuLS5jEb/IzbSjciui8RMf7Cz/toaKKhCZx/jPxM+txWkEuladbmBFSKS3SRWRBnCAFyoXnJ45PNaPh7T7fVfGNvbXal4QhcpnhsDOD7UUUP4kXD4We2qAsC7QANo4HavDvEN5NfeIL6adsuJCg9lBwAPyooq6+xeF+JmcOM+1WLI8O/dWGKKK5Y7nZW+A0ppWktiz/MccZ7VNCiz6M9wRtkilEYK/xAjv70UV2S/ho8v/l4ypDqNzZYMMmFLYKHlT+FdnbuWQE91BoorFFs5LVNcfSL/VB/Z9hexySBzHeQ7wGXoQQQR1ORnB7g1yMN7c69rs13qMzTTXLmWVum5jz0HQewooqnsOPxI7jwNdS2WtX0sJCmCwmZBjjIAIz+NYBkec+fKxeWZi7uepJoorOfwI66K99i5ypNa+kxpLKvmDcFAwD0oorOnuzTEfCiaQ/6VEoAVWOCB061oazaxWwieFSm/OQDwMelFFdtdJWseVRbd7mOt7cWhMkMrIc8gdG+oruNOmaezjlbAZ1BOOlFFYI1Zg/EViPCoAOMzr/I15peeKNY1LTLXTLy+nmt7aV5U8yRmJLhQcknnG3j0yfWiiriJn//2Q==", 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", 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", "info": {"video_id": "198889", "label": "hitting a water container with a ballpen", "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": "169cf8337d6392d1e4386ba63fa8f74894b13cb581e9effa1fad4ef0d6c83f09"} +{"episode": 86368, "episode_seed": 3860017689, "split": "train", "timestamp": "2025-10-13T03:47:02.067749", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3860017689, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking toothpaste tube so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "187057", "label": "poking toothpaste tube so that it falls over", "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": "08a6ce85f7144cb93c7c47b8f4f9aaa738c4b4b94c13efaedc11284f148300bb"} +{"episode": 86369, "episode_seed": 1583310258, "split": "train", "timestamp": "2025-10-13T03:47:05.894063", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1583310258, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bureau stand with magnet 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "115765", "label": "tilting bureau stand with magnet on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "115765", "label": "tilting bureau stand with magnet on it until it falls off", "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": "da4cee1418009e090857005b955561f23a7dff1d658cf2a71e6f4d1b60a8adf7"} +{"episode": 86370, "episode_seed": 3120821637, "split": "train", "timestamp": "2025-10-13T03:47:07.808757", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3120821637, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking pens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "96328", "label": "taking pens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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ySMsfJzx9PcV558QEuLHW9M1pY9nAiZh3IORmvRFdSg2sA69R6/41geM9POq+FLtANzxL5ycdCPT9aaEy5Dd280KX0eTHMisWPG0ketXkWIoAmxgc5J9+lcj4C1FL7w2IJZAHiz83cAnkH1wefxrpIk+dTGzFRkMMZJ9R6+9W1ZkdCg8LC8ljCBFOCu0cE5z1rSt3XaSzAOp59CPwqpqYKtCyEtvbaxAxt9/1pYIpyoji2iRucY4/P6VjJ2kzWOsUaCTDeHUDhsZ/z/Or12hlj3ANuHQ44PtzWXChiCEjDbScepx6CtZgXjWRRgYzg89umapbaiZnBFklO3OQOQe/qa3LHctjOjHlYwoPXqc/0rEk8wXKCMFeM7tuf8mtiARC0uYvMJkaQDaeD92hK7CT0IsCOAsJGdgQQSO3apY7qRowBHuA+6QecexqtBIkZCyMDzg55wfx7VIJWjkChwB1Ug8kU0JjWhQPNyEJGTkd/cn+lMQRzyKHIGwjKuw/z+dWC8YI8xFBY+h5P9agkt8ysyquD6qCc/zqyGRXtsHhBWJCw6d8H2FcjAChLtnaSAwxzXaxKzJudwG7HacgdvxHSuGgV5Jn3Dbtc8H+dZ1N0XS63NcyIigAg5PH0q5ZMwV0AyAeABWZHDK7pI5yh4A6EGr9i3PlkcEHnsDmlF9S2MnjETMGDbe3tU1qpiYSKeFXjnr7U64RgrKBk4JHr+VV7NGEWZ3ZVDLgYGFyen+fWjdivZG1egC4GZCAqqCoHUADNZ97fpYqzFsDPH/1xVy9Mb3Dyq/yliMg+9YXiMo+hyEECSMg49ecfjTloKNnY4T4iwltQsdVCjybmLyGdeh9Pyz+lecsHeYI33gcGvRbpH1TwrqVk2We3AuYgR0I6gfhXArKC3nfxjGfbNNO8blpWlykM67X2iu7+GSFv7TUd/KHT/erh1ZZJmLenFdx8OWKnUtikgtECR2+9UN6FySvc9TtmTadzYdTz6EVMkoLh1xwcD6VRgimwI4mUO35fnVuGMxBCeGwffnFCbZmzSu0aWINg7hyD2PtzVERrLIdoO4DkHv61okeZGrqMcA4PPb1rPlWUXEewFf9oLn8KpiizWtkb+z7iMnkRqoPXqc/0rnLyze0zKjs2CDkjAxXSw+ULa5i35dpFG09R8uf61SURN8kvIzg8dP/AK1EoijLc5268RT/ANkSIqguOFPcD2rz6+ZlmaQuQ3VvU/jXoWu6WFty8TLhfmBXnI+tef6iFeJlKYYg/wCfesZ3vY3pqO5wmpl3u2lcks5ySTmocP5I5+U849asXyEsx/u1FAwZApOAK2T90mXLzvse5KiocqcMT3ByPyq3CsYkMjLtcjG4d/wqCNfIVQWXaTgZOPapfNU8YAfP8I6+1JIzZOXMV0mQOvByRVlbqX92FUEHkb+v0rNLbJAsnmYPKMe1bEEm+FTs9B83Y07CZla7crZW8MhYDdcIeTgYBz0/CrelzGbS4nbiVg0jY6tliR/Oszxfpcup2EUcQ+dpBkqe/r7VuWUQtrOBQcKsar8o44Fbc69nyeZjyP2nP5WI1v8ADIRGSmeW61ceMT2zxuV2kcqRnINQ29qgkaTja2CMDb/+upndYX+cjI9TgCso36mrPJtClk8O+OLnR2jLxSu4GBwBgnP04FdXFq8kDbJWO0k5GeBjofrUfiiygXUhqkRHnAFCFGD+frXL6RE2ueKH0+51Oa1DJKYtke8s6oWC+gHB5Pp70pSd7IpRVrneQXMWoOWyMqQW445/lVtF8xDG43RnAAUnj/CuG+Hk1xevfPJKXIEZAb33E13quhHzohXOCNwPT6ULXcNtiydqw/J8wHBHTH/16lt7nES7QSSpOCQc4/rVCRygLRyMAvoOoq3ps6b8KGw3Kgjoe4/GmSWTm5j+6qYbOQc5H+cViadqAl1mSFxmNZ5mb5skDaFHPeujaPehRU2jPG04ORXJeGNHlt9b1O4kAxIxEYPGOeT9OgralJQun1RhVg52aezudFJP5MnOWYjOEPX6fzqeyuxKBhApUndxjA96iuoUnjVSUZl+7lenr/XmpRDsjJBI45OPy5rHW5vpYsPDiR1bZtYYLAkf5FVp4JAsaxqWY8EkdD2P5/zqxFcxGPGQCP7zZGawvFupXNloTz2c7o4kRS6Ed+vHbNW9iTeSMyxsZVOTnPbOO49K4pUCHKHDE9wcj8qratqlxBoMN7Y6/qMqG5+z/v4ljWdguWeMDnapIU7vUe4FuIeQi5ZSrccnFS9So6FiFYxIZGXa5GNw7/hUpcxXSZA68HJFQeap4wA/+yOtNLbJAsnmYPKMe3+c0mM0lupf3YVQQeRv6/SqGvXK2VvDJuA3XCHk4GAc9PwxWtBJ5kKnZzwDu7GsHxfpcup2EUcQw7SDJU9/Wrg1GSkZzjzRce5p6XMZtKiduJGBkbHVssSP51jeJ9SZdORFQlHYAsea6KziFtZwKGwixqvyjjgd6pX2kR3tpKPlG7DIcbef681FV80m11KorlST6HBWF0treEz7TDMvlsCOMGuCubP7JrdxZ9V3lQR0I6g12N9C0cro+dykggnGKxriEPOJuNw4z3rKDsrHTKN3cwpLRkByMEV3nwuhUnUw+Rjyj04/irK8OWWm6v4nj03Vbue2hnbYkySxRrGepLGTjGM8DknA710vgXT3std8QWZWaM204jCXAAkABfhsZGcDnGR6VormbaO4jAdWRlDRn5doyMf4VdAXycRjIXgg9v8A69VhIu35lQgHBG7PSh2+UtEz4HTaO1OxBetrhvLUIMnB4zkE+hqYE3EfKqoByCvXH+cVU024TzPlDAN2PZv/AK9ajJ5isgUAegODn600iWzmNO1ES65LC2GjSeV2G7dxtCjnvWzLP5Eo6uzDI2nANYHhvRpLbXNUupOBMxEYbtzyR+ldFcwJcIqEhnHK7k5H+eea0rTU0muiMqMHC6b3dyle32/S5coFdQc5GMVxNroy6tDdoHRbhfmUnv7V0fiScQx+SrEAjBwayvC1zHFqRQsBvTAJ5/SubeSTOtK0bo8v1bT5IZJF2nIOD9axraJyzDB4616H44gFreTGE4DODkdyetZviDwnf+HNA0m/uzMs98ZPNhMRAgwEKBj/AHmVs47fUGqV9hOzsz0FlDIQR8u4jH4E1ctB5kAkY5Y4/lmiiqZBJdDfECxJ25Az25qOOVgzdDgcD8jRRR1EXZc/Z1kydw6fnTYZmknEbY2DacY45xn+dFFKQIkZcyOMna2RtzwPpSwqJ7aJ5BuO3175xmiinEGYurgFDGw3AAnLcmvL21S40jxE+oWojE8Lvs3LlfmUoePoxooqH8Ra2Ok+HACm9UdP3S/h81dxbnMkS8fvl3MfcHHFFFaLYlmr/qVZUOA2Q3vwf8KooojbC8ZYA/jxRRQSjRjmdX25zuBJJ5OelNSRop5VXHyNwe/bNFFHQXUdPK66bLchiJVl2Bsnpn/69QxOzXIjLHa8JY/UHg0UVKKLRtI4J/kLHPJyc5xjH86xPGoVPDZCoozIhPr1NFFWI4nUfELa3HbRy6Xp9uYY0WN7dHUogz8gBYgDnPA5PNdMVDR4I+XdjHbpmiihjRdtB5kAkY5Jx/LNSXQ3xAsSSuQM9uaKKlgMilYM/Q4GQPyNXZ8/ZxJk7h0/OiimIZDM0k4jbGwbTjHrjP8AOnTJkyDc21gRtzwPpRRUFHmmrASXczty2efc+tZZjXAzz9aKKzZ0rYoQa82j3FzGdN06/imcOY72DzArJnaQQQR1ORnB7g12HgDULnVNR1nULyTzbm5ljklcjGS27PA4H07UUVujnluzuIf+PhV/56Z3H1wcCtRRsLBSRng479aKKCGZ5HlFtnGWA/PitK1lYkjOPl69+lFFNAyNpWhll2Y+TkEjnripixayaTJEgkC7gecdaKKh7j6HBeImY6sFJOCnP1B61QsM2upxNETkc885oorF/Ebr4BPH+DaQS7QHYKSQK4y98R6rqemW+mXl7NPbW0jyoJJGYlnxnJJ5xt49Mn1oorYzP//Z", 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", "info": {"video_id": "96328", "label": "taking pens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "96328", "label": "taking pens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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54+nuK88+ICXFjrema0sezgRMw7kHIzXoiupQbWAdeo9f8awPGennVfCl2gG54l85OOhHp+tNCZchu7eaFL6PJjmRWLHjaSPWryLEUATYwOck+/SuR8Bail94bEEsgDxZ+buATyD64PP410kSfOpjZioyGGMk+o9ferasyOhj30LC8aMIFQ9No4OT/jVq1ZeQx+dT+BFJroKiCRCX3NhjjGPeoIIpdoRGAd+/b86xlpJm0dYovJKGfcmPlOB9K0LlGli3YOR0P9Oay4ozEEJ4bn35xWr/AKyJXAwcZI/CqWwmUVVXkOAdwHIJ6/8A162rPctpMhb7qAA9epz/AErEnSb7QhjDKP7wH8q17XyRb3EO/wCdnUbT1+7miKuxSdhmVSM4cswIIY8cVj6hcpq1pe6WoVzJCyBSf5foa1VZI2wzZHQ9eK4HXZ3sfEDywPja4kVl/PGaTlYqMebQ8xu/MijEb5EkTGFwfUdKrxRkws59cV0XjS3W08RTSAAQ3qLcLgcZPX9c1gSybIjEOgqpFU/PoVxksCfWvoS2GzDtnacBhjnpXgTBNqY9q94tleVyWG3aeQf51EnsDVjYaSNAACGz0+lXbF22OgGQDwAKy44ZndJHwUP3exBrRsTwY8ZBXg9BnNOLuRLYinjEbuG3FD09qltYmiYSKTgLwSeo6U+dGAIA3Hkjj+lR2SnyMzMyoHXAKjC5PQ+/+NPdhfQn1yx+0XBw5GxFXAHXAArn01GfS7oIPXv6e4rqNRZGu2mDZRmPIz6/yrPurSC5j3LtEi5yp7/40pR1CMlY4TxPqMuoXLhhthT7oHSuC1p5GtvI8wsDyeeOPau51m2NpcsjDep+YcdPauF1xcPuQcEYrHXmuzoiopHMxAmTA616D8NVZ31QEksxiJJ7nLVwGDFOK7/4fEj7dtBO5ogSB9371bTehjFKx6hbuu0lmAdTz6EfhUyTDeHUDhsZ/wA/zrPginKiOLaJG5xjj8/pVqFDEEJGG2k49Tj0FJNsTNS7Qyx7gG3DoccH25qgEWSU7c5A5B7+prRYF41kUYGM4PPbpms+TzBcoIwV4zu25/yapslM27HctjOjHlYwoPXqc/0qvgRwFhIzsCCCR27VLAIhaXMXmEyNIBtPB+7VaCRIyFkYHnBzzg/j2p2sK9yzHdSNGAI9wH3SDzj2NQNCgebkISMnI7+5P9KcJWjkChwB1Ug8kU8vGCPMRQWPoeT/AFqkJldBHPIocgbCMq7D/P51He2wkhUrEhYdO+D7CpZLfMrMqrg+qgnP86fCrMu53AbsdpyB2/EdKpEM45UVDlThie4OR+VW4VjEhkZdrkY3Dv8AhUEa+Qqgsu0nAyce1S+ap4wA+f4R19qxSNmTlzFdJkDrwckVZW6l/dhVBB5G/r9KzS2yQLJ5mDyjHtWxBJvhU7PQfN2NOwmZWu3K2VvDIWA3XCHk4GAc9Pwq3pcxm0uJ24lYNI2OrZYkfzrM8X6XLqdhFHEPnaQZKnv6+1bllELazgUHCrGq/KOOBW3OvZ8nmY8j9pz+ViNb/DIRGSmeW61ceMT2zxuV2kcqRnINQ29qgkaTja2CMDb/APrqZ3WF/nIyPU4ArKN+pqzybQpZPDvji50doy8UruBgcAYJz9OBXVxavJA2yVjtJORngY6H61H4osoF1IapER5wBQhRg/n61y+kRNrnih9PudTmtQySmLZHvLOqFgvoBweT6e9KUneyKUVa52jXUV+wOeVOWx0qRFDqUYBoz8pXkf8A6q43wLNPetdvLMWIEZG73BJ/lXarKMHIRscEZz0oSvuG2xawvk4j5C8FT2/+vTrW4YRqEB3c8ZyM+hqqxLgmLfgdNo7elWNPmXflVYBux7H/AOvQIto7XEXzhQM5BXrWHp+oibXJYfleJJ5HYA54CBRzXSFTIGQqoBzxnnP1rl/D+jyW2u6ldScecSEB7c8kfpW1OahdW3RjUhz28nc6CefyG7uWGRzgGvONVupLy/uGK7WDnORjFelXEQuFEROXHIDJnH+ea43xRpQtJftEfEch+bB6HFc002dVJq5x/izZqGhW1wNvn2h8p/UqehrlktzPbpKFz2P4V01yoKMhxhhg55rKmU29oyocYOBimndFONncyDCVkHXqK+g0QRopQ4Y92BBH5V5TrmiaXB4dttV03UbycNdfZc3MCxrcEJud4gPm2qcKd3qPcD1uFfJjQEqVbABJx7VVu5k2ieERCTzWXa5G3djr+HrU28x3ShlHfBz19PrVfzEOeAHz/CM5FRmTZKEcue6Me3407CNZbmQ7MIrZ5G/rWZrtwLCGCTcAGuUON2BgHPTv0rZglEsKsEGeB83Y1zvjTSZtSsYI4sh2lByp6GtKbUJKTMqkXOLj3NLTpTPpMDtxKVLuB1bJJH86emobWj+QmPuzfNVi1hFvaQKCFRY1X5Rx0/wqq8MdvFLMAoUjIwNv/wCupqu8m0VTVopM5bxRIJr5A23yxgkGuY8WeHTZrHPEytDKPlx/CfStPU5/Ou2d2JI464rc1UQ6h4UjcFS0aggY6EVjHVs6HeKR4ZewSRy8qR2r0H4bQcah5mR/qjz/AMC/Ks7Q7DTtW8VrpurXc1tDM+xJkliRYz1JYycYxngck4Heug8GWUlnreu2bLOhtpxGEuABIAC3DAcZwBnGRVq7RDtc7NF8xDG43RnAAUnj/Crp2rD8nzAcEdMf/XqsroR86IVzgjcD0+lJI5QFo5GAX0HUU7El+3ucRLtBJKk4JBzj+tSnNzH91Uw2cg5yP84qtps6b8KGw3Kgjoe4/GtFo96FFTaM8bTg5FNIls5zTtQEusyQuMxrPMzfNkgbQo571sST+TJzlmIzhD1+n8653wxo8tvrep3EgGJGIjB4xzyfp0FdJdQpPGqkozL93K9PX+vNaVpqSTXRGVGDhdN7u5LZXYlAwgUqTu4xge9WHhxI6ts2sMFgSP8AIquIdkZIJHHJx+XNTxXMRjxkAj+82RmojtqavyK88EgWNY1LMeCSOh7H8/51ZSMyxsZVOT17Zx3HpWD4s1K4stDeezneNxKil4yO/XjtWBrsniTQ9C0y6utSvFkuy5eEpgQ42lQxx94hs4/+vT6k2J2UMhBHy7iMfgTVy0HmQCRjljj+WaKKhmhJdDfECxJ25Az25qOOVgzdDgcD8jRRR1EXZc/Z1kydw6fnTYZmknEbY2DacY45xn+dFFKQIkZcyOMna2RtzwPpSwqJ7aJ5BuO3175xmiinEGYurgFDGw3AAnLcmvL21S40jxE+oWojE8Lvs3LlfmUoePoxooqH8Ra2N3wEAq3gA6eWP/Qq7OIYudn97IY9zg4FFFWthM1EGxsKSMnB96ot+6ZgnHT/AAoooJNC1dmbb0+XqOvSo5JWt3l2Y+TkZ7c4oopy2YLcsAbrbOSGLfeHXpmub8Vf8eaDJ+br+B4P1oorPoVHc4SSNfMwMj8az9TAW1yAPvDNFFStzeWxJrnip/EEVtDNpGmWpt0SOKS1SRSka5wgBcqF5ycDJPNewAB4lVhlckY+gzRRWyOdly0/e2wlfljj+WaferuUFiWK8DPbBzRRQT1GQysHfuFOAP1/rV65Zvs6yZ+YYx+tFFNAMjmZpkjONmV+UdOetZ/iAlbS6UMdoyAvYcUUVmUefbBND5jklsZ69TXRaNIZdHkgkAZBGx5FFFZ0/iNp7Hncmuto+oXkR03Tr6GWUMY7238wKyZ2kEEEdTkZwe4NdP4Ev7nVNS1e/vJDJc3UiSSvjGS27PA4HsO1FFbIyfU7K3OZIl4/fLuY+4OOK1f9SrKhwGyG9+D/AIUUUyGUUURtheMsAfx4rRjmdX25zuBJJ5OelFFCBjUkaKeVVx8jcHv2zTp5XXTZbkMRKsuwNk9M/wD16KKUtwWxDE7NciMsdrwlj9QeDVo2kcE/yFjnk5Oc4xj+dFFERvcxPGoVPDhCqBmRDkdeprgZNc1HUNPt9Pu7qWaCBmlUSSMxLPjOcnnG3j0yfWiiqJP/2Q==", "info": {"video_id": "96328", "label": "taking pens", "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": "8d755671af28aa056bdc2737e19dd81dea6719b550c9f1eccb30ad2b31d696b1"} +{"episode": 86371, "episode_seed": 424418477, "split": "train", "timestamp": "2025-10-13T03:47:10.359758", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 424418477, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "165948", "label": "putting a coin", "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": "165948", "label": "putting a coin", "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": "3d0ef4ba3d6da7488ed2a48dc726872b39fa5ec48dcd1bb922af7118a3d534cc"} +{"episode": 86372, "episode_seed": 1415011793, "split": "train", "timestamp": "2025-10-13T03:47:11.502701", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1415011793, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing sun 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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gDemCRzt4zwM44qnBpXIU03Y2kIJ5/OpN6nqSR0/GqqMO3P1qQNzkMcegqSiZiD9QeRUU1yLWCSUj5QMnPahn3e+cVna2T/YV7jr5ZwaEtQuc1J4yWPUkG4sofBNd6su5QUIGeQfWvC7tDHI69xXselTGXSbORmzvt42z152itakFG1iIzbbTNTdkk570NJyc9R6c1CVHAP3emD3pcYbaD+IrE0uOYhOc4J9T1pgYcg4B7YrI8QXU9ppLy20rROJFAYdeTzVDW7HXtB0XTL26vbtZrwyGSIpgQYClAxx94hs47fgatQbVzNzszok+6tT4wc/SiikiiS3O6YAgYziurslCxkgdqKKGdFA4nx9dzRW/ytjtWb4Xu5H0G6uGCmWNwitjoMUUUdDqh8aN1XIEa+o70EncFzxRRSOB7gXPPT7pNcBe6hPpXiq5vrbb50UrbdwyPmXaePoxoorSmZT2L/gtQBdjnAEY/nXaRgF2B7UUVM9xw2FBOWA4xxS9SV6AccUUVJY2BiQ9TMMvg+5oooAajHeDgc05XZlJJ6E0UUAIrE8k9awfF7f8U+xI/wCWq/zoopx+IUtjltY8RvrUVvFJpmn25gVY43t0dSqDogBYgDnPTk8128Y+Rfc4oorSqZUyc/LjHelkyvfviiiszUY/Dpg9anz19qKKTAY3GAOhpS7Bo/eiigYmSTjJxQXOO1FFAjhL7WG0zW9RQ2FjeRSzBzHdw7wGUcEEEEdTkZwe4NT6NeT6je319dSGS4nkWSRumSc9h0ooreXwGMfiOgjA3tkZx0zUijLEZI7cUUViajQdzlT0qpfKH0u8VuVaNgR+FFFNbg9jzIIkuqW6uoZWm2sD3Fek+GnY+HtNOeTboD+VFFb1fhREdzSV2ZMk9zQGPBJznrRRXOWY3ihidEPr5i8/jXL3mvanf6fBp11dzTW9u7yp5kjMSzYzkk8428emT60UVtD4TKe5/9k=", 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", "info": {"video_id": "72858", "label": "throwing sun glasses", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "72858", "label": "throwing sun glasses", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "72858", "label": "throwing sun glasses", "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": "766c8be0a0b9edc84c3098258609f6b28941ad9c26613783ab0a3714b08ade70"} +{"episode": 86373, "episode_seed": 2109862415, "split": "train", "timestamp": "2025-10-13T03:47:15.299801", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2109862415, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving dreidel down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "220275", "label": "moving dreidel down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "220275", "label": "moving dreidel down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "220275", "label": "moving dreidel 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": "0d092797c110ac2f887b970d9f6abed21d95beae9dbd3979ecbad9afbbad86de"} +{"episode": 86374, "episode_seed": 2170380428, "split": "train", "timestamp": "2025-10-13T03:47:17.276044", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2170380428, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "115636", "label": "poking wallet so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "115636", "label": "poking wallet so lightly that it doesn't or almost doesn't move", "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": "9cb7ed730803284749802236897bb55cc0c8d865d6e4987f812b8f2555927133"} +{"episode": 86375, "episode_seed": 3129856236, "split": "train", "timestamp": "2025-10-13T03:47:20.100204", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3129856236, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing red pen on top of shoe box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "33175", "label": "showing red pen on top of shoe box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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Ec4DfKfxrooyM6quj6Wn8T26afBLBtlnmiWQKDwuRnn/CuRkvZNU1R/Pl8wxAM/oCei47etZukPu0q3P+zz+ZqHw/KXTVJ26vdMB+CgV6XNZXPI5NbE0xJLMeuc1A5BWrD8g1A/KgivEeruz2loiGUYWs2+Xd5X41qP0PHWs69xuj/Gk3qNEGNiE9zU8eetV3PCjrgZqwh+QE1YEWoDdZuDyccVyMlwYJo2PGGGfpmuykAeIjviuG1RcTSL6VpSepMloe7fDTVEOk3lrLIqiBxKCx6Kw5/UfrV3XPFJ8l0syY4gOZejN7D0ry/wAG3TTBfmPzw/MM9cEda29VkzfaVb4yJLtSw9QOa9WD92549WPvtGjcIY4ow332yzH3qiTklav3bbpAPQVRbG8ivLxLvUZ6WHjamiLGc46VBj5jVgdCPQ1C4BesJbG6OPBf5gT2qWNn29j7UAAheeM5qRQNwNbtisL5rKfugiqWpYktH+Q9KvhQ/Q02eEupXgjFK4Hn00nlTJIuQVYHpXq+iyCTRbcjptP8zXCanoUmGeEZ7kV1nhecp4chDg+YjMhXvkGu+jUicGIg9C9oqsmhgAEs8kjY+rn/AAqR1kAJZHX8DTLeIRQooztHAHYd6sKCeVJH0OK56s1Nm9KDgiuTxjvSORs561YfzQPvEj35rm7Pz9T8WT6bJqk9pGRJ5QjTdllQsF9hweT6e9Zxhz6IuVTkV2aF0CERlOOvSowXEmPoKyfD97c3qyG5maTaFI3HpnOa21Axk9TzUSXK7GkZKSuPDNgnA/xpDJkYK04AAAd6eI8DPHPSoKOP1sAXJO0jIq54FuNuqmEnuSPxB/wrR1DS/tYOcAjvWXoVlPpfii18xT5cjFN46cg4rroTV0jnrwbi2dzfJv1nSj2SR3/JTVq58xpCQjEeoGagnCzXMTDIMYbDfUdqeoGdvSrr1FL3UY0Kbj7zI+QfmBH1FIDkn0qzh8YDt+dYfiW5ubTSHlgkZJRIoDDryelcqim7I6nKyuy+QGfA9KyhvG75jwKo6pI0Giw6jYa1qEoa5+zZuI1RZyF3M8Xfapwp3eo9wNMKCB15OTU1IOm1cdKoqmwsZfHX8MVJ5jDoARQoBYe1PCh844rO5rYo6iRJaP8AJ2P4Vwty2yQOu4FTkfhXo0sRdCuB05rmdU0B3Vnh5bqV9a0pzUXqRJXR3Ph+UTaJA69Dn+dLoqGPSZsDLSTytgf72P6VneEZjF4dRJVIkikZCp68f/rrSt4hFEAM4yTjsCTk/wA67alaMY28jhhSbk/Ue4k53Iy/gaaW+XAAqdQSMqxB9jikfzMZJz9ea8/Q7tSBsbOetZmoZCREAEHOazbW6N74xl0y81O6tbZ5dkbxSxxrH0JLF+MYzwOScCo7N7v+09Qs7uS5b7NMY1S4xvUAnrjjPAzjirlRaXORGtFy5LFxWbzMbRVhXwD8tRKuQWPU81KF+UetRc1sBkUqRgiuP1tVW5bBxkeldl5ZwTjNYuqaWboFlGGFVGSixNXRF4BuP9OaEkfLu/IjP9K7C8Xfr2ln+40j/kp/xrhPC0Uth4qiilUr5isPrxmu/uAJL2GVG+aJWGfrivQjUioXZ51SnJ1LInuZf3pB4qBWy2Sc1Mjv0EjZ+tKd56kN9VFcE2pSbO2KcYpEAPzHjrUTAGQgdKzvE11cWejtNA5ikEigMnBwTWPrNpr+h6Ppl9c312s12ZPMiK4EONpUE4+8Q2cdvzoVFzV0TKsoOzGgfNj/AGRT070UVS6mhIlPPUiiioew+pGyg1dgAWLAGBmiiqiKRdjHygVIBiiirMw6rXBXWoT6V4puL222+dFI23eMj5lKnj6MaKK1o7mdf4SXwz8sd0B2VcfrXRDtRRWFX4ma0fgRMoyaeOlFFZM1EalgUeb06Yooqo7iexpRffqwFB5oorRGYoPSsDxhxoZ4/wCWqfzoopw+JCn8LOY1fxC2sxW8Umm2FuYUWON7dHUqg6KAWIA5zwOTzXUJyyD/AGKKKrFbr+uxGE2ZKnDVJGc0UVynWx/UkVG6g5z6UUVJKLkACxYHGTVyL7goorVEMlCgAUZyvNFFSUed6hq503XtTjNjY3kUs+4pdw7wGUcEEEEdTkZwe4NT6LeT6heaje3UnmXE7CSRsYyTnNFFdVT+Ejkp/wAY2h1H0qcAEiiiuNbnayT+GmOOKKKbENt4I2uEdkBZDlSeoOK1F+/RRVwJkTqoJFP7UUUPcEc74x/5ATf9dU/nXG3et6jfWEGn3V3NLBA7SL5kjMSWx1yecY49Mn1oorppfCclb4j/2Q==", 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", "info": {"video_id": "33175", "label": "showing red pen on top of shoe box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "33175", "label": "showing red pen on top of shoe box", "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": "2e31b9191f508c310c8f107fd26b2cc3375306f051717bf974ba2551375f69c5"} +{"episode": 86376, "episode_seed": 2481572032, "split": "train", "timestamp": "2025-10-13T03:47:21.731794", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2481572032, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'paper falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "10782", "label": "paper falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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xVuDTA0QczBwR0UVPa2u5irAFQMivR5JS3OHnitiglkjPsMhDH260fZGhbKTcj8DVu5tzG++POV5qaKKPUIS3SYDkDvSUFe3UfO7X6EcE4dQGA8wdcHk1saN4lvdLuQdO1GSGT+4T8rexHQ1zr2bxk7QcioXw5xL8sn98Dr9aOZ7NByp6pn0H4d+IWn+JrI6RrojtblxtWb+Bj2P+yf0qhfafLpt9JBIoypwcdCOx+hryPQvD3iHXLoQ6TDNOwPLA/Io9Sx4Fe12+iarpdlpmm65cQTSyqUt50J2q458lieuRyp+orzsbQjUXND4l0O/BV5U3yz+FmTHB5RAwTCT/AN8172v3R9K8lg08ghWUjnGD2r1odBXNg1a50Yx7C0UUV2nEFFFcT8RfF3/CP6V9js5ANSu1IQjrEnQv9ew9/pVRi5OyFJqKuzivij4s/ta//sOycNZWz5uHVuJJB/D9F/n9K84YArjCVYKIeRnPfnrUUg2Hhjz2617VKmqcUkeZUm5yuVnJHLEj0wKjBH3u5p8jKrkAgH171AfvfNnnjJrRMyaHFd/IPzEZ5qzY3LRLMnQOoOe4YHINVT8uVJ4xzirEBWKyu3AGQowSMjoawxaTpM1w7/eI7uPSdP8AFuirKcRXe3/Wj19/WvML61n0bV5rO5Xa6ttcdvqPaun+GusS2141ncZ8t/nXJ6Z7fpU/xStANUtbxRlZYjGWx1ZD/ga8+hUbVux01oJO/c4+Rccjg9RXffDvwVpmv276ndOXaCYoYuw4BB/HNeepLviQnnHFel/Bi/Kavqumk8SwpOo91O0/owq8Q3yXQqCXPZnq0FlaadCEtYFUjpgVaVDKQ3QHnFSpEN24ipCUiXc5Cj3rzd9z0AiiVBgVNujjXLEADvXO6n4tsrAFEYSP6CuL1LxPfagxCuY0PYdaTGdprmv6ZCASwadPuEdRVbS7+18QxyBGAnjOHTPI9DXnqqztuYkk9zWDd+Ibvwh4yt76Enyp4hvQ9GwcEflinGKqPlDndP3kctqmg29hFIsWpxz3MDMJoWQqwx6Hv/8AWrA8wBQB616/bwx+I72W1chJL/EE0sicHghScDIY4wT2IHauO1L4eaz4eupVuLSO+SJfMd4JA+1MZ3beuMd8dq6qc7uzZzTjbVIp+CLh4vFlm2flJK5r6DiiZq8E0tUTVbCdAAolHSvpDT7bzLWJ/VQaMVTcGhUJ8yZWitORxWhDZDjir8NmBjIq5HFHH1rmOgrQ2fHSvJfijHeeEvFFj4j0+d7dbpBG7g4XzF7H6r/I17I95DCMlhXIeO00/wATeFr3SroDDrujkHJjkXlWH4/oTWlKfJK5E48yscvY+K7Hxzp4dhHFq8CfvI0PyzoO6+4649M0yGzy2CMoa8NsLu68O6vHJE7xlHB3A4IIPUV9DeHL218Q6THf24RXyEuI1/hfsR/snqPTkVhjcLr7WC9TpwWJ09lL5HNa3pi77cM+0ZIUs2AM9M/8C21s20wvvCGoWbIhFtmWEPGSqggSDAbnGCwqbxci2TWTmUxswYZGAThkPXqOnauXsb82NvewEny7iEKrbs5PzKf/AB0jkms6ElpFboK8HzOXQwf7ItNZu4Xs0hsriWFl8uMYjeRGIOR/DuHp6Vyt/bT6VqbRTo0UiNtdDWy982hahZySzh2MgywTGO2T9a6zx5p1vqnhiLV1AFxAFBYfxISBg/QkEfjXq0ajXuM8ytBfGebSAB8kZBH6VTGbW6EkZ+UnmrELl4PmPzLxXY/DXRdI1vxBPa6pbCfy4POijY/KSGAOR34Nb1JJR5jOmm3ymDZaRqOsT+Xp1jNcse6LwPqegr0HQvg7AfLufEM29xz9lhPH0Zu/4V6jDHDZWy29rDHFGowqRqFA/AVIiNKFZuPauGripT0Wh108Oo76lexsrTTbWO2022jgt14CRrgCpdX02PW9HmsZSU8wZRx1jccqw+hq5DbhOg61ZVAO1cybvc6LJqxxXhvUTqQntL8CPV7NvKu4+7EdJB7H/PWvSx0rhtf8OfaNRg1zTJktNWtwFLt/q507pJ+HQ9q7gdBWkVG7lHqTKUrKL6C0UUE4FWQZ+t6xa6DpFxqN4+2KFc4HVz2Ue5NfN2raxd63qlxqN4czztkjPCKOij2AroviP4vPiPWRZ2kpOm2TkJg8TSdC/wBB0H4nvXHZ3Rn1FenhaPLHme7OGvV5nyrYU9KrS55XOAalZ8ICTwT0qHdkk44rqOcjZ/LJDAE+9MY/3jnHpzSStxwc02M7zgkLgZyaExNEiscbs57jPFdH4Wi06W01GfUQWeJo/KQDqTu/PoK5okD8O4rX0HywbnexxgYPoeawxX8J/wBdTTDr94jcli02GaKa3i2SAYJXoB1rmvFviP8AtiRLWPBhgPX1aoNZ1wRRvBbEsWOwyDoDXNwDaGzzk55rhoRtqdNXUlgbqv413PwjY/8ACwQ5YLGlnLvJPrjH61wRbbIDWh4Z1Z9N8SxOshRZgYHI9G6friqrP3GgpL30z6R1TxZZWIZIm8yX0FcVqXiS+1AkFzGnoDWaYmLHPXvmnLDXmXPQsQhS5yeSamjh56VYjg56Vcit+elMCvFb+1cx8RdIM/h1L1F+a0k3Ej+6eD/Su9it/apLrTY77Tp7SVQUmQofxpxdncTV1Y4kXhtYkdcxtsEihmK5wFb/AFY+Y8xnliBWz41vkh1bTLpJAf3REu0/wZI/L5x+VczqMUkN/cW0SAJ5zpKTH8oIaRT1+aQgMOT8tU9Wn+3i3a63PJBGAGDEZwBk5H07fnWqTbMm9LGzbaFDq+kx3lkoW9tiA6DpKFP/AKFgfjXtGiXkD6RbyKcgoK8B8Ba832ueBiVy25cHtzXqem3MnkNHF9zdkY7Zq5zcoJPoTTioyfmdpPqqRr94D2rKm1p5CRGCaoR2zSHLsTV2Gz55FYGxWaS4nPzMQPSlFlvUgjqMZrUitParkdqKAPlLxnaSaT4ovLKdWMG7eoPofStfwB4tk8MarE7M0tlL+7lX+8p7fUdRXb/G7wvmK21qNR8v7uXA9eh/P+deT+FNJi1nxA2m3F9Jaq8UrJ5ce8u6oWC+g6Zz7V2Qn7vvbHLKHvabnsfxVZ9Qg8PTacxnhkWV1dP4lOzFczYWVzOUtoPMklxkxqm5h+FZXgjXr2702WxklkuPLdBbxNzsZ85x6ZwK9dtvI8HeHjNOqvfTtlwhyZJDwFHtx/M1569yq4xR3ylzUU29WeXa/wCCtYuLsNNDGkgjPlW7SAO3+0ewHOMGtxzs8E39hdyoixxEKxOfoPzFT3U07TSXd1IWmm+aRh0/3R7Af55rzzXdcN5eGygJFrGST/tt6/hXdSTc0zz6r92yMiNsO4PcZrrPhveG1+Iemc8XAkgP/AkOP1Arjx8sg963/BJLfELQQDgLdK5OcYABJ/Sumq/cdzKmvfR9OJGDhiORU6gDtXOX/jHS9PGxHNxIP4Yug+prk9R8bane5W3ItY/ROWP415R6R6Pe6tY6am66uY4vYnk/hXKan8QkXcmm2+8/89JeB+ArgmeSZy8js7HqWOTWfrck1tpTSwOyOHUAijcDoL3WtR1Rt11cuy5zsBwo/AV7F4b8Q23iHS47qAgNjEid1PpXzzqai20OHUdP1nUJVa5+zZuIlRZyE3M8QHO1ThTu9R7ga/hbxLceG9SSZCWt3IE0Y7j1rtw2HdSMrbqxy16yhKN9mfRFedfFPxcdK04aLYy4vrtf3rKeYouh+hboPbNdPqXivT9O8LvrhkV4dmY1B5dz0Ue+a+ddS1SfVdTuNQvHDXE7F3PYegHsBwK1w1Bzld7Izr1eWNluymFAKgDA6YpV6GjcC2aYDh+elerY8242UbsDtUYPJzwPSpM+tRtyaRdyN0GeKYfkIYfjUh6c0zqNp79KkY0vtyc4FRTXFwIfIiDL5zAM47e1WfD1tZan4oTTNTvbi1gmbYkscsUaxnqSxk4xjPA5JwO9bXhnw59t1PXbK4NyjWE4SNJwN68sPmA4zgDODj0rgxeIiqbT/rU7MNQk5q39aHO3VtDaaTPAo3MDHIWPUNkj+VZSMNta/i3R7nS7+YyAmFyCjjpj0rBjf5azozTSaHUpyi9dwlY5xVYsVcMCQwOQfQ1NMcmomUnkUT1Y4aI9q0W5Gq6Ra3oHMsYLY/vdD+ua1Et/auU+F919o0W6s2OWtpsgf7LDP8wa71IgO1edJWk0dsXdXK0dv7VbjhxzUioB0qRVpDQ6LaODU4I7Vz3iu5uLHQ2uLWZ4pBIg3p1wTzWBrsviHw9oum315qd4kt2X8yIrgQ4ClQTj7xDZx/8AXqlFsTdjKfdPI3mSOzPLtZmOSeM5Oep+tY2pLs0h5wW3yNtOTkdcfn9aKK6jk6kOkxrY6pNDD0hRQrHqfmI5r2DwaxmsAX5OP60UVn9lmq+JHYwxJxxV6ONeOKKKyNSyqLnpVhEX0oopgZHiqwt9R8N31tcpujaJs+tfH1tqlxoWtfb7PZ58LOF8xdw+ZSpyPoTRRW0PgZlP40dL8NmaK5vZo2KyJ5YUg/X/AAr0M6hcapqMz3T7vs2I4lHQZXJP1PrRRWUf4jLl8COO8W6jdSXhsRKUh8tmITgkgZ/nXGQ9VPfFFFdlDY5Ko+T7wp1lO8GvWckZwyzLj8Tj+tFFXU+Fk0/iR6cepoWiivMZ6JYRRkfSqHiQAaG3H/LVP50UULcHsY2reIm1uKCKXTNPtzAixxvbo6lUXogBYgDnPA5PNWaKK9jLvtfL9Ty8ftH5/oMnvbmW2S0eZ2t4nLpGT8oY9TWY33zRRXfazONNtBuOetLIeM0UUxDFOaWiiky0NaoAc7ge3IooqWUinDrr6TeXUbadp19FM4cx3sHmAMmcEEEEdTkZwe4Nd58Mr+51S+1+/vJDJc3LxyyvjGWO/sOn0oorw8f/AA5/11PWwf8AEj/XQ6XX7OC+sp4biMOpjb6jjtXhBG12A6BiKKK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", "info": {"video_id": "10782", "label": "paper falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Oiip7W13MVYAqBkV6PJKW5w88VsUEskZ9hkIY+3Wj7I0LZSbkfgat3NuY33x5yvNTRRR6hCW6TAcgd6Sgr26j53a/QjgnDqAwHmDrg8mtjRvEt7pdyDp2oyQyf3Cflb2I6GudezeMnaDkVC+HOJflk/vgdfrRzPZoOVPVM+g/DvxC0/xNZHSNdEdrcuNqzfwMex/2T+lUL7T5dNvpIJFGVODjoR2P0NeR6F4e8Q65dCHSYZp2B5YH5FHqWPAr2u30TVdLstM03XLiCaWVSlvOhO1XHPksT1yOVP1FedjaEai5ofEuh34KvKm+WfwsyFtzECMExHp/smsjQdShl1I292geO5QB0PQsOP8AP0ruItPYAqykdRg/yrxnW7qa21mB7Y4MOX4479DXNg1a79DfG62XqdJ438IDTrc6jYHdakjcP7h7H6GuOhk8+Ln7y8GvZba4j17whLER808Bj2n1I4z+IrxSNjDclSME8Ee9e3Sm5RTZ4k4pNpF7TrOK+1W1s55THFPKsZf+7k4r3zw94H0jw/AFSEPIOrNyc188PI0Y8xDh4zuB9wcivqXTLldT0qzvV+7cwJKP+BKD/WufFtpqx04ZJpkiEZMcabVA4wKnjtxwT+FSJGFAGKgu9StLBC00qjHbNcZ1l1VHeobvULSziJnkUDHQmuJ1XxwX3R2a/wDAq5S5vLq+k3Tys3t2pNgdjJ4p02G78lPktXYAnspPfPpmu10G2WHz5EOVkCnj8a8K1S1efRruNM7/ACiVx6jkfyruPgf4ouNf0W+tbk72sjGFcnkq27g/TFXCCl73VClNpcnRnq1FFFaGYUUUyaaO3heaV1SNFLMzHAUDqTQBkeKfEVv4Z0Oa/mw8n3IYs4MjnoP6n2FfOF7dT397Pe3jiS5uHLyOT1Pt7dq6Hxl4obxVrbTfMLGHKWqHj5e7n3P8sCucaMbeuMd816uFo8kbvdnn4ipzOy2KzAgnaBzzxUDEFtuSR78VPKQVO9s44y1VmbeOCSPQV13OewpIPy9B9KjIKc9VIyKVQCu7pjg0jYY5OScfjTZJU1TQbewikWLU457mBmE0LIVYY9D3/wDrVgeYAoA9a9ft4Y/Ed7LauQkl/iCaWRODwQpOBkMcYJ7EDtXHal8PNZ8PXUq3FpHfJEvmO8EgfamM7tvXGO+O1eFTnd2bPWnG2qRT8EXDxeLLNs/KSVzX0HFEzV4Jpaomq2E6ABRKOlfSGn23mWsT+qg0Yqm4NCoT5kytFacjitCGyHHFX4bMDGRVyOKOPrXMdBWhs+OleS/FGO88JeKLHxHp87263SCN3BwvmL2P1X+Rr2R7yGEZLCuQ8dpp/ibwte6VdAYdd0cg5Mci8qw/H9Ca0pT5JXInHmVjl7HxXY+OdPDsI4tXgT95Gh+WdB3X3HXHpmmQ2eWwRlDXhthd3Xh3V45IneMo4O4HBBB6ivobw5e2viHSY7+3CK+QlxGv8L9iP9k9R6cisMbhdfawXqdOCxOnspfI5rW9MXfbhn2jJClmwBnpn/gW2tm2mF94Q1CzZEItsywh4yVUECQYDc4wWFTeLkWyaycymNmDDIwCcMh69R07Vy9jfmxt72Ak+XcQhVbdnJ+ZT/46RyTWdCS0it0FeD5nLoYP9kWms3cL2aQ2VxLCy+XGMRvIjEHI/h3D09K5W/tp9K1Nop0aKRG2uhrZe+bQtQs5JZw7GQZYJjHbJ+tdZ480631TwxFq6gC4gCgsP4kJAwfoSCPxr1aNRr3GeZWgvjPNpAA+SMgj9KpjNrdCSM/KTzViFy8HzH5l4rsfhrouka34gntdUthP5cHnRRsflJDAHI78Gt6kko8xnTTb5TBstI1HWJ/L06xmuWPdF4H1PQV6DoXwdgPl3PiGbe45+ywnj6M3f8K9RhjhsrZbe1hjijUYVI1CgfgKkRGlCs3HtXDVxUp6LQ66eHUd9SvY2VpptrHbabbRwW68BI1wBUur6bHrejzWMpKeYMo46xuOVYfQ1chtwnQdasqgHauZN3udFk1Y4rw5qJ1NZ7PUAI9Xs28q7j7sRwJB7H/PWuL1Cz0CO7nt4od6KWDO3OSetei+IPDn2i/i1zTJ0tNWt12l2/1c6d0k/Doe1eOaleW9pEJC+CeNhPJNaKMeZyj1InKXKovoWn1+Dw/p8phyC3yxoeue1edXMzTXDzPjc7Fjj1NLqV/LqV35jBlVDhUPamPgiu+nG0bHDPWVx8smIy3tX0b4N1C30z4e6H9rmUOtmmRnnvj9K+aJZP3G2vRfC2oyap4et0eRmNr+4IPbHT9MVhinojfDKzZ6LqvjV5C0dkvy/wB41ylxdz3kheaQufekEJqVIPauG51kCxZ5xVqKDParEdvx0q7Db+1MCtHb56jPtVn4Iaa2keIfGNmQQqyW7J/ut5hFXYrfBHFdR4LsY4NQ1K7UAPNHCje+3fj/ANCq6bs7EzR2NFFFamYV5L8VvF25j4csZMjg3rKfxEef1P4Cuz8c+K4/CuhNMhVr6fMdtGe7d2PsvX8h3r51M8kszyzSNLJIxd3c5LMTkk12YWjzPmeyObEVeVcq3Hlt3tUUnQnvTzxJgd6geTJIHJzXpHERtnLMTn1phk3cjAA6+9PdhgZ4qqXKsTilcCQNg4BIP0pZHIGOMdc9aMYAOQTjOO4pjYIxkj/PrTuQ0dkLw2sSOuY22CRQzFc4Ct/qx8x5jPLECtnxrfJDq2mXSSA/uiJdp/gyR+Xzj8q5nUYpIb+4tokATznSUmP5QQ0inr80hAYcn5ap6tP9vFu11ueSCMAMGIzgDJyPp2/Ovn0m2ey3pY2bbQodX0mO8slC3tsQHQdJQp/9CwPxr2jRLyB9It5FOQUFeA+Ateb7XPAxK5bcuD25r1PTbmTyGji+5uyMds1c5uUEn0JpxUZPzO0n1VI1+8B7VlTa08hIjBNUI7ZpDl2Jq7DZ88isDYrNJcTn5mIHpSiy3qQR1GM1qRWntVyO1FAHyl4ztJNJ8UXllOrGDdvUH0PpWv4A8WyeGNVidmaWyl/dyr/eU9vqOort/jd4XzFba1Go+X93LgevQ/n/ADryfwppMWs+IG024vpLVXilZPLj3l3VCwX0HTOfauyE/d97Y5ZQ97Tc9j+KrPqEHh6bTmM8Miyurp/Ep2YrmbCyuZyltB5kkuMmNU3MPwrK8Ea9e3emy2Mkslx5boLeJudjPnOPTOBXrtt5Hg7w8Zp1V76dsuEOTJIeAo9uP5mvPXuVXGKO+Uuaim3qzy7X/BWsXF2GmhjSQRnyrdpAHb/aPYDnGDW452eCb+wu5URY4iFYnP0H5ip7qadppLu6kLTTfNIw6f7o9gP88155ruuG8vDZQEi1jJJ/229fwrupJuaZ59V+7ZGRG2HcHuM11nw3vDa/EPTOeLgSQH/gSHH6gVx4+WQe9b/gklviFoIBwFulcnOMAAk/pXTVfuO5lTXvo+nEjBwxHIqdQB2rnL/xjpenjYjm4kH8MXQfU1yeo+NtTvcrbkWsfonLH8a8o9I9HvdWsdNTddXMcXsTyfwrlNT+ISLuTTbfef8AnpLwPwFcEzyTOXkdnY9Sxyaz9bkmttKaWB2Rw6gEUbgdBfa1qOqsTdXLsv8AcBwo/AV5kEe/nnvbwsBESVjJ6Edq6rUkFvokGo6frOoSq1z9mzcRKizkJuZ4gOdqkhTu9R7gWfEXg1otKmayJZjhyp6n1FNTUJLm6kyhKcHy9DgNTK/2xclVChmDbR2JAJqrI3GRUMu6K6dXyGB5B7U5mypr04yujz5RsyvISa6v4e3xi1aawY/LcpuUf7S//Wz+VcmRkmrejXZ03XLK8zgRTKW/3c4P6E1hUjzJm8HZo9uW39qsJb9OKtrED05HrU6xqO1cKOxleOCrSIFxTgvpUgTIOaAJUK4q/pPiG20jVIbO5IVb3IVz2Ze36155DqEs/jWfTLvV7uztmm2RvHLGix9CSxcYxjPHUnFYN7qF5Lq13aXVxcu9lMyKLjG+PnvjjPA6cV04alz1FF/1oc9epyQckfTgIYAg5BqK7u4LCzmu7mRY4IULu7dAB1rhfh74yGqwDTb58XcY+VjxvH+Nc38V/Fwubg+HrNwYYSGu2B+846J9B1Pvj0rdUJe05DP20eTnOK8VeIp/FOvS6hLuWEfJbRH/AJZx9vxPU1ifwr9aUyArgdaaT8or14QUY2R5kpuTuxznuKrEY5Gck1KW+Vf1prYxQ0CZGwDLz1qLYKk5BpjHDcUihu47cHqOlMaQ9PvY6j0qG/ZktTJGxU7gMirviDw1qnh7QdI1C8knWe9MnmwmMgQABCgY/wB5lbOO31BrGdZQdmaQpuSudC+6eRvMkdmeXazMck8Zyc9T9axtSXZpDzgtvkbacnI64/P60UV5Z2dSHSY1sdUmhh6QooVj1PzEc17B4NYzWAL8nH9aKKz+yzVfEjsYYk44q9HGvHFFFZGpZVFz0qwiL6UUUwMjxVYW+o+G762uU3RtE2fWvj621S40LWvt9ns8+FnC+Yu4fMpU5H0JooraHwMyn8aOl+GzNFc3s0bFZE8sKQfr/hXoZ1C41TUZnun3fZsRxKOgyuSfqfWiiso/xGXL4Ecd4t1G6kvDYiUpD5bMQnBJAz/OuMh6qe+KKK7KGxyVR8n3hTrKd4Nes5IzhlmXH4nH9aKKup8LJp/Ej049TQtFFeYz0SwijI+lUPEgA0NuP+WqfzoooW4PYxtV8RNrcdvFLpmn25gVY43t0dSqL0QAsQBzngcnmvVp/wDVD6CiiufF7xOjCdTyH4iWVvb31rPFGEeVTvx0OK48dDRRXpYRt0kcGLVqjsR/xGhhkfhRRXQjA+h9Ekafw/p8z8u9vGWPvtFXRRRXmPc7yRag1G5ktoC0eM47iiigDxfWPFl1puuagr2OnX0c8wdo7yDeAy9CCCCOvIzg9waj8O6jdatqGqaheymW5uZFlkcjGWOe3b6UUV6WD/ix/rocOK/hs6KO6nspkuLaVo5ozlXXqDWdcu0hZ3YszMWZickk9SaKK9eS1ueVBu1ivnAp6kkHJoooKZGSd2Kd2oooGhp6VDISuCOtFFQy0VNTOLNscZZTVe98RarqWl22mXl7NPb20jyoJJGYlnxnJJ5xt49Mn1oorir/ABHVS+E//9k=", "info": {"video_id": "10782", "label": "paper falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "059e92188709f843eaf92513ca34522c04bb9bcc0112a14314fdbcf5107b2c40"} +{"episode": 86377, "episode_seed": 10454180, "split": "train", "timestamp": "2025-10-13T03:47:27.786559", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 10454180, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying but failing to attach ring magnet to tp-link router because it doesn't stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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DYb5I41hlXcwYAl89Bn09qxLzTH1LxO0wIWFnRRs+XIAAwB2HFXNSgbxFdzZy2k6ZtS42tje5zgD2GMnHTisbyk2j0Jxp0oe0aPKLbSDrXiU6dpuAjyHazfdRB1J9hXqf9gQaFBBbQyAlAFxC5IbPc57nqaxLLw6ugXM0unb7lm+b5mCsqj+H3+tbNxf3SqsksT+Y3GSM4HuKuUuZHkTmm9EdDaWsUvnAzxgDDAlQD19RwecZ4rVghKqDM2G2DgRgKD/EAfy4/GuR0hpobY21zdKZIwFj8s4BOMgjAx3x6V0Vmm9wrs8igjlPl/ke9PU9A1Ild0Uq42Y+8oOCfSrQV2ycox9uPzqBp5ioU4z1HH3T9OhqbeLg7Sm0Y+XDEFT3IIoGVtR05dQsJ7O8g3QSqVJUfd54I9CDg/UV5VeaYnh65aS5n33dtGZI1Bxj/a/wr2Se4itrZ5JJhEgIOeu49h3yT6Dk14t4rI1Tx5fW87mFHMUWH+VlXK5z74z+NFmOKjzXZJZa/fPYee87sjjj5jz6iotP0O28Ti4mv5ZIoNuyAoQCz929wOn4+1SG2i1y4leJfsulQvsjWJcF8ADaPw6mt9PK8pHgCqiYjKqo4HT/AArPmaY69S65Y/MwvDlhceDGvJbe4iubiYeU20Efuup/Ent7Cugk+x3kH26Mh7Z+sRXIjJ4P4elUorhC22QAYbgsOeD+nOKkuc6Yft0CeZBL8s8OCVYd2P8AWtabU48s9+jPLqRafMi7pyLErm3iURIMtsOePcdq3LYIQpCp83PDZyPWsLR4rO2uLi/3LNBcIvlszAFWH8J9vfHpXQQT20IBXb3zuQMSG54PP/16EnHRnVR1ppotCKPadwCfjTjp0TqCJDk+jcipoYB5YlkVV74G75s9yP8AOKtCLbyYsnHAUcn6D/69BsjOn0wyW0sMc4V5EKZOMDIxXjZ0jUFuJrQW8j3UbFHAOTu6fyr3VYYXTzNzRjaCWIxkfQ81j6rCtnIt+qeYSQHdeTkfdoJlG+p5HZXc2lQuPKZFlYwPKoBcMOqrnp2ycUDQGu9ZBwYoXYEIp4C/U1Z1rSb2zu7ry4IxYySm6F35QLKM52l+vBPTvxV7TEu7y1aCBbmC1JDDzACzKf7pxn8e1TUt0N6Moxi+bY3NFuLKbW47m/t2m063UwoxOF39Cw/3R0PY/SmXWkWlr5kNhbx/ZrqRnSeMBd2O5x0bHbp6UyVo2WGHlYdgCKpHT2A/rTbdm0uLy5d0umyY3gdYT2IPpzwfzqqSU04PR9DzsTUlOXP0GjTYrYyMk8x6lAxz9ea0dD1iS6geRFZZdpWTICcA5AA5x3wfbmsi/W6tZI0hctC5D+YPuyDPQDPUfnmtqxiXBczsGIAwhCluvUf1rOzTszTCta2Ny1nmnwuxY3xj5lwQp7ccY6/zrWWWFYlREYAc88kj65xWPp20DfMq5HVSw47ZGB/hWqrRvh1OUxwR6e1M6rlsNl8QvkKRyy5DD8Tx+H41K4BT5lU4PzMxwfz9KwbvxLoumq73F8kQibYxKscH04B5qvpGo3/ii4kkGl6g2nBtsUa2jgS4/ikdsDHogP1z0qlFsTmkQa5CbO/+1LkQydQBja3fp/Ouc1iw03WzHNLBJ5gOSFYqW443flivR9a8OzT2Lw3MLRNKv7tjgkHtyD1rhP8AhGNcjX939nkX/rrtJ/MVjNST0E294kKZa2QGHyjHgRqFwu3rwB9TWc0yEyRSJuikYgKD1Hbk8/8A1xXTQaddW9q7zwSGXYVZfM3L9eP6Vn3WnxCIMEz8u7Pc+31/nSs1qZTjdFaKUGBNPvCrxuSbW4fsR/C39fUc1a8P2ZhvblbpikvCyBm+8TnHI6jv6YrGZxLai3Vl3YAwW6EelaelXElwjwXDMZYQFSQHG9ScjP0xXR7SNTV6SX4mFKLjNJbHXQ7NkaJE4YcEI+7GPc9RnvVxbcI2H5fvtPTr2H8qpWkTRruWMRE/edcA47dPzxVqKWZZA4OTjGMcEe4oOwtKgJ8sTFWxkgn5vr1zVe/0r+0NOltJtssMwxkHkHsw9CD3qzCw3ASdVJxkdM+npUKajFd3RhtcTmFik8287U77c/xP04HTuR3AdjldO0DR4N0F3CkrAbCW5IP1rG8VeGE0yMappKRvFHG/mRkEuM4+Ze2B+BHaup8QRGFxfiMkDCSc9fQ4/wA9qxpdRe7iG1QuO2eAcVEpW0EpKLOZ0fV9V1HTzFFEFZyV+2SAbQvfGeWP0rVga501Yv7LDeXE2XTdkyk9S3+0eauJHKbcbolDJhlK4I2j1HbvWdHdNBNhhwWPUYwPp/npShPkkpIyxE3UVpbGkZoWtxd2EQ8mVx5iDqjHtj0//VVNLqO9mIRmXyOrMMjn09qmnItib+32sjJ/pUJ+7Ip7/XHbvUT2sCILq2O+2cfIeu31DfTjmtKsY29pDbr5HErp8rNKznUF7VU8sDGWGMEY7enWtqwLQR7VLMRghi2Nx+lYlraRxXroyllbhHZ8s4/u46+prYsop0lHmb3Q5PzcYI4NSmemayOWG4hd3QqOcH/Cqlw/iGWVotJ061vJCf3cZLgj1Ltwqjr3+malYkZwTjPp0rovB94rveWQwsgVJUHqPu/ocfnVx1ZM3ZaGNpHw+8TTan/aet6np8cwXEMMMbzCAHrtyVAJ6FsE+9Yut/Bm+l8UNq1vq1tPA0nnNDcRsHZsfd44Iz06dhXrGpajfw28f9naY13cOcEPIIkj46sx/kAaytOh8UyXTXGtX+mJCVIFnZWzNj3MrnJP0XFa2uYKbTueUR+EruwBtrBrd4EHymRsMSeuRjrnNWE0a5WJ/OjQnbhfLQHB7nrz3rrNburRtWka3nR1GPMKkEB+hGf51FE7MoDZGOARxk/WuZwSbN1rqee3OmCJQ4dgyjJ9vwqH7ZMlqFXLNsCjjpnrXZ6vZiRTIkZ3Y+ZRzu9686ura5trhjH5pO7OFOcDP8qylFpaGU4djY0ddss7JCxLgKypgBCQckfXA4+tdFpsa+ZmEIi7VGCcAj8x/n8q5XQrmR3uFnTCHBYY4wM11dkvkx7FCqmMKNvQ9fw+lbQvyq5pS0ia5jKnG75jyzAYzU0asiqG5VeAp6AfSq8ZIT5mLOOAxwM/hUQ8O6nrryfYNWuLSPhWmEg2wjp8qhcs3XgsAP0q7X0HJ21LF1rUVvdxWUCNcX8gJSBT0Xu7n+FPUn8MmpGieW18qWVZXZSHYLgcnoB6Dt3ra0f4UeHtNf7ReG81W7YDzJr24Zgx/wBwEL+YNdaNKsI7RraKzgihIxsjQKP0quVGftT59vJpNOvZrG4fhcfeAwynoce9JaeXLKJI/OZwQMqOOeM/pXomu6VDb3jJPbQTgKCjOoJZCeO31rPi07T92+K0hiY8YjTaT+VYezsykr6o4m/06YTyFAPlXG4gDjuePf8AKo7SdoUkhmUbSADuOQQa66/0xUiklgQhScsvcH1FcVq4ktrnzItgVuXJ9R/npUtOOqM5w6obBeQQPJaOrf2e7fKc5aE+uf8APpWvbxs19D91D5Z2b2yzjPX8wT3rmP7QVtqbBvOQQnI/zmu5iHmyKH4ZThSGH/oRHA7VSm5pc24YePK3YtWcjGXy3G09N5Iw2K1dxQNnJwc881nxzMrCTygE5Jcow2+2Of8ADv3qxHcpPJ5SkE43hz9056AZ6k0zqOq8N6bpt4q39zbxz3FvNsQy/MIuAcqDwDz1610upa3pmjqp1C9hgL8ojN8zfRep/CuA0LW7XQtTlTUZ0hsbtQDI5+VHHTcewIJGfXFad/8AEHwbYXRmhuEv70DaPscRnkx6b+gH41tFq2pzTi+Y6GO+h8QWEypaXkUXRJLiExbj2ZQecZ9q4WYNHOTsx1DHPQ1UvfHniDXJTBYWi6VatwZXbfOR7fwr+GT71NEhWNAxJYLwdx/Wom09jSnFxWpbVy6AkFT2A44rF1KzHmM0QCBuAD0U9601mw+GbZjoX4zmnyyJ5JRsPGwweOag0aPLtS0t4bogBEZm3AsDye/TvirvhtJfMuHdjIRj5Q2A3J5z2+tdHdaHFeoYnldUGAuByKxbHSbjS7ueISEHghlH3+vPrUKNpXMuW0kzrIZXDYBXyzxkkk5qaY3AgYWzRq/Z5ULKfcgYP61Xtxi3XI2M3qQNx/AkD86WWZox5gXJXJAI71vctj4fB/jPxCXil1K20vTmXBl+zHz3+i7ztHuSD7V2GhfD6x0azhtmvry5SIYVCViQf8BQD9SSa3rC6SeCG6iBeG4jVwVGeoyP54rOum8S39zIkEtppVmGwsjL507D12/dX8c1ql0OZyZV8Q+H7VbORo4s2zqUmjyT8p7ivOf+EQsVbYLu7TA+6dp/pXpN7qWneG9OEOpapNcySAhRcSBpZc9QFUDj8OPWuSkYN5bhiDjptzn8e1ZTiuprD3lqZyeHxbW7CN08xk27nQfNWNf2O2IoIwHVcbSOh9D9K7GMkLhipZuhqpqFg12rMB8wH3l6kVDimi3FNWPOBeRTYhMjLg4xjGSOKWC9jsmaNxvtJsrNHn/x4f5/rUuqaekEgZnIjbJDKRj6c9Kw5d0KK8e7YowZAvU9lrOEpU5XRy1Kd9Gd/Zz+ZEGDNyCN+OrDA7/y9Fq3GxSUrGGEixbvIXcqgAHvg+nQn064NZlrc2qXZuYFt3Mn3cOATwRx7n1P06mtNUkgKAlI45BvZPOIbOT0XOfwxyc+tWjsLMLzNcbXUeRjbsUgkN33HPbjj+VBvp9IvotTsU82eA/NGx2iRDwyZ7Z7e4FV4ZLW32rArNvyilMHaQedx7/j3q0oPlkM2CGAG0dfbmqQPUnu/ixqMw8vTPDTrJnG+8uRtB/3UGT+Yrn7+68WeIzjU9UdLYnm1s18pCPfHzN+Jra+zR5yQAc4+lV7yaeGSAWtt5iFsM+7G31JHp3qnJslQih9hZpZ2flwjAXt61eE2OpwOuT2+tEYKqAGJHPA6VFOuRjswqSy4Jhs3K6P6+lc1rGjpqMoaF1iOcglc7T3Fawzlmbbx3x0BrloJrrUPGN3pjavcWsR8zyhEobLKm4L7dDz7e9Fr6Gcn3Cw0eXTb54Z5EnEuGiIGAT347dq2LC2eOUOoypGTvJ/lXO+H9Svb+O4e5uJJioTaHG4cg5yBg447f8A163ISPNfyQGkjj3+QNyhAB3457Dk+lCVhx2NkkZJXpnnt+NbPhHUAmry2ErcXEO6PJ6leo/EEn8K5mBp/tWWAMS/L5QK8N3Ldenp/KkunlhdbmyYx3UDCSKTGdrDpkdwehFNPqEldWPV9RXVLixWCxuYrOUkBrl08whf9lemT79PesKfTtF0BRq+ualJczxcrdahPwp/2EGAPoATXB3vjrxpegwwLp+n9jJFEzsf93ccD8jWR/wj8uoXX2zVbya+uf8AnpcyFiD7dh+Fa86Wxiqbe52d14nt/ElwWtIXFtEpVXkG0yZ9uw471BGqoRuBXA4Gc4HpnvVaxtlgiMaoAF4OO1TOG2bckEdxWTd9TdJJWRZO2QDJ+b+Iiuf1zS4zGCg3IwwGXse3/wCutSK6fbtIjx0weM/jWN4qu7i10aSa2maNzIgBT0pWuJnFX0NxA2ZLZowAR5mzA+ox39q7KGLbNHcb5R5mWZdu5vbGec4yM1ja0xHh6O8tdav7iJ7j7ORcxqizkJuZ4u4VThTu9R7gTkgWi3JPleY67gxO1QeBuGeRzgkegNQ48pNNas6JGUXCyxqXXlY2EZwnrnB579eep9KsQ5h4luEdjwgOAD2wvp2qhFO0yRPNcEIMkRRs6qpIGdwHXGM9enc1fijhlG9IVBDEnaxYBu+Ce3049KLmwSQJPCBJGNpOG3dfw9ajt9It4iNiKqj9KsjerZBHt+XNSHG0DGGIyufT/IpgVoJ4ZLuW0jRg8eCcrjA9j3rRIyuCoz2AqKBVZz3Oev6U+Rwm3DfMRxwCCKQFSdiWD89CMj3p6jjBK5xk8d6SRuPu4GcYPP4+/Ncvqni+20i5nsgGmuouCjEAZPIHrj1PvTWuxLdjrFCbcg5I6jOazNRl2ypFHNGkhAb5nC/KWwM89CQf8iuQ0LxSmt+KjZXmp3mnQyyFFMc0SJD6ks4xtxnHfOBUOlzP/wAJTr/2tp5/IljhaG8jBddpcANg4HTnGR82R61XLYhTTdjslupvLbyopZZUVWBkAActyCccD6Vbyr2yl2YPjDkqVyevGe35VnFDOwmluHPyZ8s/IV7Z4PXBx16dqtiZZSphcTRAkbs4z7/59KZVy1YePLnwvZtYPpU1/ApJt3imVCoJztbd2yTgj1qjeeN/GGuFo7VLfR4D3iHmy4/3m4H4CrDRK0jBmVsH+70HvUsUMaegHYD1p8z2I5I3MPTvD3k3bXl5JPc3Eh+eed97Mfcn+VdTyiqeduORWZZXU9zcTRy2xhRGyCSDu+n+PvWmGyACWPPU80rlkDTmOTDg7TjG3g5qZpwVzGGU+nQVVkyfXK8jnFKm0BRzkdeaQEUlhbXDs01vE4Y52sMjNcpr2ixWDmeGHNu7YK9QvsfatzxNezWOhvJbTSRS+aihx1x35rkPHS69oXhOxuL2+u/O1LzEkhZOIVwpAY4+8VbOP8DT5bmM0tmaq7ob6N4naNtq5KnlgV3FT7ZJ/M1pWzCOIzmNHmMWd7rk4z0z6UUVLN0akEzXEayuqBmAJ2qFGfoKeCQ5+Y8KMe1FFCESA+vPUUR8kEjkHFFFUMt7RjHYiq0zFQwySB0zzjmiipGVJXZSWB6EqBXAahqM+meLLq+t9nnRyvt3DI5XaePoTRRTjuZT2L/g2FGF2xGWUIgPcDJP58CuptbXgwedLs8l5eozlSABnHTB+vA54oooY47ElvbR28DtGMFU4Pc89z36nrRbM00UgJKlHABXg0UUx9CYRqe3p+FV9Suns4oREq/MC3OeMc0UUAi7bsWihduSwBP4inSscLRRQDII+ZwPUZrE8WnPh9wQPlnQfhk0UUIXQ5jV/ELa3FbRS6bYW5iVY43t0dSqDPygFiAOc9OTzXQabCkktxJIN77Qct7HAoopVBU+pvxjMKk5J2ZB9PpVm3+QJGvC9MUUVBqSTEoU2HbyAcdwetDIoBbHJOef5fSiimBOFEWQvAC5AqruJdQf7x/nRRSAiY5AU8jFec/EMmGWykTG+UFmYqM5TABH4HB9cCiiqhuTP4WcdY+IJNJEkbadpt9FNtdo7238wBlBIIIII6nIzg9wa6PwbrGo6le6xdz3cn2i8uYpZ3UAFz85x04HPQegoorV7GEfiR6fJpsUNrFceZK8hYxku+QRxyR3PHWmxIqxKqgAAcAdqKKg2ZPGePqcn6+tOHRT3PWiihh1Jo+Mn3qZxiMsCQwXgg4IoooGytITu/DNZt9cPaxNJGBu3r1z360UUhdTh21++1jQ72O7MbeTLGVZU2nliMHH0rn/ABZrmo3/AIftdPurqaaC3naRPMkZiSw5zk8428emT60UVcTGWx//2Q==", 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dzBgCXz0GfT2rEvNMfUvE7TAhYWdFGz5cgADAHYcVc1KBvEV3NnLaTpm1Lja2N7nOAPYYycdOKxvKTaPQnGnSh7Ro8ottIOteJTp2m4CPIdrN91EHUn2Fep/2BBoUEFtDICUAXELkhs9znueprEsvDq6BczS6dvuWb5vmYKyqP4ff61s3F/dKqySxP5jcZIzge4q5S5keROab0Re0TWJLqF5EVllKlZMgJwDkADnHfB9ua37WeafC7FjfGPmXBCntxxjr/OsOxhUAsZ2DYC4jIUtyeo/rW1p20DfMq5HVSw47ZGB/hUno3NhZYViVERgBzzySPrnFWA2XxC+QpHLLkMPxPH4fjVRWjfDqcpjgj09qo3fiXRdNV3uL5IhE2xiVY4PpwDzVJA3Y3nAKfMqnB+ZmOD+fpXJa5CbO/wDtS5EMnUAY2t36fzqfSNRv/FFxJINL1BtODbYo1tHAlx/FI7YGPRAfrnpW7rXh2aexeG5haJpV/dscEg9uQetEoOxPMpbHnGsWGm62Y5pYJPMByQrFS3HG78sVMmWtkBh8ox4EahcLt68AfU1N/wAIxrka/u/s8i/9ddpP5ir8GnXVvau88Ehl2FWXzNy/Xj+lYJSe4nd6M5lpkJkikTdFIxAUHqO3J5/+uKuxSgwJp94VeNyTa3D9iP4W/r6jmrN1p8QiDBM/Luz3Pt9f51js4ltRbqy7sAYLdCPStKdX2d1JaM5KlNt+Zp6RbXFrPdGVHMi4M2efU9R1H9DXR2wQhSFT5ueGzketYWh3w2yJfokjQqFjlJALA8jOe3B+ldBBPbQgFdvfO5AxIbng8/8A1610WzujeknyK5aEUe07gE/GnHTonUESHJ9G5FTQwDyxLIqr3wN3zZ7kf5xVoRbeTFk44Cjk/Qf/AF6DVGdPphktpYY5wryIUycYGRivGzpGoLcTWgt5Huo2KOAcnd0/lXuqwwunmbmjG0EsRjI+h5rH1WFbORb9U8wkgO68nI+7QTKN9TyOyu5tKhceUyLKxgeVQC4YdVXPTtk4oGgNd6yDgxQuwIRTwF+pqzrWk3tnd3XlwRixklN0LvygWUZztL9eCenfir2mJd3lq0EC3MFqSGHmAFmU/wB04z+PapqW6G9GUYxfNsbmi3FlNrcdzf27TadbqYUYnC7+hYf7o6HsfpTLrSLS18yGwt4/s11IzpPGAu7Hc46Njt09KZK0bLDDysOwBFUjp7Af1ptuzaXF5cu6XTZMbwOsJ7EH054P51VJKacHo+h52JqSnLn6DV02K3MhSeY5yUBOf1ro7S1ilEwM8YAwwJUA/mODzjPFctqCXVq8ccLloXw3mD7sg9AM9R+ea0dIaaK2Nvc3S+ZHgRiM4BOMgjAx3x6etQk02mXhra2OughKqDM2G2DgRgKD/EAfy4/GrESu6KVcbMfeUHBPpWXZpvcK7PIoI5T5f5HvWu08xUKcZ6jj7p+nQ1Wp1E4V2ycox9uPzqrqOnLqFhPZ3kG6CVSpKj7vPBHoQcH6irO8XB2lNox8uGIKnuQRU09xFbWzySTCJAQc9dx7Dvkn0HJoDSx43eaYnh65aS5n33dtGZI1Bxj/AGv8KSy1++ew8953ZHHHzHn1FR+KyNU8eX1vO5hRzFFh/lZVyuc++M/jTzbRa5cSvEv2XSoX2RrEuC+ABtH4dTUyujaDhCNrEen6HbeJxcTX8skUG3ZAUIBZ+7e4HT8fapvDlhceDGvJbe4iubiYeU20Efuup/Ent7Ct1PK8pHgCqiYjKqo4HT/CqsVwhbbIAMNwWHPB/TnFKNSSascNdubbfUuyfY7yD7dGQ9s/WIrkRk8H8PSrWiQWwkKoY40A24V/vZ6ZHbmsy5zph+3QJ5kEvyzw4JVh3Y/1qfT7SBZpruGd3juVXZ8w4wehHtxjj9a2lBN88NvyOejpUUWdbDs2RokThhwQj7sY9z1Ge9XFtwjYfl++09OvYfyqlaRNGu5YxET951wDjt0/PFWopZlkDg5OMYxwR7ipO8tKgJ8sTFWxkgn5vr1zVe/0r+0NOltJtssMwxkHkHsw9CD3qzCw3ASdVJxkdM+npUKajFd3RhtcTmFik8287U77c/xP04HTuR3AdjldO0DR4N0F3CkrAbCW5IP1rG8VeGE0yMappKRvFHG/mRkEuM4+Ze2B+BHaup8QRGFxfiMkDCSc9fQ4/wA9qxpdRe7iG1QuO2eAcVEpW0EpKLOZ0fV9V1HTzFFEFZyV+2SAbQvfGeWP0rVga501Yv7LDeXE2XTdkyk9S3+0eauJHKbcbolDJhlK4I2j1HbvWdHdNBNhhwWPUYwPp/npShPkkpIyxE3UVpbGkZoWtxd2EQ8mVx5iDqjHtj0//VVNLqO9mIRmXyOrMMjn09qmnItib+32sjJ/pUJ+7Ip7/XHbvUT2sCILq2O+2cfIeu31DfTjmtKsY29pDbr5HErp8rLlvGzX0J+VD5Z2b2yzjPX8wT3rcs5GMvluNp6byRhsVWjHmygPwythSHH/AKERwO1Xo5mVhJ5QCckuUYbfbHP+HfvWZ6iNDcUDZycHPPNdF4b03TbxVv7m3jnuLebYhl+YRcA5UHgHnr1rlY7lJ5PKUgnG8OfunPQDPUmtDQtbtdC1OVNRnSGxu1AMjn5UcdNx7AgkZ9cVcHqTNNxO/wBS1vTNHVTqF7DAX5RGb5m+i9T+FVI76HxBYTKlpeRRdEkuITFuPZlB5xn2rnr/AOIPg2wujNDcJf3oG0fY4jPJj039APxrm73x54g1yUwWFoulWrcGV23zke38K/hk+9auUUYRhJluYNHOTsx1DHPQ1Mrl0BIKnsBxxVSJCsaBiSwXg7j+tSLNh8M2zHQvxnNYHSZmpWY8xmiAQNwAeinvXCalpbw3RACIzNuBYHk9+nfFeoyyJ5JRsPGwweOa5660OK9QxPK6oMBcDkVMldESjc5nw8JQ1wzI0rP8m5COAc89M+nHeup02NfMzCERdqjBOAR+Y/z+VYNnpz6RdXEE3zRuAS2OGAz/AI9K37JfJj2KFVMYUbeh6/h9KuCsrBDRGuYypxu+Y8swGM1NGrIqhuVXgKegH0qvGSE+ZizjgMcDP4VEPDup668n2DVri0j4VphINsI6fKoXLN14LAD9Ku19Ak7ali61qK3u4rKBGuL+QEpAp6L3dz/CnqT+GTUjRPLa+VLKsrspDsFwOT0A9B271taP8KPD2mv9ovDeardsB5k17cMwY/7gIX8wa60aVYR2jW0VnBFCRjZGgUfpVcqM/anz7eTSadezWNw/C4+8BhlPQ496S08uWUSR+czggZUcc8Z/SvRNd0qG3vGSe2gnAUFGdQSyE8dvrWfFp2n7t8VpDEx4xGm0n8qw9nZlJX1RxN/p0wnkKAfKuNxAHHc8e/5VHaTtCkkMyjaQAdxyCDXXX+mKkUksCEKTll7g+oritXEltc+ZFsCty5PqP89Klpx1RnOHVDYLy3geS0dGOnO3y85aE+o/z7Vu2k6gvaqnlgYywxgjHb061yX9oAhU2DfgghOR/wDX5rq7S0jivGR1LK2Ajs+Wcf3cdfU1aqOaXNuFCPK3Y3LAtBHtUsxGCGLY3H6Vpo5YbiF3dCo5wf8ACsmyinSUeZvdDk/Nxgjg1oMSM4Jxn06VVzoIrh/EMsrRaTp1reSE/u4yXBHqXbhVHXv9M1e0j4feJptT/tPW9T0+OYLiGGGN5hAD125KgE9C2CfetnwfeK73lkMLIFSVB6j7v6HH510upajfw28f9naY13cOcEPIIkj46sx/kAa1jtoYTk7nk+t/Bm+l8UNq1vq1tPA0nnNDcRsHZsfd44Iz06dhWXH4Su7AG2sGt3gQfKZGwxJ65GOuc16vp0PimS6a41q/0xISpAs7K2Zse5lc5J+i4rnNburRtWka3nR1GPMKkEB+hGf51NWF1ccJN+6zk00a5WJ/OjQnbhfLQHB7nrz3rEudMEShw7BlGT7fhXoUTsygNkY4BHGT9aytXsxIpkSM7sfMo53e9YOJcopo4z7ZMlqFXLNsCjjpnrVjQ0xNO6gjgFoQ2F3eo9O3T3rFura5trhjH5pO7OFOcDP8q0dAe4mkuDkxspBwB9e1TDmUjKMbTVzuIZXDYBXyzxkkk5qaY3AgYWzRq/Z5ULKfcgYP61Xtxi3XI2M3qQNx/AkD86WWZox5gXJXJAI710XN2Ph8H+M/EJeKXUrbS9OZcGX7MfPf6LvO0e5IPtXYaF8PrHRrOG2a+vLlIhhUJWJB/wABQD9SSa3rC6SeCG6iBeG4jVwVGeoyP54rOum8S39zIkEtppVmGwsjL507D12/dX8c1ql0OZyZV8Q+H7VbORo4s2zqUmjyT8p7ivOf+EQsVbYLu7TA+6dp/pXpN7qWneG9OEOpapNcySAhRcSBpZc9QFUDj8OPWuSkYN5bhiDjptzn8e1ZTiuprD3lqZyeHxbW7CN08xk27nQfNWNf2O2IoIwHVcbSOh9D9K7GMkLhipZuhqpqFg12rMB8wH3l6kVDimi3FNWPOBeRTYhMjLg4xjGSOKWC9jsmaNxvtJsrNHn/AMeH+f61LqmnpBIGZyI2yQykY+nPSsOXdCivHu2KMGQL1PZazhKVOV0ctSnfRneRR4nS43yjzCXZdu5uvGM85xkZrQRlFwssal15WNhGcJ65wee/XnqfSudJAtFuc+V5jruDE7VB4G4Z5HOCR6A1txTtMkTzXBCDJEUbOqqSBncB1xjPXp3NVc7i/DmHiW4R2PCA4APbC+naiSBJ4QJIxtJw27r+HrRFHDKN6QqCGJO1iwDd8E9vpx6VKN6tkEe35c0wK1vpFvERsRVUfpUkE8Ml3LaRowePBOVxgex71ZONoGMMRlc+n+RT4FVnPc56/pSAlIyuCoz2AqlOxLB+ehGR71bkcJtw3zEccAgiq0jcfdwM4wefx9+aBCqOMErnGTx3p6hNuQckdRnNcnqni+20i5nsgGmuouCjEAZPIHrj1PvWRoniObxD4nls21W609SJfLSNQ43KhYKD2HB5PpiqUWyHNI63UTE99BBlWlKllQ9xnGfpwabYWzxyh1GVIyd5P8q4nwfqUmqajq141zLO7RwL86kgcP8AKQMHHfj1/GuwhI81/JAaSOPf5A3KEAHfjnsOT6U9hp3VzZJGSV6Z57fjWz4R1AJq8thK3FxDujyepXqPxBJ/CuZgaf7VlgDEvy+UCvDdy3Xp6fypLp5YXW5smMd1Awkikxnaw6ZHcHoRTT6ikrqx6vqK6pcWKwWNzFZykgNcunmEL/sr0yffp71hT6dougKNX1zUpLmeLlbrUJ+FP+wgwB9ACa4O98deNL0GGBdP0/sZIomdj/u7jgfkayP+Efl1C6+2areTX1z/AM9LmQsQfbsPwrXnS2MVTb3OzuvE9v4kuC1pC4tolKq8g2mTPt2HHeoI1VCNwK4HAznA9M96rWNssERjVAAvBx2qZw2zbkgjuKybvqbpJKyLJ2yAZPzfxEVz+uaXGYwUG5GGAy9j2/8A11qRXT7dpEeOmDxn8axvFV3cWujSTW0zRuZEAKelK1xM4q+guIG/eWrRgAjzNmB9Rjv7V2tnN5kQIZuVxvx1YYHf+XotYetMf+Eeju7bWr+4ie5+zn7TGqLOQuWeIdQqnCnPPI9wNS0ubVLr7RAsDmTG3DgE/KRx7n1P06mp5OUmn1NONikpWMMJFi3eQu5VAAPfB9OhPp1waswvM1xtdR5GNuxSCQ3fcc9uOP5VWVJICgJSOOQb2TziGzk9Fzn8McnPrSwyWtvtWBWbflFKYO0g87j3/HvTNCwb6fSL6LU7FPNngPzRsdokQ8Mme2e3uBVm7+LGozDy9M8NOsmcb7y5G0H/AHUGT+YqBQfLIZsEMANo6+3NL9mjzkgA5x9KpSaJcU9zFv7rxZ4jONT1R0tiebWzXykI98fM34mtWws0s7Py4RgL29aZeTTwyQC1tvMQthn3Y2+pI9O9aMYKqAGJHPA6Um7lJJbAJsdTgdcnt9anEw2bldH9fSqc65GOzCmDOWZtvHfHQGkDMnWNHTUZQ0LrEc5BK52nuKzrDTLvSJZ4muYmSUoUkJ2A88ggn6fp6UWt41340n0y71W6tbaSXZG8UsaLH0JLFxjGM8DknFV4Li5XUtQg1B5p0tZ/LEF2gLjBON2DgdOcZ68U+XqZ3TkdAt1N5beVFLLKiqwMgADluQTjgfSreVe2UuzB8YclSuT14z2/Ks4oZ2E0tw5+TPln5CvbPB64OOvTtVsTLKVMLiaIEjdnGff/AD6Uy7lqw8eXPhezawfSpr+BSTbvFMqFQTna27tknBHrVG88b+MNcLR2qW+jwHvEPNlx/vNwPwFWGiVpGDMrYP8Ad6D3qWKGNPQDsB60+Z7EckbmHp3h7ybtry8knubiQ/PPO+9mPuT/ACrqeUVTztxyKzLK6nubiaOW2MKI2QSQd30/x960w2QASx56nmlcsgacxyYcHacY28HNTNOCuYwyn06CqsmT65Xkc4pU2gKOcjrzSAiksLa4dmmt4nDHO1hkZrlNe0WKwczww5t3bBXqF9j7VueJr2ax0N5LaaSKXzUUOOuO/Nch46XXtC8J2Nxe31352peYkkLJxCuFIDHH3irZx/gafLcxmlsza06FJJriSQb32g5b2OK34xmFSck7Mg+n0oorI6Czb/IEjXhemKkmJQpsO3kA47g9aKKYAyKAWxyTnn+X0qcKIsheAFyBRRQBV3EuoP8AeP8AOomOQFPIxRRSA85+IZMMtlImN8oLMxUZymACPwOD64FcRZavdaPqMWoWvl+fGG271yPmQqePoxooreOxhP4jq/hZEjtqrkfMBCgPoMsePfgV6Na2vBg86XZ5Ly9RnKkADOOmD9eBzxRRUy3Kh8JJb20dvA7RjBVOD3PPc9+p60WzNNFICSpRwAV4NFFBXQmEant6fhVfUrp7OKERKvzAtznjHNFFAIu27FooXbksAT+Ip0rHC0UUAyCPmcD1GaxPFpz4fcED5Z0H4ZNFFCF0OX1jxE+sw28cmm2FuYVWON7dHUogzhQCxAHfpyea3F3QX0Twu0bbUyVPLAruKn2yT+ZoopyJpmlbMI4jOY0eYxZ3uuTjPTPpWpBM1xGsrqgZgCdqhRn6CiiszUeCQ5+Y8KMe1SA+vPUUUVaEEfJBI5BxVvaMY7EUUUmNFaZioYZJA6Z5xzVSV2UlgehKgUUUgZwmo6y2m67qStYWN5HLPvKXcO8BlHBByCOvIzg9wan0rVL+9mvLiS6cTXdwkkzqAC5+bjpwOe3oKKKvoYr4jtJNNihtYrjzJXkLGMl3yCOOSO54602JFWJVUAADgDtRRSNGTxnj6nJ+vrTh0U9z1oooYdSaPjJ96mcYjLAkMF4IOCKKKBsrSE7vwzWbfXD2sTSRgbt69c9+tFFIXU4dtfvtY0O9juzG3kyxlWVNp5YjBx9K5/xZrmo3/h+10+6uppoLedpE8yRmJLDnOTzjbx6ZPrRRVxMZbH//2Q==", "info": {"video_id": "58133", "label": "trying but failing to attach ring magnet to tp-link router because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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+ntWJeaY+peJ2mBCws6KNny5AAGAOw4q5qUDeIrubOW0nTNqXG1sb3OcAewxk46cVjeUm0ehONOlD2jR5RbaQda8SnTtNwEeQ7Wb7qIOpPsK9T/sCDQoILaGQEoAuIXJDZ7nPc9TWJZeHV0C5ml07fcs3zfMwVlUfw+/1rZuL+6VVklifzG4yRnA9xVylzI8ic03oi9omsSXULyIrLKVKyZATgHIAHOO+D7c1v2s80+F2LG+MfMuCFPbjjHX+dYdjCoBYzsGwFxGQpbk9R/WtrTtoG+ZVyOqlhx2yMD/CpPRubCywrEqIjADnnkkfXOKsBsviF8hSOWXIYfiePw/GqitG+HU5THBHp7VRu/Eui6arvcXyRCJtjEqxwfTgHmqSBuxvOAU+ZVOD8zMcH8/SuS1yE2d/9qXIhk6gDG1u/T+dT6RqN/4ouJJBpeoNpwbbFGto4EuP4pHbAx6ID9c9K3da8OzT2Lw3MLRNKv7tjgkHtyD1olB2J5lLY841iw03WzHNLBJ5gOSFYqW443flipky1sgMPlGPAjULhdvXgD6mpv8AhGNcjX939nkX/rrtJ/MVfg066t7V3ngkMuwqy+ZuX68f0rBKT3E7vRnMtMhMkUibopGICg9R25PP/wBcVdilBgTT7wq8bkm1uH7Efwt/X1HNWbrT4hEGCZ+Xdnufb6/zrHZxLai3Vl3YAwW6EelaU6vs7qS0ZyVKbb8zR0u0eGS6W4YpcBlLblD5PJ+p69R2NdTHaFZWMEqMrJn92obBIGMD3GeM1xMVzfPLCWlQfZvkMpA3OjEAEd+P6iumgbc26O53DAznnLZ5OeCOn0rSyXwu6Omj8CubyqiuqxOCSvyqRgn27gVZRXUEF156hhwPaq1mXgTMYdSTli/PToOvFWYrhxu+QZb7pz90/Wg0JDHN/AgbH5niuJ8ZeG0uZ/7VjItiseLkkdcD5Xx+n5V3UKoMuABnBwSce/BNcr8Q9QCeFNSiikZ3GxZG25EeSPlJHfHOPT04oswaT3PPV1NtPuoNN02V1iCeYBu++SeT9afqWpXN9IlmpaSeQ7EBOf8A9QFVdOMFtYPLEiXGo3ckcEAxkqFCk49Mkj8BW7penQac7mWXzbqcbS5Hyqc5wo9M/nWbbRvKooxslqZGrfD+yJtp7TUCo+UXHmc7umSuOnfiuph1b7bs027ZYfKjCWcyjgKvGPy7fQ1XuXMGxcE7WKjAA4xkHNPSC31CJovlBY5BUY2nsR+FaU6nvWlseVVi5eoS29rFcbWhj86L5SWwp9c5rctwwdYpk+cAN8xwcevvXMt/xM0k0y6bZeRjEchG3zlHQHPaurgmssxqEC+SAXCsDzjB4B6c9eark5H3RWGd7l2FEZQdoPuDnj61OLaGV8FwpxyN1Mt3W4ZYo0icxjnCFBgcA4xx9DV9YAuUQbyvUnOT+J/nSOpFNdNReRKQO/IriviDpNyDaXyv5lsoMTAHo2cjP16fX616KUjJCNGxBXghTtb8f8ajubGGaF7dpdyuPmRu3p+NASjdWPC5dNvIpYXktpQkjeVGP77nnAqxdzSa7aSoybZYcJhRhIlGchADz2yTXX+KLCbUbD7LBApubKfzhE67lk4wVx34xXHW32u3vnaW2mF67CbyYECeUp65XGBkYwO1KVuUuh7srdDQ0e0bRtPdk3yXd2fKjTqSf6etdW2l6LfaJp9tHaRHUrVtzRy4JlbqX/3s/gRgdhWbbxTwSyXNw265kQ7SNoCr3A9eOp74qP7MLl0mgmZLhM7HzkD2Pt6/hU0mlK0tmY4yo5rlh0HSacl2TcMZYGJyqqcdCc5H9K1tFtokuGUzny9oXDEjOf8A6/4VQkkbUEkco66hCCZYBwZeOCv+eR70zRXlma4NxKxckbCCAMZzz1zjFVKDhKxyUGnNHZw7NkaJE4YcEI+7GPc9RnvVxbcI2H5fvtPTr2H8qpWkTRruWMRE/edcA47dPzxVqKWZZA4OTjGMcEe4pneWlQE+WJirYyQT83165qvf6V/aGnS2k22WGYYyDyD2YehB71ZhYbgJOqk4yOmfT0qFNRiu7ow2uJzCxSebedqd9uf4n6cDp3I7gOxyunaBo8G6C7hSVgNhLckH61jeKvDCaZGNU0lI3ijjfzIyCXGcfMvbA/AjtXU+IIjC4vxGSBhJOevocf57VjS6i93ENqhcds8A4qJStoJSUWczo+r6rqOnmKKIKzkr9skA2he+M8sfpWrA1zpqxf2WG8uJsum7JlJ6lv8AaPNXEjlNuN0ShkwylcEbR6jt3rOjumgmww4LHqMYH0/z0pQnySUkZYibqK0tjSM0LW4u7CIeTK48xB1Rj2x6f/qqml1HezEIzL5HVmGRz6e1TTkWxN/b7WRk/wBKhP3ZFPf647d6ie1gRBdWx32zj5D12+ob6cc1pVjG3tIbdfI4ldPlZct42a+hPyofLOze2WcZ6/mCe9blnIxl8txtPTeSMNiq0Y82UB+GVsKQ4/8AQiOB2q9HMysJPKATklyjDb7Y5/w796zPURobigbOTg555rovDem6beKt/c28c9xbzbEMvzCLgHKg8A89etcrHcpPJ5SkE43hz9056AZ6k1oaFrdroWpypqM6Q2N2oBkc/KjjpuPYEEjPrirg9SZpuJ3+pa3pmjqp1C9hgL8ojN8zfRep/Cqkd9D4gsJlS0vIouiSXEJi3Hsyg84z7Vz1/wDEHwbYXRmhuEv70DaPscRnkx6b+gH41zd7488Qa5KYLC0XSrVuDK7b5yPb+FfwyfetXKKMIwky3MGjnJ2Y6hjnoamVy6AkFT2A44qpEhWNAxJYLwdx/WpFmw+GbZjoX4zmsDpMzUrMeYzRAIG4APRT3rhNS0t4bogBEZm3AsDye/TvivUZZE8ko2HjYYPHNc9daHFeoYnldUGAuByKmSuiJRucno7ND588y+cVIxtxk844rqoW86RZ8kkA/uwcD1Hb9awY9CksXuY3BkI24AO1ZBznJ/THvW7BAzxxtbFgScHbzyO2fbmnHRWCGxuRzMTtJGw/xMxJz+VSTyXEcJ+zLCZAQAZiwX3ORzUFuCLddw2uffqfw6UNcm2bzypby/mwR6EE/wAq0uUQjQfHfiFHhtorHS7Nv+Xx3kWRx32JjcPqdprW1P4VXF/4U/skaxDC0ZDxiK1Kx7hn72XLHOSSc5zzzXoNtco6rMhLwzKHRlGc5GR09Qawb668YX8rR6baadplvuI+0XzGaQr2YRpgA98Fq2SOVyZ5UPhddaBaQm5urSe7jZmieMMEYkjIYkZyB0471INB1ND84tsEYBXDYP0P4/nXqGrkWmg+Xqd/HLc7QFlEQi8yQdCqgn+fSuShn5whDMOoHUVhUgua5vF8yuzmNQ0j94m5WjAXkhe/c+9Yyo9jcYR2A2k4Izjp3+lejzxpLCyurMuOefun2964TxFp8gxgMNhzuHG4fyrKUeqFOF9TMu5XuXxIu1EAEb91PUEH8ea6FFVgoeAqVQou/HAB6jA47cVxhku4QFZJCpIwW9OvHtXaW2J3WUqPPAzuIyRnp/XinSb1uTSVmzoLeJjCA7Iyg5x1zxwDyelTxq+7eGOQMZ7gemaqQOxIYPhRgFQoGTUk6GWIxRzyQs3CtGRvHfjIIz+FbGrL32iK1ieSZlSNAS7s2AB6k1WstSbVES4gDRWGD5TSJhrjjqAeieh6n2HWW0+FkusSs/iDW9Ra2AG3T4bg4HfLvgZPsoAHqa7jS/CGgaMqiz0yEMvSSTMr/wDfTkn9arlRk6p5Z4mt5Utv7Qib/VDEm0Zwvr+Fcw17FcH945Zu+0c9cj6//Xr3PxHpMUttJcxRpuVT5iYGHXvx7fyrg20/T2cpJp1oenzeUP8ACspw1uhr3tUcq1ozWDhBLiM4UOoJPv15rLe3uLN920YRRhVPQdjXoMmmWrwiNEwB91lH3SO/Nc5q9kUWWORQD1HoT7VEo9gnC5i6jcRt5c6/JdxECNwegHUH2NX9LuIrySS4WNkuBgTQ7sKW7N7Z9RXNm9kicCdYz9DyD7fka1tAme5MrRMybQuOMnv+JxThVk/dZjCH7xM7aGVw2AV8s8ZJJOammNwIGFs0av2eVCyn3IGD+tV7cYt1yNjN6kDcfwJA/OllmaMeYFyVyQCO9a3Opj4fB/jPxCXil1K20vTmXBl+zHz3+i7ztHuSD7V2GhfD6x0azhtmvry5SIYVCViQf8BQD9SSa3rC6SeCG6iBeG4jVwVGeoyP54rOum8S39zIkEtppVmGwsjL507D12/dX8c1ql0OZyZV8Q+H7VbORo4s2zqUmjyT8p7ivOf+EQsVbYLu7TA+6dp/pXpN7qWneG9OEOpapNcySAhRcSBpZc9QFUDj8OPWuSkYN5bhiDjptzn8e1ZTiuprD3lqZyeHxbW7CN08xk27nQfNWNf2O2IoIwHVcbSOh9D9K7GMkLhipZuhqpqFg12rMB8wH3l6kVDimi3FNWPOBeRTYhMjLg4xjGSOKWC9jsmaNxvtJsrNHn/x4f5/rUuqaekEgZnIjbJDKRj6c9Kw5d0KK8e7YowZAvU9lrOEpU5XRy1Kd9Gd5FHidLjfKPMJdl27m68YzznGRmtBGUXCyxqXXlY2EZwnrnB579eep9K50kC0W5z5XmOu4MTtUHgbhnkc4JHoDW3FO0yRPNcEIMkRRs6qpIGdwHXGM9enc1VzuL8OYeJbhHY8IDgA9sL6dqJIEnhAkjG0nDbuv4etEUcMo3pCoIYk7WLAN3wT2+nHpUo3q2QR7flzTArW+kW8RGxFVR+lSQTwyXctpGjB48E5XGB7HvVk42gYwxGVz6f5FPgVWc9znr+lICUjK4KjPYCqU7EsH56EZHvVuRwm3DfMRxwCCKrSNx93AzjB5/H35oEKo4wSucZPHenqE25ByR1Gc1yeqeL7bSLmeyAaa6i4KMQBk8geuPU+9ZGieI5vEPieWzbVbrT1Il8tI1DjcqFgoPYcHk+mKpRbIc0jrNTnjjvYId/zupYKBnjPBx0PIP1pCwMTOwKqIzuYgkp3IH8sEZyK4LwzqkerX2qy3N158kscG3zuo27jhc8en5/Wu7tiLuFUhjhVYQxV1lIVepxuyPxyeefWi1mOLurlrzJxEDEAxZd0UkrnDMSQMggEdM4x2qxw1uPN37sYYkD5z68E4+lUv3Upje5ZGmOQv7zepyOnpnjt9e9WI5xOqvErKinbiQfn/wDW/CmMs2Hj668M2X9mzaRPfRRnFtJFKqkKedj7vTPBHbFUrvx94v1cMlha2mkxk43f6+X8zhR+RqyYldmzuYbscjofT3pVjSIEoFLfwr2zVczJ5I3uYljpV0b37bqd3c3l2TkS3D7j+HYfQCuhUmNiBnHY1S02W4mDG4h8goxCruyT75/T8K0CCy4OScdTUljo51Jw0gXPOD1qLUAlxCYpAu7+Fh/Wq53ZLKepGc1leJ7qay0R5LaXypVkRQU4OKCWzIu/C1yUeW2ukBU7li2YPXnB7VpQ2yzwxtGPlIOCON2Ouf8A69Zmq3MsGiQ6hYa5qEwa4+z5njVFnIXLPHjnapwp3eo9wNSRlAfzG2qBgStGSw56dx15GPT8ActiYW6GxbqUt1WUDccepP1JOKJnkRWKnDAHHzfrVENOkQESIu5A0UjsTuLZwecHkDI46VbX/j1VZQxYcF2IJf3OP5c07lHp+kX/APaGn2t/AAyzxAsucYPf8jkVn3Wjajql1K+o61cR2hJ2WVj+7AX0aT7zH1xivOofE2v+HI5rfTLe1uLaRvMWO4DZhY9SNp5B64rNvL7xV4j3x6nq7x2x/wCXezHkofYkcn8TWimlqYezbZ3t94q8OeGIjpGlrFLcDI+z2537c9S7c4+hOaxiN+19nIXG7Pb0xWBpmg2um4MUaAA849a6AqybWxjA5FTKVzWMVFEsbIqgZ+UjkH9KhuLSK5jIJG7BKqw/SoWkeKUEYbd/e5Ap7zmVDnbnHBUjOKgpnEatp8schaG2eQ/dZAuSD7Uzw20qG6QMkLfuxhztA5PXJHX0+hq9a3b3njSbTbzVbu1geXYkkUscax9yWLjGMZ46k8VVtWlh1jVEvvMl8ifyzFdRguSCwG7acA8YOM9falyW1MtOY6Rbqby28qKWWVFVgZAAHLcgnHA+lW8q9spdmD4w5Klcnrxnt+VZxQzsJpbhz8mfLPyFe2eD1wcdenarYmWUqYXE0QJG7OM+/wDn0qjW5asPHlz4Xs2sH0qa/gUk27xTKhUE52tu7ZJwR61RvPG/jDXC0dqlvo8B7xDzZcf7zcD8BVholaRgzK2D/d6D3qWKGNPQDsB60+Z7EckbmHp3h7ybtry8knubiQ/PPO+9mPuT/Kup5RVPO3HIrMsrqe5uJo5bYwojZBJB3fT/AB960w2QASx56nmlcsgacxyYcHacY28HNTNOCuYwyn06CqsmT65Xkc4pU2gKOcjrzSAiksLa4dmmt4nDHO1hkZrlNe0WKwczww5t3bBXqF9j7VueJr2ax0N5LaaSKXzUUOOuO/Nch46XXtC8J2Nxe31352peYkkLJxCuFIDHH3irZx/gafLcxmlsza06FJJriSQb32g5b2OK34xmFSck7Mg+n0oorI6Czb/IEjXhemKkmJQpsO3kA47g9aKKYAyKAWxyTnn+X0qcKIsheAFyBRRQBV3EuoP94/zqJjkBTyMUUUgPOfiGTDLZSJjfKCzMVGcpgAj8Dg+uBXEWWr3Wj6jFqFr5fnxhtu9cj5kKnj6MaKK3jsYT+I3Ph+ivHq4YbgscfB6HJKkH2wTXfWjPJEsMsjyxAP8AI/I2/wB0juP8aKKme5dP4TXguSswtkihWMxhsBBkH2ParjcIxBwcHmiioRbHqSDjJx/9alJ+7wPSiirETwqMEY4GaWXhd4JDeoNFFSyipIx3Y6ZIHHuK5zxVIToLocECWP8ArRRQiJbHN6t4ifWo7eGTTbC38pVjje3R1KoM/KAWIA5zwOvNduLRA8YRnjEYwAmMEADGRj2HPXiiiqkRAkazSUW08rNI0sIkIbBUbhkgDGMfr70+5kMEsaqAR8vDe/WiigtEzxgO43MR2BPT6VJHGoYnHQHH5UUUAtyhp97LdXTq4VV2l8L65x3rVU8cDHJoooBlWQkg57AmnA7Y42AHJxRRSEjgtQ1c6Xr2pxmwsbuKWfcUu4d4UqOCMEEdeRnB7g1JpeqX95Pe3El04mu7hJJnUAFz83HTgc9vQUUVfQhfEdpJpsUNrFceZK8hYxku+QRxyR3PHWmxIqxKqgAAcAdqKKk0ZPGePqcn6+tOHRT3PWiihh1Jo+Mn3qZxiMsCQwXgg4IoooGytITu/DNZt9cPaxNJGBu3r1z360UUhdTh21++1jQ72O7MbeTLGVZU2nliMHH0rn/Fmuajf+H7XT7q6mmgt52kTzJGYksOc5PONvHpk+tFFXExlsf/2Q==", "info": {"video_id": "58133", "label": "trying but failing to attach ring magnet to tp-link router because it doesn't stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "58133", "label": "trying but failing to attach ring magnet to tp-link router because it doesn't stick", "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": "f13738f849c4ff28ce788f52b79df11e76fb2a3fd70f2d73629f78d6cb87a231"} +{"episode": 86378, "episode_seed": 3185282183, "split": "train", "timestamp": "2025-10-13T03:47:29.856709", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3185282183, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping pan with powder box over, so powder box falls out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17271", "label": "tipping pan with powder box over, so powder box falls out", "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": "17271", "label": "tipping pan with powder box over, so powder box falls out", "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": "1ce4e6141e3f926cbd65fb255706b786b2239c75e1e2ba3b0b2fa2a1e560a307"} +{"episode": 86379, "episode_seed": 2524031710, "split": "train", "timestamp": "2025-10-13T03:47:34.555832", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2524031710, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'burying poker chip in sand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "145795", "label": "burying poker chip in sand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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ZdIhh9zryCT0A7gj8s00wNVXAUM2F3AcOCN3ccD8fyNY93YyHUbyK1kSG3kTKhQFYZOWYH8+3etRR9t2IpYW+CDLnJQ7vlH45P071JPbtdIq5RrrayspXlhkgnk8dRx707AnZmgmrhZ1ZW4zzzWpJa22vRNmZoLgICksYGQff1FeewXoacKATz1rYtdVaG6O1sAKO9RF63PQ5L6HG3dubO9ubRnLFHZMg4zg9/rUMMjuUthtPJ8vPGSemfXBqW9ulutRuZ853yMQfWq9vOYbgAbQzjaHP8HIOR78Y/GvVl71N37Hh/DU07nVQ6isdv5cuGuPKQEjB3fwgZ74wOfrSi8hS2klusb5SyKsoUFVwD+BwP881mi1jFyLy4DJJlViit5MMOPvcj2BI9/WotQlKSmK/gnaBFKruxw2O47nvXj3PQRZm1db65McKtFb52GQA7GGDkZHpnOfxq7JPcLb7Xs2+ylss64MjN0UDHGOD6c4qnpim6SS0jaQLjcY5Ix5aK5wDk/3mB56gDjrUkt7F9ve4cTSLBHsEMMYUAMQAcnkgHk9aEwNCG+a4upVkmTyUAyGTZt69c8HJx+Y9K1vlkuQTNK6IRIAo5AAxgY6jIPXn865SeaZ70RxMr+dGqLEwLMWJGVOBnJ7n3q1pj3GnzyyeWrWmGD7mxhSxXjuTkDJHrVJg0dlYkSmaXBUt1J74zTJpWRsbuaoC9ZMIjlkCjac9AecfX1pqTM5JY1oi4rQ0FvWZwHbgVFfXaFCoNUpZNgz61k313tQgHk9KGWkaAnTbtOCpGCKxrtQmpR20x2xTZYEJneMdjjg9eKrG+MTKCfxqS+vjPZxtB81xE2Y8NgjPB/SpuupNSN4la+1m2hkaKKAmeSTO2PkqMDnHbFLaTXRXzoLZbu4Yf8tMBQSMfN398cjNZkV1G10hWKW3mP7mRolzkthQCeo3HAz257VoX+Y4fs0j+W9y+WaOJS2Scc84GCO3oKlMwsSxaiViijgynmSZCzRHLfQ9uf6itdJENuginGS+114IY42/MRyDnIz+dc9eXomty8Mclvtl27JzuJAzu6D8e9MEN3LNHdRqqyyDzAW+QMCxwxz90fKc/SqTDodYwHkC2ijuHMS5QnhifXPOMHp9MV3gYiPPevOlvmMZl8v960gSaIFuSMZPrgc9PrXoDvgYq7gkOOXIAqjfwSrCSQatQXASYZrWnjSWycsASV4oNUjzzUXK20uDyqH+Vc7YQQy6TbpNJuVzubOPnOOldJfwsJJUYdRiuF1iMaVp9nFFJ5bo5dnbLcAY+veoZo/gaN6z2mcojlIUTDsSCCDzhR7kA/8A66ie7t7GSMoySXEgy6hcbskZOO+M9O9ZFhfqtnHK67Ip5ARtXJUDAyPrjOT70tnBZmaRj5dzvCt5ssuHA5GBnsc5JPTGO9F7HLuaUU9vCQGlC35bMeAG2HHzZP8ACOOAavw3apeDyxMJWUNvJyhP+z2zjOfXis6Yqqw2sxhSDb/pUk5UHp6deCB3qCWZLS5doYnxLAW8yHPA6cdOn4elO4HTyNNI0UKxxKE2EMSCrL1OcfdPsaxfFReSWCWNi4bcOucAYqPT9Udb8w3rNKHDIr7Mk85yR6Zz1p+uymJLeNVjBAZmYD7wOCD9DTvoVT+NGEschGW4qxa3DQuRnjNVrm4a2gjklOCwJKg8hfXFVTcbiGjIZD3zUHUrS0Rvvf5Tr0q/p+o4fO7iuDuL+RnaFWbYePl4Ye4NWNJ1OTzDbyn5wcZ6ZpNlqDO0ur2C2Mi+WdzuZBtQHcDzkDvjkfhQbi2trKOW42s7EO7k7RnBAAP4/pWLrN5EdMtY42/0p5hAjKcHaR84J7D37VZvnNoViurffbYVY2OflxzwDnA/WrekbnDNWm0EepjUJW2K6QEkhGTh8HsD1yD0Pp61d+2mO5hE9pJbFF/dbgSZAOCW9MHA/KodPDT2yudzxWxCsJo9vllB90YOeFYH371Hb3kQlkeSSWVp5NqbYwqIVGGByfTaPoKSYjZ0m4a4ZZMwxgOdrQj5ep5A4/L3q3DKUc3E824gFNqjgkE5OP4cY6GuSMskgmgIjfy2eQGM8gAYDHHY8DtWzpVzPHD9kvEZQ8hEcrtgOw+UjB5I4GfrTTE0YS36REbiMnlQO9Vby8uoLyBzjy5Q2QT1IHApgtbkRWyMgZAdqtjBXv1q1qmIkktmPnSJGrIka5JfPAB7+9TTdpJs9CtNKDj1MyBwqFSeRV7T7dbhmYbjMjDapXK4weT75xgVUXy2nto/s0qkKvmpj5mOeSPTjj8Kv6ZfrZ6uLVYmDSSMGBY8AdFJB+vNejXqxjDfc8enTbn6FwXc0YRxDudlALOmTkcgj8OadFczNbiF/JLoVztzkL1I54z+HrVjSr12Q27+Sry5wznhVGB0H9MZpv8AZ0j3bS2kKBThW+YYDHtz2wc+/FeUdo6SdmvGkhmZRE6FSqg4wQCh46Ek4z0zTDerPBJNJMReb2jKyqQWGepHQnGenBwKaZLq3W4NyZliRt8pjG0SRrwQM8E5x+VCJFNH50DLM6SbtgyzBGHcY4K8insCEt9aCXUbMUljaR9k0nLYxwTx14IFWLO7laOF4Qz28h52ph13MQ3PJI7duDWDBo97dXxnaFY4VJYLIwTzARyFJ7gcmtLdPal42tkjuFZkeAZbKYzx17479aIsbsdBpEr3cbs+dq4C5H9f6Vf+WPPNYGj3ky6eI2GxF58vfu8tzyRnj247U64vWCnnFaLY0itC1eXo5Udaw7mbexLtgLzUdxfpAjyu3T1Nc1rOqSpbRlf4zuOf049aGNySHeIdSuIIYZLY8vJt9cDGaistYufPhKMu/Hzqy5GDjgfWsmWQ3H2WSXlSpOSeh+nrWzHagbFhjWRWGFAOCOeh/H1rNsic+bbY2kmYwYJdi02FGR86jPy9PofUGp1uQskdneT3Bt0R8SMn3SGOPoecYPXFUoor6BYpTGdgbc6oQCAOAcjpyR9amR4JLj7Pcyssi7oZHlJbzGI4ZT9cDn1zmqT0uYkU2qNGX2SK+UcsjcLg42lcjrxg/Xmrceo/bLgvbsiyeWgP7sbNpz8oz74GMcgmszUdLvrsx7o/JiVf3kzfKqL65PbpxVoWrWEaLKbVrco22WE7iXABBPfB+WhN3KdjSjurppQAJVfYryFiWOeM5/AYz16V6fJLhevavJIH1CG9cvAqTSBF+bKCZflL5BwAOvvXpkrkA1aHFakhnO8YNatlqX2gGEn7vFco0+0k0W98YpCwPNM25TR1pl+2BQOgya5zVtEtddi8uRmjkAOyROq/h3qxealulZmYZJrKl1tIGB3DNS2PlurFe70+bQ7FYNourMrsDgACIgfxDrzjg1TiKwR201nFHHPskZTg5VyMYJPYjPPatu01eK8DxzN+7lyCM4471ziXgF0AYo5WER8vzRv3jsD74zg96m9zCcOUvyyx38tzdeVETGm2VUOSwK5PU9c57e/tUMc1o17DFcwEskihQhJU/LkdR65z9Kje2WVZLiMiSNQjGWPOHA4IyeSQeMGsM29zcakYbWKVoUfzGCKTgZxkD607kJHTR6gMMrhSk7sDJu+Q7mbggehyeTwQO1R3N0lzFHuzIIlOFVsbgAPX/wCtmqtpMtvD8iSiNHMbJJgFc/Nv6exPTvTPtKvpUbfZ2kjy0pZ1KMVPbjv1xzzzVLUW2o3WZ7G5gCMuW5R2LBSze306VnX+LBLMQr5UKIVC8Aux6npzz6n+dVrq1uJb+GKAF/LIkchsgZJP5gccelSancPDcnazTsgHDnKmQ849sCnfQautiCK8s4r3ZJkMuCSFyPzFXNTmhgijmghDSyo4A/ujsTWFbRtcXhaUbSSTIQeOT09s9KsW7Kt08bJ8gRwoX1HbjrwKyZ0KvK1g0BIoLuO4vZpGljJaLc2QCO5z2rqrK+ubh44UKGJZBsCnlh1PJ69qx7O3t7hXB2+aPmweBg8kfX29q0bSyutyGKAKCPvZzgge/P8A+ulzNmFkaS3UqPJcwTyrzKo2qDuBU49sr+Zpsl7DHbxTpdBC675ODmJsHoD6k/hUSXM0EA+3eeiBiGUcAs33Wx6Y5OKJ4N1mXgCT7o/LkaPLAMDjrjvmrvYSQq6tELW5jmjjhYxIGZTyR0OAOvPP5e1XWvZo/MMy7Qnzq0acHDYGSckYBPp972rC07RNQQPcPaLK5HywO4VhjoSM5xjJH0q1Nc4txGsTukmwkI+HRjweT0wBnnPahMHuaE2pw2cUamTYzHA4z+ft71mHnRI9Ta8WZ0ueUQchiOrcnovbpxS6zo+pI/2QIjSLcvGjk4UKnVsnoBn8eBTJfDF4dSt7QOEsZQpM4AIU4+YD+8cA+2aRvUnzSuQ2d8PtryW8LNHKDG258Bio3c+43E88dKSSyMiJIk4E8aK7IM/f3HJz36fjUuq6ObOaSLTppDBHmUq4yVyu3lh/P3qSwhljs4lkY+YI9pbA+fHUA98EgZqTO5PcRG5httm3ftLu44ZjnOCffcKdYvPb3O2SR4YHysixnLMDnavPPbgCkXT5HTZJMn7o7MLgkjvwO/I9+KtS6tZRq40q1kaeBSolnXcGZ1wf5ZHoaVgJtR1XzoFfSFaQ24KyxbQSEJx0PbjrWb895HBOnyPEPLkKttycEjH+FSQEOpvpIPs8byeXKqybEjTYNyYA74yOe/rTbkJEZ3tdpjaTzBHGMKsbAYAPcjj86GNFuSyW9tla7vTPMCrO6N823bwR6DJAOPerNuYI9RKvMysqjbJEGV2ZVO4r9ff0HrVW2Mke6IL5RJ4x95gBkKT3GcH8BWZYR31140k06bWZLYxo/lGCMMGZFLqBnoOCcnrVITdjoJJbJoknsUlRJI0DiUENuAwevOOhH1rIurxEkVHlVN7BQWPGSeKxdA1O7u451mlaWVihAPYkY/pStY3WpG6kaVI5UjzBEXAbr9454APv2q1sXzWiZ2qXJnupbUgyN5nlx84B56/nVO6drqNZXwpMOQQSTu9T+AxWnFo1vBpJu5ZXa+D7lZG+VMHGMd8kHn3FZo025gu2icO2I8Fe5ByT+gNDMrjLKIxGaJmDIisUB6E4yf5Vbt1lhtvkIDZ+/n9Pzx+VMjiJdXEmVZRGxOTu7/0q9BLBZRGI232iV32K5IAVcEHP4Z/Ks2Bq2mqQCzeKXzRPOuDMxwCTgD6Dr+VQJLeTyT2F9/rm+UFmHGASCce1NhmudQulgmjjkiJzFu4yFjICkjtgfial863eGFJGxNFuV9qlS5ZQdxJ54Ax/nl9AJ7KCBfknucLnCx8lQ5U4YDHc4H61KLeDTrZI1jdUSQtIroGxgEEepyQeB7elVLdp7dBcSGNQSy+Z/fxwTz/MdzS6yJrbQnubW8dW82MIFPzIQeMnrz+PSqWwM2jcWMTeStnKkkbLKk8hz5iBMMoBPXGCPTmu1urxNhC45FeW6vi20i11Cy1m/uVNx9jUXESRrMAm5mix8wRSdpDf3h7gdqSz4OapF0yyW3Kfes+8uliQ4PNJdXghG1Tk+1chreqzGy822dcHqWHUHjihs25ktxuua/JEpit2Xzzj73QVy5nnvY5JZGcyqQMg4BPPb8qgTz5HeNuWwOevIxz+gq/bWzl5EVRh8bSTjBH/ANfFZNmMptlyxnMDxvI08jA4KZ2ryOK66adoNPW6ZoJGRgdi8EAZGM4z0z+Vc5bw23lILgyZKr8y9FGeVz2O3dj/AOtVq2liMourKKaNos5iZdxJ3YC8YGCD+eaaZDbe5NBOs0cc1grRyCTlB83ynHODxjI/StAx31zYq5uUtirIQ0ICgA5+cgdSQOn8qpzQiyaV4GMgdFfaw+Y/Md5x0ABxj6VLaOQxCphyoAd+TtPJGPfpnrTW4PYuxL5moq1xPH5yRruldhIMgc5BHPA6D0NMvtLhn0yXUtP1ISwxRxlsHaplY7COO4I/IisvSwbvxsunapfT2qNIVSSGaJViPXLF+Mbc9OSTjvXa/C7TXv8AVPE1nftcn7FPGscVxgOjAuAWA4zgdBkVdxK3U85ST7HJNP8AvZCXMZbJAY5wW9R0A596ryNbNpBl8yQ3Kz5CvwOckkepx/Sum8aeGE0W/uoHuTBA0oZC53MIwvJHqSeAPxrIn0awe9sW+05t3Cq8XKsxGfyzjHrQPYw4mbzllAVUO5Mn1Az/AFNTSRBSsseVkjVQMHjvk/pVzVtKRr2X7JGY1UbhGh4yRjgfgOKZFZmGGNJRgshQAntnBz6YPOKzYXJ2QSy25VgSEUYPAf8Azg1oafePHMyXsrNARkqmeSMcnvgCqUUCJ5byknY20g8blH1+lXRfzxxKLaC1MpVAQFBV0DbsEdjzg1KBlnUL+R18/T8vZthJQwB2N2znnjP44pFEr3YvIJjbecQVbdjackEkdxS2phg8i4uI0MFwNxEjMwZi5C5HQbTnrUESvmCGAmdAu0gsAcgZ3cdBjnNUwRpCxtmuobpbhyVXk8sCwJLBvU46D/aqeynsreNpLmWdUEiCWK33bnXdkZABxwMDHoPWsXVLm5j0fNvP5MqMgwgwDkk5I9eg/Km63pviDw9oVlf3F7cia/aQzQmPHkgFGQMcfeIOcdunrVknb+PY1uvEE0UmfJ88RmNSQpAUNzjrzXHWl5Le+JrKwf8AdxhwFdCdyjJHGSR09qKKTNDfkke30rzgd8rQKzM/O4kZ5HSqsyfaNavoGZljj8xkVDt2k46elFFDEOuYQdZgsGZmgMYkOTyWOTnP/AR+tU5reK00w3cSASxAuuSSM89R+FFFQCGLqc72EmRH87x7gF46MOn0pdGhR2uVIzm3kYE8kFeBj04x+VFFA+hNdRBzPcsz+fgP5m45JO0n2681xtrq93Ya8dQiZTOjsBvG4fMGU/oaKKaE9jpfACpHpHiMiNC6yW0KORlkVg5bB9TtFY2oN9jS6ECqpycsVBJ6jqfoKKK0WwmXLGJE0m0ucbpJXYMCfl+8OQOmf8aralcyNFcpnAiuUC44xmPmiik9hdRIII3tZHC7GNqZMqSORxUkEUcnkFo1PmEo3HWiioYIz5dQuLKVvKcbY3DIrDIXFWizfbLIliWcoCx6jkciiihFHTX1nA0uoMy7hDIuxW5HzLg8H6DpXJa0oht7gL93zF+U9OGJ/rRRVMnoVfEHimXXIbBJdL062eNFRJLZJFKoAfkALkBcnPA6816fI7LHkHtRRVRNKfU5HXbuaGGaRWO4cdT/AJ7VjW4MtrFE7sYygfaex8wj60UVLFPcW4RUgjdAFaV3jkIA+ZcL1/OpGjFrtCEn94U+bsB/+qiioIL0lmiiRQ8uMr/H1+XP9amtZiIrhwic27bhjhsMCM/jRRTW4MNNhjbU2hYZjLOmw9AAu7j8SallLzWjXjSOJkVSCpwM7cdOnYUUU1sD3MCPxBNp2oXiyWVjfRyybil5DvwUJ2kEEEdemcHuDXqnwOvrjUtT8WXd1IZLieS3kkfGCWYOTRRTEUfiFPJJ4nulkO4qEZWPVecAD2Fefx3MjazbGQ+Yh5MbklTgjtRRVdBllbiQ2xCkJsaNV2jGBkVNsVrq7dlU7ppBtIGByDRRWfURIipJcwgqMSwgkdQDz0z0pl6fs1tDPBiOQsRuUAcDtRRSZRXg1G4vIpYZWARMn5R1JIPP41s6EBLoZk5RlvBGNnHykHI/H+tFFUtwexkeK7aK00ZpIAUZZwhwcbsZGT78Csu41/U9T0xNNvLyaa3t5HlXzJGYlmIHJJ5xt49Mn1oopkn/2Q==", 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", 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", "info": {"video_id": "145795", "label": "burying poker chip in sand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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qld6nHVeBnr/+qsKKfUo4wyRxKIpyS02ZFZR6/mOfzra3tLcyTRIh8nlw3AIYZGCeuOtRaratDHM6u8cTnzC+4nGO5HbPX9adrjTsbiauFnVlbjPPNaklrba9E2ZmguAgKSxgZB9/UV57BehpwoBPPWti11Vobo7WwAo71nF63PQ5L6HG3dubO9ubRnLFHZMg4zg9/rUMMjuUthtPJ8vPGSemfXBqW9ulutRuZ853yMQfWq9vOYbgAbQzjaHP8HIOR78Y/GvVl71N37Hh/DU07nVQ6isdv5cuGuPKQEjB3fwgZ74wOfrSi8hS2klusb5SyKsoUFVwD+BwP881mi1jFyLy4DJJlViit5MMOPvcj2BI9/WotQlKSmK/gnaBFKruxw2O47nvXj3PQRZm1db65McKtFb52GQA7GGDkZHpnOfxq7JPcLb7Xs2+ylss64MjN0UDHGOD6c4qnpim6SS0jaQLjcY5Ix5aK5wDk/3mB56gDjrUkt7F9ve4cTSLBHsEMMYUAMQAcnkgHk9aEwNCG+a4upVkmTyUAyGTZt69c8HJx+Y9K1vlkuQTNK6IRIAo5AAxgY6jIPXn865SeaZ70RxMr+dGqLEwLMWJGVOBnJ7n3q1pj3GnzyyeWrWmGD7mxhSxXjuTkDJHrVJg0dlYkSmaXBUt1J74zTJpWRsbuaoC9ZMIjlkCjac9AecfX1pqTM5JY1oi4rQ0FvWZwHbgVFfXaFCoNUpZNgz61k313tQgHk9KGWkaAnTbtOCpGCKxrtQmpR20x2xTZYEJneMdjjg9eKrG+MTKCfxqS+vjPZxtB81xE2Y8NgjPB/SpuupNSN4la+1m2hkaKKAmeSTO2PkqMDnHbFLaTXRXzoLZbu4Yf8tMBQSMfN398cjNZkV1G10hWKW3mP7mRolzkthQCeo3HAz257VoX+Y4fs0j+W9y+WaOJS2Scc84GCO3oKlMwsSxaiViijgynmSZCzRHLfQ9uf6itdJENuginGS+114IY42/MRyDnIz+dc9eXomty8Mclvtl27JzuJAzu6D8e9MEN3LNHdRqqyyDzAW+QMCxwxz90fKc/SqTDodXIB9m+zRR3DmJMpnhifXPOMHp9MVxIWcscj8660XzGJpfL/es4SaIFuSOp9cDnp9a5pXlln2nao5LNnAUeuabNKWl2RENHgk85rShvyq8msNr1JGMe75xyFPeoJrt4od3Rug71NzoS5tjpUv8SkZrXku45rRDIu/ynDkAZOOh/LOfwrzRtRnSVbjLEZwy/wAP1HpXWaPfpI0cjEFW+Xaehz2pX1HKndWNSG6hvbsociAAs2EHz89j9c1WvtZt4naGGM+fJIWPlfMY898dsZHFZ+mNJczanPY72jicwwAMR8gPIHtnPqTT4bmN70eVHJbyyHyG8tMhi20Kue2SB+tXL3XZHAtTQt7iYI88Vm13K6ncQMKufU9eOSAe4p8OoIUt47YJJuZivmqQ+CD93jp/QjtUV8GiSO2Mgglnk35SLLEk5AxnC8joD2qG5vopI4ri1+SMS423GAwX8OnI/WlcZ0zNILeONJhscsMYwckdQ2fQHj24rf8AD8iYliRy/lhQXIxu68/pXnFu14t3FPbQOzOQ/lIThiSzDGcAAhSfxrv/AA1cx3MdzPEQQxGRnJB54+nP86pMLanQu/JFRPDI65AqN5QDmtHT5VmXb6UzVI5W8VopXLVyeofvNftFdyECE7fU5rv/ABNbgHdGO3NcLf2KTX9vcyZ2xAg8keh/pUs2p6MqzLbwlrkMXmbcWKkAnk8f0x9KsyRxeVEt3KmFUllIB2gcKMj0FcfaXjy6ibfcGLyl1GOYhnPfjt17AmtC9nt9QjYSTPEwZiY/uqQMfn6c0jle5pfbY7tI/mUW8eMSEgB+hGfbrlfpViO6tpIJRAZZLMAmOOMbJMg8kDt/n1qvbJBEzTpbxRoqkmOKRTHk8qMnoOozznnFQlYp7eR5/s73jKWeOM/NtXO3OOOQP0ppiOhtLuRoGljQOFU7UYhSMkZIyOue3f8AGpotxgmV3VfOf5dvynaMdR68YrlP7RufJjaIyouxQ0bgbWBzzz7Zz+Fb1heQ3VrDcBATGuJA6Y6cbsnqP/rU0xM5pb9IiNxGTyoHeqt5eXUF5A5x5cobIJ6kDgUwWtyIrZGQMgO1Wxgr361a1TESSWzHzpEjVkSNckvngA9/eopu0k2ehWmlBx6mZA4VCpPIq9p9utwzMNxmRhtUrlcYPJ984wKqL5bT20f2aVSFXzUx8zHPJHpxx+FX9Mv1s9XFqsTBpJGDAseAOikg/XmvRr1YxhvuePTptz9C4LuaMI4h3OygFnTJyOQR+HNOiuZmtxC/kl0K525yF6kc8Z/D1qxpV67Ibd/JV5c4ZzwqjA6D+mM03+zpHu2ltIUCnCt8wwGPbntg59+K8o7R0k7NeNJDMyiJ0KlVBxggFDx0JJxnpmmG9WeCSaSYi83tGVlUgsM9SOhOM9ODgU0yXVutwbkzLEjb5TGNokjXggZ4Jzj8qESKaPzoGWZ0k3bBlmCMO4xwV5FPYEJb60Euo2YpLG0j7JpOWxjgnjrwQKsWd3K0cLwhnt5DztTDruYhueSR27cGsGDR726vjO0KxwqSwWRgnmAjkKT3A5NaW6e1LxtbJHcKzI8Ay2Uxnjr3x360RY3Y6DSJXu43Z87VwFyP6/0q/wDLHnmsDR7yZdPEbDYi8+Xv3eW55Izx7cdqdcXrBTzitFsaRWhavL0cqOtYdzNvYl2wF5qO4v0gR5Xbp6mua1nVJUtoyv8AGdxz+nHrQxuSQ7xDqVxBDDJbHl5NvrgYzUVlrFz58JRl34+dWXIwccD61kyyG4+yyS8qVJyT0P09a2Y7UDYsMayKwwoBwRz0P4+tZtkTnzbbG0kzGDBLsWmwoyPnUZ+Xp9D6g1OtyFkjs7ye4NuiPiRk+6Qxx9DzjB64qlFFfQLFKYzsDbnVCAQBwDkdOSPrUyPBJcfZ7mVlkXdDI8pLeYxHDKfrgc+uc1SelzEim1Roy+yRXyjlkbhcHG0rkdeMH681bj1H7ZcF7dkWTy0B/djZtOflGffAxjkE1majpd9dmPdH5MSr+8mb5VRfXJ7dOKtC1awjRZTatblG2ywncS4AIJ74Py0Ju5TsaSXV00mAJUfyw8hYljnjOfwGM9elRRTWtsGWZHZHUYBIO9jnH0x71BC9/DeOXgVJpFVfmygmX5S+QcADr71R1DA85inlNCC5+c5bOQB9c5OPzq0S30Et4LWS/muYohJMqFVOQyhvXp6e1ZJukW2InbzPJGGYMCSc9vU1asobmz024knaSLJLIqnBdjwOenU1lXs8jJ5Hlr5KHLOThi2Oc/TpQ7WHCTi7o3tMmsbuMQ4yOrFlxgYrn76SW7uLZYt8ESDBw33uep6elPMIhtEfbmTO3B6gemPqKtxNE0duzKQAgLd8nJGBWV7G06rlGxp6fexWNlbJprqWU7gJDk5bqcVspO5t03kkyTHaFI+dfTpwQcH2xWOtgm9RbRrIrLlfm569D6d60Ikv7YQyGJxGDubYOV7A5+pFNNtmDsi2l0GkitLu7k8uOJikrRleQ5/ocYPPFVZdU2CTcEmAUlo+yEtng9eRmpUeG6lME0+JlDQyea3LSHJDLgcjt61mahpt7f3SpHAYhtCu7DaqDrznGBTbYJI221Dz7md7cRycIrxjJG3BICnOPb8q6rwjdmVr4FnLYjdt67SSwJJxXDi3m0/Cy2ywnYXjk8zcHdexwSOvArpfB87Szam5ieM7kBBbKng8qOuMkj3xVpglqdhNNg9aW11A2p354JxWXcyYIqo9zgAelNnQonXX8yy2LStz8ua5JijIVYZDVJNqjfZRHu44rGn1NV5LDFJstIrf8IekN699YXXkyMuI45BlQc56/wCNZ5dLjU1F1ZeRIgORKMlGHrjg+v0NXl8QBiI1bvxio9bvYpEhuI/3jsjCRS+AyDHX/GouZTp2VyrHfG30420sUX2XaAsZbBRi53ADjP3iQT1yRROq2LbHiVtiKrMpwShbHy47gZPP/wBeqySJc2axqkJJhGxAnzzNnJBHQkYzVTV4fskb8OZUcOh74I/TjrTbsYpGpHc2yWkf2eMjM0jyBiAXIUggE+x6VYXUx5wlOFlP7plLHdgYPJ9BnAOOgFc7p8E1qsVxeQ3Cu77kfb8oDY+bJ9jj8a0xd7L62ieNmkhZiVK7kkC4BJI6Zz79KaYmi3NqcNnFGpk2MxwOM/n7e9Zh50SPU2vFmdLnlEHIYjq3J6L26cUus6PqSP8AZAiNIty8aOThQqdWyegGfx4FMl8MXh1K3tA4SxlCkzgAhTj5gP7xwD7ZqToqT5pXIbO+H215LeFmjlBjbc+AxUbufcbieeOlJJZGREkScCeNFdkGfv7jk579PxqXVdHNnNJFp00hgjzKVcZK5Xbyw/n71JYQyx2cSyMfMEe0tgfPjqAe+CQM1JncnuIjcw22zbv2l3ccMxznBPvuFOsXnt7nbJI8MD5WRYzlmBztXnntwBSLp8jpskmT90dmFwSR34Hfke/FWpdWso1caVayNPApUSzruDM64P8ALI9DSsBNqOq+dAr6QrSG3BWWLaCQhOOh7cdazfnvI4J0+R4h5chVtuTgkY/wqSAh1N9JB9njeTy5VWTYkabBuTAHfGRz39abchIjO9rtMbSeYI4xhVjYDAB7kcfnQxotyWS3tsrXd6Z5gVZ3Rvm27eCPQZIBx71ZtzBHqJV5mVlUbZIgyuzKp3Ffr7+g9aq2xkj3RBfKJPGPvMAMhSe4zg/gKzLCO+uvGkmnTazJbGNH8owRhgzIpdQM9BwTk9apCbsdBJLZNEk9ikqJJGgcSghtwGD15x0I+tZF1eIkio8qpvYKCx4yTxWLoGp3d3HOs0rSysUIB7EjH9KVrG61I3UjSpHKkeYIi4DdfvHPAB9+1Wti+a0TO1S5M91LakGRvM8uPnAPPX86p3TtdRrK+FJhyCCSd3qfwGK04tGt4NJN3LK7XwfcrI3ypg4xjvkg8+4rNGm3MF20Th2xHgr3IOSf0BoZlcZZRGIzRMwZEVigPQnGT/KrdussNt8hAbP38/p+ePypkcRLq4kyrKI2Jyd3f+lXoJYLKIxG2+0Su+xXJACrgg5/DP5VmwNW01SAWbxS+aJ51wZmOAScAfQdfyqBJbyeSewvv9c3ygsw4wCQTj2psM1zqF0sE0cckROYt3GQsZAUkdsD8TUvnW7wwpI2JotyvtUqXLKDuJPPAGP88voBPZQQL8k9zhc4WPkqHKnDAY7nA/WpRbwadbJGsbqiSFpFdA2MAgj1OSDwPb0qpbtPboLiQxqCWXzP7+OCef5juaXWRNbaE9za3jq3mxhAp+ZCDxk9efx6VS2Bm01xYxEwrZypJGyypcOc70CYZQCeuMEehzWBrumSabfPYyXLT+WyLhScliu7J7DAIp2rYttItdQstZv7gG4+xqLiJI1mATLNFj5gik7SG9R7gereOvBcVzoYntt6zRMJGfdgfMRvYj0wOn4VVwVjxh7qN7q3gkM6RQvtJXknAwGwe/NUbzyhfzW1vtdGk2oxOc54yf1/CteHTLOa81BJLweY6t5YA+WMckEsO/GcDtgU2HSrKLRZ5OJ7oOczAkEFTwF9Bx+tJ7CuZMPz2w8zGRGRgcFTnr+hq3ZDyWuIiSY1Q7Af1/lUMGkzxXQADFNhGSeDnkjPrgdKtxQKXRlJK42NwTkdec/1rNjuPtxcW8Q8mReuN2eScjHtwa3odRtJLXy3lk+1zKMSMcKxOAPYD/A1lW5it1aMJFJw4YyMMlSNowex5/T2qyk1xqV0YpoI2T5ni2fIWVUxtOPQAH88UITEE93d/aLS8j2XJ6EgDBUE5P4fyq7bwedC8Fxd5U7liiZ8gMQPzzkY/Gq7yQSrEyyKLlA0cjLwXchTuYtyAOBS20k0YSZ0VNwb5+vPTcvp7e9V1H0LIgtrSCGNpS0QLFmlByox3b688e1ddod5aD7aiy3Es8bqHebOCNowBkc4wfzFcDp2L/xY2mX+q3VvayzhYpI5YlCYHVzIMEbeg6k4rU0Ca+TV9asruS4JtpViRbjAcAbgN2OM4AzirQQ3OuubgSyDGKqTOqAsahL+UpZjj61jX2qDeEyctnaPXFNs6b2E1PVFgVmZiEUVweo63d3Vwy7h5DHaqp1PoSaZrV5eTXUgZlKxnC7fc5H41WWCSQFlHzNgrx3/AMMVlJmcql9izCHiu3/eyrED8xU5NdVoM/mKYA4jC5V5JiTuHJwBzisK3hy/mt8iMhOARngdPQcY/KtAnTY2CtFOTIcA9PL+XoR7uTn2pIzbexpXl9bx6iLW4hX5ZS4dGwACfmGB756U60e9iby0KGNd2xpIwSqADDKccnpUEdu09k9u8j7oU3wsylV3kZIJ5OAMn8aHlYzMuxmVVBRhwGXAGSevGMZ9qoS2NCSK6tmvllvS8RyPKeTgHIIPvkgnHTH1qdLexa2Fu98kLtG720WF3lwQdu4d+Gx6HHrWRrM13FpJmtSsUaMqDaRlF5AHvz/P3qrrema54e8OaPc3lxcRy3hkMsW0qLfGxlBbH3mB3Y/+vVEne+PY1uvEE0UmfJ88RmNSQpAUNzjrzXHWl5Le+JrKwf8AdxhwFdCdyjJHGSR09qKKTNDfkke30rzgd8rQKzM/O4kZ5HSqsyfaNavoGZljj8xkVDt2k46elFFDEOuYQdZgsGZmgMYkOTyWOTnP/AR+tU5reK00w3cSASxAuuSSM89R+FFFQCGLqc72EmRH87x7gF46MOn0pdGhR2uVIzm3kYE8kFeBj04x+VFFA+hNdRBzPcsz+fgP5m45JO0n2681xtrq93Ya8dQiZTOjsBvG4fMGU/oaKKaE9jpfACpHpHiMiNC6yW0KORlkVg5bB9TtFY2oN9jS6ECqpycsVBJ6jqfoKKK0WwmXLGJE0m0ucbpJXYMCfl+8OQOmf8aralcyNFcpnAiuUC44xmPmiik9hdRIII3tZHC7GNqZMqSORxUkEUcnkFo1PmEo3HWiioYIz5dQuLKVvKcbY3DIrDIXFWizfbLIliWcoCx6jkciiihFHTX1nA0uoMy7hDIuxW5HzLg8H6DpXJa0oht7gL93zF+U9OGJ/rRRVMnoVtf8Uy65Fp6S6Xp1s8aoiSWySKVQA/IAXIC5OeB15r6X8czSReEbpkcjKDI9R1x9DRRQC3PANRmdfMEZMYkyxCEjnAqtZ3LDTrd9iGRt26QjLHJUcmiiqkHQtSs0qyRMx2/a4wP9n5D0/OpFVDG67FGYGbI4OQPaiiswJ7eGOUQl41O/KtwOayzqt1ZS/u2UqkmVVhwOMf1oopLcZYR2/tWxLHc0jopZuvT/AA4ror6yhe4lVwXVLl40DHIUZJ49ORn8TRRVLYTOH/tt9G1fUrf7DY30DTg7L2HzMMgYqQQQR15GcHuDXU+FLyfUL/Vr66kMlzcMkkj4xljnsOlFFUiofEampyuI8BjXEXNzM+rsm8jyo3KkHPRD1zx2FFFNl1CaGCOW5i81Q/myJvDDrkD/ABqvaxeeQ7u25GWMEY+7zxRRWZkXLWNbiKXdlQjBAFOBjcBU5RY52BzIJM7vMOfUUUUhkt+fNWAt9/ZCu8cNhhtPP0FW0JWyg2/KZ42EhHU7XGDmiir6iexj+IGe0he3ikfyhIOGOf7x/pWXqfiDU77RYLC6vJpoLWQyp5kjMWZ9ud2TzjHHpk+tFFAH/9k=", "info": {"video_id": "145795", "label": "burying poker chip in sand", "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": "63dcafc88ab49e90b76963e137a6ea8f0efe0873a9aceb6410f6f45b0a63a56f"} +{"episode": 86380, "episode_seed": 3379539363, "split": "train", "timestamp": "2025-10-13T03:47:36.853781", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3379539363, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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ijTLS+uYQ8au9pE7op6ducd+grf8AD2jf2bpS7lAkl+d/b0H4Cue123ur3V47WynMNw7Da2D93nd+nP4V5EKiqYtNba/kelKDjhrP+tRHQz+G0huIkuIpMAnOAg7/AFIH9as+A9Ve0kGj3hIeNRsLcF4zyjflx+FaEVntSHTYWDoc7Aw5CqOckev8zWf4ntJraWz16FVH2QkSjOD5RP64ODXZi6CrUmuqOXC1vZ1L9GddqWmT6ZM1/agPbS8sB/A3r9D0rzG68QJ4S8bWt/DbRz3Lkm4AA3FH4wD2Y9fyHSvaPDeqwajYqmVdGHGenNZ3iH4Y6BrcjXYtvs16cMs8PHzDoSOhFedhsXyR5J7I7MRhVOXMty/a+KzqFk76NZi7J4Esz+VGrDsw5Y4yOg55weKyRLcSxCa+WNbtlDSiP7u89ce2a53STq/hTX7mwvrdZY5ogLZ0GBKwI/Lq3FX7C2vL97u8uo2hmnuBDGh/gReTj9efWvdoqM4c3Q8qtKUJ2W5o2ijSL+LUbqZpIyhVzIARHnpjbXQT3US2r3Ocxhc5TnNc7qESBBHbSSRMAER8EoB/d54PTOOveqOimTWtRuGYsNPTCIAThwpPP41nXkoQ55F0Yuc+RFh0k8RXqFoBFZwtu35++3sPQetVfGMsdrpTRRgYArsgkNvGduAAOBXnPiacXl1JEOUjRnb8uK8Gc3iKqPapwVONjHtpLiw0S3Xzvnf95hIwOSRnn/PWtW51CfSLW1jhtne3RRmXHBZjlj9OtcX4a12GLT/sd9C7NbBmjaQZTjnb6g/nV46pPe34uL6ZYrcTjbAEOdw7HB6Dj/Ir3J+8rHlUqbV5taI2/EsFpqY+y/Zbb7TNL5cdw+WEa56j368VjeH9QHhfXzpzOxhJwGYAYYdRxwceop2t675DxR2xInRxPDN1jkT5hhh1zn+VZmnaPe+I7rTop8R2sUjMZYOoUAZOT1LNx+GKzxFH2qszTDy9lqj3/TLxbu2AY844NVNR0xGDSW8cfnhgyggYYjpn0PvXE+D9dkhlFlcTbpITsJIxuA6HB5GQQa9Avw8tmJoOTkd+ua8OMqlCpZaNHsThCpD3tmZsPh3VLzSIPIiDTn5iXcBWfPzBs845PbpVzUPh9a23g6f7TcCbU4Qbg3LfKu8DlQOynp69PStSx1KfR2cXEDsnVkH3lb1Gay9Wm1LXplVXzCSDHEp2op9WJ6ke9ewsa3FP7XY8l4JKTXTuYGiWz2NkZrgg3N0fOlx2JHC/QAAfhUurXLLp7Ht2qfUtNGkrCkmoQzzSHBSIZCZ6c+/TtWV4jk8jRJ5CeFiJFeNWjPn9/dno0+Vx93Y5LQ1glmupHkV7py8ixq5Dbc45xz26e9bdisiaXdOGS2eaTaHcEDA5wPqST+VecG51PR9Qgm8mDfEgy7LuVgwzgj1AGK27nXf7alTNxJHbJlvKSQgrjGfwJOBXvxVqaieVCDq1eZM7DSNVvjpwYz+bKksmGU/Iw4AI79c/lXM67pVvdaQ1zHl7+4V7iWTd821ScsMcYOCMf1qW31uRNKkOnRBLixQy7H+dGQHBBz7ZNYekWs+qXPkRTzomzcYs5TvtA/4E3SqcNEhRfK5S6npul3SzWViwP+utVlH5DP8AOtQ3AITnOU3VzdtH/Y1rpNo7h3hRrYt2ZgOR+lX0mLx2syfMuxkYD14/wrwJ4aSlY9qNZNG5ZrtgALttU7kL9B6j6c1yctxBJrwlVn3TK6ohB2Kmc8HoTnk/XHatmyvTeWcigHaJGhIYdQADkj6GmXMbySwPcRxxiKNiGXuTgYr26lOP1eXKt/zPHhOTxEVLp+RmpMXs1fGCQQQexBxWDds3250jIL/y461d1nOnTXFtBKfLM4KnOeGAJrNttNm1mdmifDwhpVbPLHIXB9sZrxo0H7RwPTdVez5javdYjXS4boRM8pH+rj/iJ789BWHZSTW3h2F2uZC82ZG2AD5jgnnrnA7dzS+KNH8jTkltbyeK8jQINrZXbjnAx3P61zfhbXl062axvYsxrl45C2VU9cbehB55HrXvqT2Z4ag23Y7q8u73StLge2h3wopeRw3O9iSxx39qraZef2d44uYQV+zXo89QAQAejcH35/GsCXUZr27N5fzFYlkXEKRg5YY469Bx+NLr+rpBfafPCnmKJCYp1PRc7XQjvzg5rlr0vaU5HdT/AHVSKf8AVy/8U/D8kcUGs2mQFwrsg52n39M/zridP8RX8txIksC3hdcLGqgHd/8AXr3vThb65oH2a6USRum0g1gXsOm6D4g0mJLKG2eKOSONo4gFIIAUE+ufX3rnwFXmj7N7l4yk4vnWxmeCZpUkvrG8cRSSKl3bS4zFNEw3ZHuAR+voa664ja10P98+64+/lTwzk5Az6ds+maqSX9rpllHbyxRwmNDKEAA2KWPAHbOTwOOalu5PtUkIkgaVFb7o4BY9OPy/OvWjJfD2PMcLLmtuZth4RvdfQT212LmVUMzDI8ssf7vp2A9hVzUJ2jsoNGliZLmUorxsMEKD82f++f1FeoaBotp4b0po40SNmJlncdC2OfwA4rjtambXtbintrRd4QxQNtw7KTkkn046dq5cVX5YNfcdOHoXlzfeZ0j8hB24rmb+CIa+CzsshgYxorFSxGMnI9M/rXUXtnLpN8lrKyXMpxny88Z571wfxGmnsNS0i9t0TfGJCwkXKgfKOR3rysLCUMRFPz/I9DENSouxp6aH8q9nUrbu58tZJCQFzgnk9z0/Cm6dqN49pOs5SUpMRhQCjrtwR+v6VzFx4hfWliiS5a3h6skbnKsBliOOnbmrtnqwi06SHT4iLi2DzLHId6uq8kHGPc/h717NrzujglTcKSv1LfhTUpvD+prazHFtOWa3x/CA2GX8D0r22yu0ubNXU5BFfMNsl1qmoRm2maNgzTRoRlEySzYPYEnH417R8Pdbe9smtbgNHcRfK8bdVYHBH4GvHxtB05862Z6FCSnDle6On1FLW5geOaNWYfdJHKnsRUGj2Vm16ovxcGXBVGDZTBx+I6e9WZJRYaslwYPORmCkYzgHqa6yO2tgwljiTJHDAdq2wXtErxl8jPEqnpzR+Zy/iddLk0eXSBa7kbP3Dt8s+oPr/OucsFisbSO0iXAQcV3klrpSz7p54mIP3XcYBrJ8TR2MrWkls0ZuUJAWPkMnfOPTg1eJjOpFuT0XQKDhB2it+pzt9IUs3f2rhRPbwWk2oTyFS0h3HaScdBgDk5zXaeIJPI0zaB8z/KPxrz7xNp91bWQuLS9VJIVAELqCrZAySc+2fwrPL4ayqdiMfO0VBdTykztKwIULtwFXHQdufwrWSdpI441VgQoIVu/v+J5rJtYjIyRouWdgFGcck4/qK2tUvLcXssduw2wIkETD/YwCfzzXrKLTuzmjNxTS6o3JrE6lJpmnQHY1vavJJJjO1cZJx9RgfWut0BI10G5kgQIkabFB4IZefxGSK8+059Tuzcav5jytjyWJHLgjHAGBgcV28dwujeHLeEoskkiu8hbnGT0H8vwraK59jCU+Tc5y9vY7PXobsyt9quJAJ9v3egGT6ckfrXs/h+/TUdHEcvDBMMM4rwK5t3lc+e7bsEcjkZ/lW5a+ItWtwkcF0sJMflvIFzu56kev0ryMXhXUmpQPRw2JUIOMz22+1gyWSi5WN5gNqyKcO3pkd65e/wBcu11JkMaXVkIhJJHGoPy45kHqQeCPxpujQmEW5uFdp5I8M7tk7u5PpnHbgZqomnW2nwXN/bO8aXM5aMFz+5UH7oz2ySa6KeETi/aPUxnjLP8AdrQtw3Hhm1IvVuIjM653t6dvyrH8Va1Df6IxtFeWFio8xFJG3PPNTWdpbTWUTzJDm43ON0agjJwMfXrXC+IbLU9Al860knmtBJlw0Sxw5PYYOf0FYfUle7lew5YyT0SsY/iG4Dz24DMH2/NETyPrjvUenLcLbXEkao0SFDJ65JIXHrzmsyaVpNSnkdBE8j7toIIH0Pcda2vtP2HQ0twp824l+0PjqEUEJ+ZJP5V3Rj7qkzKLcJJrc2rOU2Gg6jcgpmZRBkkE98jH410mgW9tYatZ2Vs6ypJGs00iHlmCbiV9s4Arz/Rrc61raRYO1yXlZeMKOuP0Feg+HoBpdxf3LSeZLDCyxscnC4459f8ACt4XnojCclDWTLXii+jtNQeVgXO4OikYGcHn865+LxNJCsSuqlI3dTjhuQQOfSotWM2oSNeSuZFjPlLvOGJ5OcdcdelZS2yyEBFJYHgepPArnq0482htSqy5bs9I8Maja6vp6oBIs6P++J4LZO4c+nGPXitXXb22ggt7aZR9pZ1lt0dc7zkAr9eRXO+BbJTZ3d0p2qx8o553EYb8hmusn1Kyur20iuSjvboJ1VULbZGBAIwO4Faq1uVmN2pOSOU8SW6veiSJlcuEZsdCR976dKg028g0u9/eN5KSRYjlkU7N3px9K2sRTXt1cSxkRW8ePmXksWwOPzrO1XStK16xCxizM4DIsk4ZtgHXADD1rj9klWbvrudDqydFJI5TX9aktInnumik83Kw+WCQzdcknoPavPzO0qqMABQAoA4AFaGoWtzZWaLJLLPZRXBEQdPkbH90+/PHTiqFuu7ChAWY/dx37VtTTlexHK1a5sQyOYIYyjJlcru6OMnJ/E1t3dpJfWOlaTEgWWOKS4ZjxtABLH6cCsfVLyFLk2sZDJbQLbK2Mcr95vz3fpUumJf6is+pLLJK1uuxWkJYsMcgZ9B/OtVZKw51JSak+iPWfANwZtHjcn+EGt/WfDlv4ujtLZ50hZJgdzKWBx2IBB5PvXJ/DgsvhxD1Kg5zXW2kVxbWCajHKX/fEOuMbGHI/CvnaacavMujPXqWnDlfUxPHNp/wjaWFpqN3DLFdOVVnBYoi7QSxxknBPSrVsod90coeEgbAed2enPfj8Kzfi/NHqt3ol9GSIWtnwx6K27n8ateHrdrKw0+GRTgxhBg88/dJ/A/lX0NOStdHiVU9IvobkHiqdZf7LJW6tpYwyAt80e0/MufQYAwfWq114ltBeNDEt5bPyu8Bcn2ByfyrHa00+E6hqkYSNrmQAoHwF2jJK/U4P1qpbvG1l5lzICLiV8iXHIXK5rLEUITV728zSliJxdkro0bvXLHTLV538+4uSf8AWSoQR7ZNeT+NfEE+rXNssrBGXcxhByVzjGf54rT8U6TqWmp9ssrm8kihO5/NdBGgz90KOf8APWuHuLiSbUXmmEavIAcxtuUkDtXPRwvJO7d2bVMQ6kbJaF7S1nC3MiRh40UNIe4XcB/Miul0iV7Gw1C/6qsPlZI6MT0P1rCinFlocic+beSA8dok7492P/jtR2KPq+rx28fBmfLEdFUdT74Fdy9wwlKUoqPRHcaHYwWF1ptvG6ySXkaPNIj5K8FuO2AAPxrXfUI9B8cS3kZCwXUaysRwA/8AEf5H86zvDtoNO1aeaZ/MNrCwhyc4XB/I9vzrL1qWfVZJLl5DIlvhC3TDHJH4f570YigqtJ82hNHEclT3T2ybWNNuhEr3aIXUch8delKniT7MpsrS+WdzgAEg7FP+TXz0kKErjqvQHnt0zXb+BrMyfbJoyAqqImB9eoA+mOtcNDB8kr8x11cXeNkjr7/VBpkTy+YjGQGUW83Alx94qezcg+h/WrDan5cMIhsWR5TgZYHBPY4NV76TTr97CC++zjyyLn5iMqy5A59Dj/JxVCGWOXVnYEiKGN5XdSQMjGP5n8q3q4alP3mc8MVViuTcbfarE+rRWN5Iol2mWP8AhQkdt3rXF69rDK0r3saRQglVAcMGPUBcdveum1/SrfXbJWiaSSdDhQtyYV346tgH+VeQap9tt7eTT7ueOSK3nxgEluM5wx69frSUIQj7mxLlUnJ8+5Q0+8jtxLM+0SBCIvUMe/4c1BcPyigAYQd85J55P0qpCvmSqh6E8/TvVu0DXeomQj5d29s9MdhW6TnJJBKSjG7Oz0CS4lsYrMKsVuBwSOWPVifz6fSrXiO9CWkLQ7DHEGQBxkHB/wAmqlrP9ntGmJOTwoNUbp/tsllpkVhd3V9MgaGKLP7xnJPQcnt09K9GrGNGnynnUXKtVcn0Kh1p55d9ywlZsDeeM4AH9K2NKiF/MVyqW8YEs0jHhQPSuNuA9rqE0OCrxyMjAeoODXYaS0c9lpmjxxSBLyXfcSnjdt6gf7I9e+K8w9I7a88Rh2iL74EmtpXjL/KXz8qnHYcHFShYH0G2exCShlCmQZY7h/Lnj8KyvECRXnlyyBhHATEPLXOI/THpnGa5/QfEkmkSiJ1iezlbJk6Ohx/CfbuD7009SZQvZI6bxSs1vFBPDdxw+SiKICOSM8du/Hp1rO1i7N3cW8M5LWjT52O/Use5747D+lZ95fLfzSXtzM8oQB0USYBP8P4gA1W0+FfFOvy6dPqM1tbSq7IqJvPmIhdVB/hHBJPt7iskt/M3nHl5U+hzereXHf8AnxgCKZmI2rjKjjpS3WoNeC5ndmUSMsYGM8ADjPsAKx5GZgrMzNxgZ7VNzN9nt4sbm5/4Ef8A6wFaLZIzlLdnQ+G4rhneRZTFHIdrFSQWA/hB9M4ru2vIreza2DbTJFI8j+nGa5XRYFhCIDmOEfMemTU11qc8FnqF/EYsRLHEA44Ys4OAPw6V6ypqjSv1PIlN1q6j0MO51JhduUZ9u47SSWA9vwya0tLu7jU54rSNQZ5cBBwQPy9MZrJ1pvM07Tr17+2uJ7re7wQKQLZRgBG7bjyePb1rR0SPUdAmunubd7Of7Kzq1xEVcL2Kg46kYz7V5Mnd3PVW1j0G3neLSdUj04/6NZxMJ5CPnnkPUL9Bn8qn0HxHFNqr2zxSJJcQoisvPKr0GB3wfyxVXS5Y9O8PWKXUixlkMs+7oS3r+YFcfqVzE93ttWjCwxllnhyF4Jyc+vQZHemr3BpNM9Muhb2Wl3A1B1aORwCgfBP1z9D+dcjp5jOmzQW7tHbyXDeSpYZ5AHH1xn8ayYfEcmqxw2908kjwqF3NgllycluOcKKrarrT3EE1kjYSZgAq4Gwc+n+eKzesjb2fLRTXcg1jUba5tBYs2ye3WSMqRht+4qq4HbHPsK5rTb9LaVp5FXeqER5GcMRgH8P0rota0LTLXRLfVtP1K9uG+1G1L3UAjFwVTc8kXO7arYU7v7w56gcXGC7rHnAY4px929iHK7Rcmf5Yl7hNxx155/liuw8OG6ayjtCRFbn/AGeSx5LH+g+lcfApvNRLgYjDbj6BR0FdnZz+RbPO3B6Lmu/CUVL32cGMrOK5V1Om0vxBbeF7KaJt01t5hVWGMjgEgir/APwtjRks5FjiuGZxgoE5P+FefXc5uRp+nrpr3V1eHdAu7bvdn2j69APwrm9Qil0/Vri1kCrLBIY3CkEBhweRx1rzq+Eo+0bjoehQxNVU0p6nqeq6taeK5rNbWWSO2ihL3Rl4WLnt7nn/ACK0rjxAVTTpXWSG2kEpidusoVMA4HQZP9a4PSJt+k2WmRQsBf3G2eQkZbB5wPQDufQ12WuRw3MKhldorVgEWPAITABAzxVQioRshSfO7svae1tP4ch+wiN5FHlyMq/NkcnrzjpVDxXA0elwn7YbZoYR+6Cnkc8/iexrk9J8QT6NcmSAxvZyPtlSRfQ4wD1BAIPpVu81GDVLh7maUzRqu+NS59cKD/P8adTVWYUKb520XdXu3kgg83aLcujSJIx2ljgc+3t/9euJ8Qsg1Mzx8I7sgJHOF459a6HRns/EOvtpmp3tzaWl0ViZkmjRIx1yzScYAHbknFcZrdo2naxeWTJcx/Zp3iCXOBIoDHhgCRn1wcULSXMxJ2jZF271H7U0s2SEEaQoD2GOg9OAeKs+HhdG5eWFzDkbDKDggdSB9eOf8aw2ZniggjBLMxbHqTwP5frXW6Jb+SI4e0fLkeuf8a6sLR9pLXZHNiq3JHTc6+K5S3tjCXImuFfcx7fKeK4O81R1u2CyuUB+Xc2QB1x+ea2rjU5I4r+8jjjdLeELhzx8zAY981z+rrK+kWOpyS2ai8d9ltbt88aqcZcdiTnGeSB6YrTGSV+UxwcXy8z6mjY3z3jpEseZnwIxjkn2/GvQdLmfTbW+tbHEr20LT3sxOAr7eAo7n/CvNvDEk9jfvcGBfNjgZkaYEBOPvY7nt+Neg6BJ5Phy3luCFkvGaectxuBB6/hg/jXEjuLOg63Yy6nHHIxWWS1SJWZPukDPXPfJxWw0JSxvpbp2SOXaGkUgseeMfjzXm2pSpb6jHHZsY7iIM6SRyZyQc5z2IHb2qw/ieTV7SK2u5d9wg2u5THm84BPOMgZ59hQ2+UcKfNURp2MxjgvUtpmdFnPlzOOc7cHBz05rndUngm00We9FeJ5DKDwMqcAMO5yeuOc0uparHFA9nahYlZ0EbxjDAg9c1V8TeEtT0TTNJ1bVHna91GSQ3CNGR5BXYUDH+8ytnHb65rPl0RbbjOVziQcdK1NPJWBQP+WkmCaKK68J/EOat8J0N4SzQQE/uy4UgemaxdcvbmHxLNLBM8MkBEcTRsVKKFwACOnH86KK6MbsjlwWzDR9RGnazLK9jZ3quWQxXcW9ecnIwQQRjrmt/wAIyNLdPK5y0FqRH7ZIBoorgW53rYoa7qd39tjQTMEYnKg8H5jWHPeSsoh4CICAAPcnP15oop9ALcFzL/Z5TIAAzkDk5xTtP1a60W4W/tNhnidseYu4HcpU5H0Y0UVK2Navww9DKuVCMEHRTgU+yJSR5R95Fyp9O1FFa0f4iOefws6+0/daVHt6uCzE9Sc4rO8QyNHoenwKcRyMZWHq2Ov6miivSxX8Nnm4b+MznkJNow/uuCPxB/wrSTU727lhW7uprgR7YUE0hfbHn7oyeByeKKK8nseodj4suJWtSd5GRggdMf5FefvPKF8oOdnTGe3WiinIURbe4liuFZGIJOKvwytLmVzlt1FFSjS75LGn4g8Vya/plsJdJ0y1kgIhiktUkUpGo4QAuQBk5OByea5LODkUUUEmjYMUg+U48xwD+FdLd5KwwZIQuFx7ZxRRXrYf+EjzMT/EXqYXiSeT+3nAcgQKiR442gKCMfmaZp2sXGjasL+CO3lkUcx3MKyxsCBkFWGDRRXmVPifqehD4UdD4SuHutU82TAMUUkiKowqlsZwPxNU/Eeo3RuVHmsAHPAPB5FFFJbFdTBmvZ2/dbgEUnAA9ec/XirNrdSi1aMEbeT05ooqZbm1DSZb0vX30e3uUOnadfRTurNHeweYAy8qQQQR1ORnB7g1nazfXOp6lNfXcpluLlzNK5GMswBPHYe3YUUU2YohsTicydWRSy59a6vTiU0sSAkvISWJ70UV6eC/hs8/HbFXW2MXhq2VOPPmLSf7RGcVziHNlJ/suCPxzRRXHif4rOqh/DRsy65qmpi2jv76a5W3i+zw+Yc7I/7oPXFdX4oupYrJI4yFQJsCgcAYxRRWMTV9DgzdzrEyCQgElT7gnpTrO4lS6V1dg3rmiilIuO6J2md7hWP3s5yO2Kt33iXVtT0eLT7y9mngtriSRPMkZiSwGc5PIG3j0yfWiin0HU+Nn//Z", 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", 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", "info": {"video_id": "209062", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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DwRXkQmqmLTW2v5HpSg4YfXf/AIJW0xbSw0WN47UW7BhsKLkyfN3PXpmoLmxlig/tq1UmVHYzIpzviz94epXj8K27Oye30yOxkjzMSBuQ5y2ORj0HT8KXWUvbGxhOkxyfunUFIot5kC/wn0Br1Z01OLjI85VHCXNE2/D11BreivaykE9vx6GuGZbLwJ46s9RvIpFAkZf3ecKpGN4A44z0+vtTfC+vpa+I5rUQyWqE5EMnGznO3HoCTj2Neoa94Xs/GWhiORVS4jw8UoHKsP5j1rw4SeFrOL2Z684LEU1KO5sx+IdOji3o73Lsu5EtU8wvz7cD7y9SMZBNc6br+0Qb6S2e2eYeYYJPvIT2PvWB4fubvwvq1xpmqWUtvE8ZlRl5jkcYztPc8kfgKtwXtxq1xfXUAdbdHS3giY7dzZySff8ApXvUoqpFvoePVnKEkupo6cJbbWba7vGTyGVlUJlNuRxuJ610s08aRtI7qiBSSxPAHrXNalCyWwgWdZ5FTHlSgESDpk9+veq1tq+GvVkm22dpGA2RkZGcn+QxRKOlxRlZ2ZT8TeIrXy59Ms45DeXEeyNccKGO0fjg9KsQ6aNG8PsGA80rj/634VY0nw/E+pprFxblJzHthjcg+Up7n/aP6dPeq/jW8Nvp0oBwVXH414eMrKrJRhsevhqbhG8upnGBJDYxW8bSQvtIcEsSCOcdhwT+dXLy+urfX7V47uIxNKA0MZ+ZVHYZHYZ9q4bRPE93p1idOmMcUiYWGULhl553kDkY59at2GpQWNxFdz+bO75ZyZSdinnAHvjP4ivXkuZpHFTpNQlM63Uf+Jq1tYahIxswHkYFhyVBOT6gegxn275HhiEWfie+RF2R3Nr58KAkgKGxxnnByTj3rF8RX9093FbSsywrH50EsfEmyQAMCf4uhHPpW/4X0a4hvYNWuJ3k3QsjB/vFnOQPwVRx2rHE0nODRphpqDil3O1tbkPEjg8PHvFPjdpZoXjZg45Xb3zxg+2KxNLvUdYIsgYDxjPqD0qaG9a0azidW3O6w9MDk4zmvLw9DlrLmWlz0a9W9J8u5e8QyQrYi3LyL5hLBowTIq4+YADuc/hye1YNlcIbeyWP7jIUUgED5Rx1+ldEWnM3mJHHJldp3Dkgf5NYlzZxx6UkiybZrYxvgHGCx5B/OvRx1G9OMV0v+R52Eq+/OT8ijqj5t3JOMAfzqHQ7zybgpIq+VKpKnuMZ5/I1m3F281xIrNvHm4CdAcc1o6f4ba3hLXM7eVLCHDI2CpbBbHoOo/GuLA03zqXY6sZNezaEF1b3msmIGRXgjfy/n2+YeMlcHOBnr3zVrTQ/lXs6lbd3PlrJISAucE8nuen4V57qIvNG11Zbacz29uSIRONyovTB9f8A9VbNx4hfWliiS5a3h6skbnKsBliOOnbmvXcrx1POoUeaSsdPp2o3j2k6zlJSkxGFAKOu3BH6/pVDwpqU3h/U1tZji2nLNb4/hAbDL+B6VUs9WEWnSQ6fERcWweZY5DvV1Xkg4x7n8PeuZtkutU1CM20zRsGaaNCMomSWbB7Ak4/GsK+H9pS5PuN6NT2dVyZ9PWV2lzZq6nIIqhqKWtzA8c0asw+6SOVPYiuY+Hutve2TWtwGjuIvleNuqsDgj8DXUySiw1ZLgwecjMFIxnAPU14lNSU1F6M9JpK7te5W0eys2vVF+Lgy4KowbKYOPxHT3q74nXS5NHl0gWu5Gz9w7fLPqD6/zrqI7a2DCWOJMkcMB2qhJa6Us+6eeJiD913GAa9tyrKO+p5qjRcr2duxwdgsVjaR2kS4CDipL6QpZu/tXReJo7GVrSS2aM3KEgLHyGTvnHpwa5fxBJ5GmbQPmf5R+NePXpOM7Xvc9GnUUoXtY4r7RBb2c+oTSEFnOflJPoAAOTmsuykmtvDsTtcyl5syNtAHzHBPPXOB27mp/E+n3VtYi4tL0JJCuBCygq2RyTz7Z/CuV8La+un2rWV7FmNcvHKWyoPXG3oQeeR6171NKCUOiPElzVJOXU7q8u73StLge2h3wopeRw3O9iSxx39qraZef2d44uYQV+zXo89QAQAejcH35/GsCXUZr27N5fzFYlkXEKRg5YY469Bx+NLr+rpBfafPCnmKJCYp1PRc7XQjvzg5rnr0vaU5HZT/AHVSKf8AVy/8U/D8kcUGs2mQFwrsg52n39M/zridP8RX8txIksC3hdcLGqgHd/8AXr3vThb65oH2a6USRum0g1gXsOm6D4g0mJLKG2eKOSONo4gFIIAUE+ufX3rnwFXmj7N7l4yk4vnWxmeCZpUkvrG8cRSSKl3bS4zFNEw3ZHuAR+voa664ja10P98+64+/lTwzk5Az6ds+maqSX9rpllHbyxRwmNDKEAA2KWPAHbOTwOOalu5PtUkIkgaVFb7o4BY9OPy/OvWjJfD2PMcLLmtuZth4RvdfQT212LmVUMzDI8ssf7vp2A9hVzUJ2jsoNGliZLmUorxsMEKD82f++f1FeoaBotp4b0po40SNmJlncdC2OfwA4rjtambXtbintrRd4QxQNtw7KTkkn046dq5cVX5YNfcdOHoXlzfeZ0j8hB24rkNZtpf+EmtZI2VEjRpPmTd8wxjArsb2zl0m+S1lZLmU4z5eeM8964L4jXcmlavod7Gkhx5quiHBIO3jPNeVhYuGIin5/kehiGpUXYs6bcSy300+Xne3UmFNoGWIxnA/E/jVi11VruC5hvLYL5bqrJISCVIOTx16e1c5ca9utUi0qJY2n2szunKk5wrY47Hp6ZqWx1CG1sJ3877VOjtJKACpkAGTtz6AcV7T1ndHneycaXvLcy9T0qINNrVpHHbKkmyKCFO47N9eenTvXo3gbxMuoWUeG+YDDD/P0NeY/wBq3l3qCJZFGiaZ2hEw+eMOefY4Ucdh1rT0PT7jwvaWmoySujXcj+dCekaEjYQfrjOf7w964cZhnUjzLdHbhKqg1A90uYILyH50VlPZulYkek3LawkcKK1udzpjgtIR37ZxnnvVnQNSTUbJRuDEjNWIY7uO7ndQdsbrhx/CeorgwuIqUpe7t1OrEYeFSNpbken+Bry81dZ9Qk8rT428wRqcyTN6Ej7qjn3ye1YfiDwrDYeLja2hjXTpALt4weVYMcJj0z834Cu0u/ElzJafZrZPIutvzSYyP+AD1+vSueg0G6umlu7q+jto8lnlnfc7+pwTXo1sTKpFxp63OCnhlTfNU0sNE5DYXqO9cH4tmE2oW8MrokXm75C5wMDk5rr7YqzzbH3bCVzgjp9fz/GvOvGRuH1aRreNJUt4N8kb/wAWTgAe+efwrzMPBuskzsrytSbR53GzSfMzbsHO5v4u9dJ5FxJfG2uQqzFgrBSACTzj8qyNIjSe8iMp/cI3mSnHRF5P54x+NSahqr3txcSSrgzymUjr9APbp+VfRcvK9TzOZpOK6nZyi21LWr1rqSIDT7dVijH8TAjHTqBk119nP5vhFp2LLJLmT5eQAGIBB7cDn615/pejONFhvGlaJ52+Zc/8s88cdzxn8q6zWr17exttOtnMcfkKgRQcc55b2ArVR51d7GDqcjstzGl14Wt6vkxrsSRixYZznPUVPpfimEX1qt8jMiMwl28gkk4OPQbs+vFc/ParbztE6jKNtJByMjvxxUtjYq95bwFCwmkEYz3Yn/64rkUIqV0dDqNxsew2aiFJJkDsRlvXAXHAFYYnstStdT+yun2aQ74mA2kvgNt+o7/WtyK7TR4nlknULHBuLkcgp0IH1rLvZrSLSAtrFkuXeQLGQu9sknJ4/L1reSUlZnPFuK0OQW3IM7BGd+WjCryenH5g1ev9Wa6062hsJ7ckLteKTcHUjg59h6VttHYW0kNlc7RI0ao4PAZmHOa8+8UeHUs760vdJligaZyI47JCX29ySW5/QVw0qahF2Z1V5ynJLozmde1gX14sUBOyPIY4wXcHGcelM0tZwtzIkYeNFDSHuF3AfzIrPdzHdyxyDEokYuxXBz6EdsHNbEU4stDkTnzbyQHjtEnfHux/8drqjH3VIiLcJJrc3dIlexsNQv8Aqqw+VkjoxPQ/WtfQ7GCwutNt43WSS8jR5pEfJXgtx2wAB+NcPYo+r6vHbx8GZ8sR0VR1PvgV33h20GnatPNM/mG1hYQ5OcLg/ke351vD3tEYzly6ye5ovqEeg+OJbyMhYLqNZWI4Af8AiP8AI/nXo82sabdCJXu0Quo5D469K8T1qWfVZJLl5DIlvhC3TDHJH4f571jpChK46r0B57dM152IwMZVXJM7aGMfs1dH0KniT7MpsrS+WdzgAEg7FP8Ak1gX+qDTInl8xGMgMot5uBLj7xU9m5B9D+tch4GszJ9smjICqoiYH16gD6Y61199Jp1+9hBffZx5ZFz8xGVZcgc+hx/k4rop0IqHJPUxniJ+054aFhtT8uGEQ2LI8pwMsDgnscGsa+1WJ9WisbyRRLtMsf8AChI7bvWnQyxy6s7AkRQxvK7qSBkYx/M/lWfr+lW+u2StE0kk6HChbkwrvx1bAP8AKslhaMJeYpYmtON+hzOv6wymZr2NIoRlFAcMGbqAuO3vXmxnaUDgAAAKB2A7Voap9ut7eTT7ueOSO3nxgElhjOcMevX61n265wqoCWPC89e1bQTk2kSlpc2IZHMEMZRkyuV3dHGTk/ia27u0kvrHStJiQLLHFJcMx42gAlj9OBWPql5ClybWMhktoFtlbGOV+8357v0qXTEv9RWfUllkla3XYrSEsWGOQM+g/nWislYqdSUmpPoj1nwDcGbR43J/hBrf1nw5b+Lo7S2edIWSYHcylgcdiAQeT71yfw4LL4cQ9SoOc11tpFcW1gmoxyl/3xDrjGxhyPwr52mnGrzLoz16lpw5X1MTxzaf8I2lhaajdwyxXTlVZwWKIu0EscZJwT0q1bKHfdHKHhIGwHndnpz34/Cs34vzR6rd6JfRkiFrZ8Meitu5/GrXh63aysNPhkU4MYQYPPP3SfwP5V9DTkrXR4lVPSL6G5B4qnWX+yyVuraWMMgLfNHtPzLn0GAMH1qtdeJbQXjQxLeWz8rvAXJ9gcn8qx2tNPhOoapGEja5kAKB8BdoySv1OD9aqW7xtZeZcyAi4lfIlxyFyuayxFCE1e9vM0pYicXZK6NG71yx0y1ed/PuLkn/AFkqEEe2TXk/jXxDNqlxAZQqyqrZTOTGpIPPucCtPxTpOpaan2yyubySKE7n810EaDP3Qo5/z1rhL2SS51FppVjDuAf3bZUnGOK56OG9nO7d2bVK/tY2S0LFhM0MjnaxGDgrxt9T+XH410egzLDdTXsgBSOByPfP/wBaseweK10q+uHwHlAtosn1IZj+AA/OmLe3ErNZWkjCO5ZUMS/xn/8AXXdFcu5jKcpQ5PM6jQdL+yNYyzD95epiBSPuBjgE/Xr9K6TxascitaTuq2kiKz4P8QPBHtgfrWN4ds7hNat47skx2CfKwz82ASMZ6j/6wqHxFfSahKojRYljU7tnoegP+e9aOKcXJ7GKqe9yrc2vh1r2JShZ2jV2TL9cdVJ+o/UGvWftxtLgSxGNkmTEqScqwHSvnXTJ5tMmkkt2DB49jIw9OhHuK7Hw9f6nrdwftly80MMWBGPlAPYkjqfavGeDn7Vyp6HqfW4eztM7vVNYKQXb2jRxuqZHzbiCDyVz1IHP6Vipe2GohYddjWGUp5m7bhbhD0Yfpkdqk1DTbTWLOwtCHik8z5XVtpAGQ68dmFUblEuNWitMjYrNJtIDBABnjPTOQK65YODho9Tm+uyUtVoaY1zRrVVtLKaN3K4WNOp/xrzzWbsPquoPMkkSHjc42gDt17nnFb2uaLHeWcc9k5hmjOQLWBWcn0BJGPevMtUutSa1msb+Il4pQS7Eb1+oHt6VjDCqnLnvcU8RKonC1ihaai8VnLbIG3zlVz6gHOPzomJub7y42LlmCDPBwOB/KqFrII5fMOPkBYZ9R0/XFaeiW53m7fGAdqA9zXo04OpNI56lTkhc77RN0arJdSmXYAwXJwuBwo9ABis/xTqYlSCQO3mSRj5VYjK5IwfUH+lFxO1ppwiGfNcc+pJqtNdSXXiRtEuNQsbK2iQB7h1JOFQZQY53H7oA78V34nlpwUUedhb1JubZj22ryo2M5BBJz/8AX612OiOkNsurTxl1eRUtIlGDJJ0z+HrXnllY3t+Z5ba1uJY4BvmaKMsI155bHAHB5PpXonh+aa61vTklMQt7K083ykX5Y26L9T0Oa8tHqG1rWqXWn3s1vfYldrSPLQ8KvzbiB9Of51vxXQ1yztLyEGOPgMjnCqQeVBxjtiuR1/UrP7Pu82CS5VHAjfJbBGRjHeuZstfuNDlDwySCGaLm3JGMEcbh0znBqk2rkuKlZHY+JJ7CTXbZoCWv451zL5gxxgkn8sfjWZquoR6fcJfzMWhYvCxIBUNtJ2t9SP5elZ7aqsNs0sbFXdhtkYDO3647kn8qo2VlH4u8SFLq/ltEnSUoETfvdELKMdAODyewrFRve501FySic1qssZvI5IpNysvzkc4bqR79R+tSXeo/amlmyQgjSFAewx0HpwDxWVOT5MIPoTj64pzMzxQQRglmYtj1J4H8v1rVbJGLe5ueHhdG5eWFzDkbDKDggdSB9eOf8a9AiuUt7YwlyJrhX3Me3yniuQ0S38kRw9o+XI9c/wCNXbjU5I4r+8jjjdLeELhzx8zAY9816sKao0rvc8mc3WrKK2MW81R1u2CyuUB+Xc2QB1x+eat2N8946RLHmZ8CMY5J9vxrO1dZX0ix1OSWzUXjvstrdvnjVTjLjsSc4zyQPTFWfDEk9jfvcGBfNjgZkaYEBOPvY7nt+NeXJ3lc9SKsrHpOlzPptrfWtjiV7aFp72YnAV9vAUdz/hS6DrdjLqcccjFZZLVIlZk+6QM9c98nFVtAk8nw5by3BCyXjNPOW43Ag9fwwfxrl9SlS31GOOzYx3EQZ0kjkzkg5znsQO3tQm7g0mj0loSljfS3Tskcu0NIpBY88Y/HmuRsZjHBepbTM6LOfLmcc524ODnpzWY/ieTV7SK2u5d9wg2u5THm84BPOMgZ59hVHU9VSK3eztFWJWdBE8Y2sCD1zUPWVzX2fLSuJqs8E2miz3orxPKZQeBlTgBgepyevfNcrp1+lrK00irvVCEyM4YjAP4fpXReIdG05NJh1q01O+uppL02zyXUAjFyyrueSIZztU4U7h/EO+QOLjBeRUzgMcc0R929iXK9vIuTP8sS9wm44688/wAsV2Hhw3TWUdoSIrc/7PJY8lj/AEH0rj4FN5qJcDEYbcfQKOgrs7OfyLZ524PRc134Sipe+zgxlZxXKup02l+ILbwvZTRNumtvMKqwxkcAkEVf/wCFsaMlnIscVwzOMFAnJ/wrz67nNyNP09dNe6urw7oF3bd7s+0fXoB+Fc3qEUun6tcWsgVZYJDG4UggMODyOOtedXwlH2jcdD0KGJqqmlPU9T1XVrTxXNZrayyR20UJe6MvCxc9vc8/5FaVx4gKpp0rrJDbSCUxO3WUKmAcDoMn+tcHpE2/SbLTIoWAv7jbPISMtg84HoB3Poa7LXI4bmFQyu0VqwCLHgEJgAgZ4qoRUI2QpPnd2XtPa2n8OQ/YRG8ijy5GVfmyOT15x0qh4rgaPS4T9sNs0MI/dBTyOefxPY1yek+IJ9GuTJAY3s5H2ypIvocYB6ggEH0q3eajBqlw9zNKZo1XfGpc+uFB/n+NOpqrMKFN87aLur3byQQebtFuXRpEkY7SxwOfb2/+vXEeISn9pGaMDY7si7uCQuBzXRaM9n4h19tM1O9ubS0uisTMk0aJGOuWaTjAA7ck4rjNatG07WbyyZLmP7NO8QS5AEigMeGAJGfXBxQtJXYk7Rsi3cXcToqQ7fLgh6Z4LHqfc5I/Kl0KaWLUhNDGJJkGE3DIBPGT9M1lltlpjHMj5/Af/XP6V0GhwtHGiEYdzk+w/wA/1rfD0vazs9jCvV5I3O2spvLU3ErgzTAogx6j/GuOudXngmlgV0CvgMoXl+c8/QjFa1xfiOZm2u6W0TyfL2OMZ/Wua1G2LaauqQ2NxFYyTeVFPLyJGAJIB9hjp6810Ytpe4jnwkW1zsvQahFKCduCBng813nh64bSI5FdC9zcr57xIP8AVooJyx7DrXm/ht4zq0DTxySrHlkjX+JhyM56DjOfavQfDlwZdPudUZcTahKUOT/yzHGB/ntXCjuNDS9RtNT1Cy864V5Da7VQuRuckk9Pzq9FHIZL9tqwZjKCQqQEB/8A1KPzrz7UFXTLqIW7MJ4mJVXTgqpG0L6jH9a1ZfFsmo6UISUgn585IWwrAY5UdifTnpRf3QjTcpqxasry5s5r6D7SLho5FZGQ4XoRgjGDxiuc1JIbqyZWCPdy3Db3OCTtwSc9V69M9KdfXkdhay20EkqyuylpfMyS3fiq/irwrquh6Ppeqak863eptKLiHyyqwYCFAx/vMrZI/DrnGaj7qNG+Wcr7nF10eiqGvYYj9yNdwX1OM5NFFd+C+NnFifgN63YyarEz8lFLge/H+NcLPcSSX0lw7ZkaQuT6nOaKKvHboxwPwFqG+u9PuLkWd1PbiXMUgikK70PVTjqPY12HhC5k+x6h0zlV3Y5wASB+tFFcS3O17HNazNKuou+8lk4BPpWUZZHOWdiTxyaKKTGti5DdzPAkTNld2PpWjYapc6Nq9nd2uwyxyMBvXcPmUqePoxoopLYubbtcwbk4fZ2XIFSWJxOZOrIpZc+tFFaUf4i9TKfws6vTiU0sSAkvISWJ71V1tjF4atlTjz5i0n+0RnFFFeniv4bPNw/8dnOIc2Un+y4I/HNbMuuapqYto7++muVt4vs8PmHOyP8Aug9cUUV5J6qOr8UXUsVkkcZCoE2BQOAMYrgzdzrEyCQgElT7gnpRRVMmOw6zuJUuldXYN65qdpme4VzjOc/lRRUR3Nr/ALt+pqa94rk8QWkKzaTpts9viGKS1SRSsag4QAuVAycnA5PPrXJA4ORRRQzM0bBikHynHmOAfwrpbvJWGDJCFwuPbOKKK9bD/wAJHmYn+IvUwvEk8n9vOA5AgVEjxxtAUEY/M0zTtYuNG1YX8EdvLIo5juYVljYEDIKsMGiivMqfE/U9CHwo6HwlcPdap5smAYopJEVRhVLYzgfiap+I9RujcqPNYAOeAeDyKKKS2K6mDNezt+63AIpOAB685+vFWbW6lFq0YI28npzRRUy3NqGky3pevvo9vcodO06+indWaO9g8wBl5UgggjqcjOD3BrO1m+udT1Ka+u5TLcXLmaVyMZZgCeOw9uwoopsxRVthvuYlPTcK6nSpGZJpT97OP0oorvwOzOPGbDLmV49A1GZTiSWRYWb/AGc5IrnTczyaeIHmkaGJ8xoWJVCc5wO2aKKwxX8Q2ofAjabV2ltbFIrKztngjeJpbeLa8w45fnBPHUAd66i+mex0Ozht22qtuAD3+4Tn680UVzo3OIOpXLL57yb5QWAZuSMjHFRWt1ILtZOCRzgjg0UUS2HH4kWLmR3uF3MTgqat6j4j1bVNOj069vZp7e1naWMSSMxLOADnJ5xt49Mn1oooKrfxJH//2Q==", "info": {"video_id": "209062", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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1O6NmVNxFs8pWPDHPI59RmvJoT9rilLp/wD0qseTDtf1uRCzik8JPAtqse357fyRkhweCfxzz6V0Pg/URqelNE5/eqCGU9QR1FMsrOWy05LKVI3mkIB28HzDyQPYdB9KrRQL4f8YW7ouyzvVKEdhKo5/Pr+ddOYUOelzLdGGCrctRx6M2oZIbdJoplDEPlVYZ3DuMfUVxGq31h4b8W2fiBrJHl88OIkO3KgYJHYEDGPeuu8VWsCQG9m2mNVL8khenf2zivHb9tU1maC6nieRpVxHsXgAH0HQU8JV56KXYjE0uWq33Pp2y8WaZdWiT2YmvjIoYLbJkgnBwxOApwScE5wD1xWL9qn1Fmu7uzNpO+d0BbdswcAZ79BzXn/gfxP8AZdUMEtsUjaFhJtzgOASBjv8Ad4NdUlzdatqWoXCxSRRW6rDFC5xl3Oct+Q/A16NOCknfY46lRxatuX7eOW21O01C6kVrdJM+WV2CMHgEmuma5ieLzldfLxuDqcjHqMVzt5ELe2ECXJMoQlUcbg3TII7jJqppl5PNqclojkRwRBGCnhnyMn8OlKUbq44ys7PqVvEHiiCDfa28D+fLA7xufuqADgn3Pp71DplkLDR1kmz5giAwe2BVrWNAtLnxBYpECWiiM1xnocn5R7ZIJ/AVLriGLTpMddvavGzCom1BdD08HB2cmYxgSQ2MVvG0kL7SHBLEgjnHYcE/nVy8vrq31+1eO7iMTSgNDGfmVR2GR2GfauG0TxPd6dYnTpjHFImFhlC4Zeed5A5GOfWrdhqUFjcRXc/mzu+WcmUnYp5wB74z+Ir05LmaRzU6TUJTOt1H/iatbWGoSMbMB5GBYclQTk+oHoMZ9u+R4YhFn4nvkRdkdza+fCgJIChscZ5wck496xfEV/dPdxW0rMsKx+dBLHxJskADAn+LoRz6Vv8AhfRriG9g1a4neTdCyMH+8Wc5A/BVHHascTSc4NGmGmoOKXc7W1uQ8SODw8e8U+N2lmheNmDjldvfPGD7YrE0u9R1giyBgPGM+oPSpob1rRrOJ1bc7rD0wOTjOa8vD0OWsuZaXPRr1b0ny7l7xDJCtiLcvIvmEsGjBMirj5gAO5z+HJ7Vg2Vwht7JY/uMhRSAQPlHHX6V0RaczeYkccmV2ncOSB/k1iXNnHHpSSLJtmtjG+AcYLHkH869HHUb04xXS/5HnYSr785PyKOqPm3ck4wB/OodDvPJuCkir5Uqkqe4xnn8jWbcXbzXEis28ebgJ0BxzWjp/htreEtczt5UsIcMjYKlsFseg6j8a4sDTfOpdjqxk17NoQXVveayYgZFeCN/L+fb5h4yVwc4GevfNWtND+VezqVt3c+WskhIC5wTye56fhXnuoi80bXVltpzPb25IhE43Ki9MH1//VWzceIX1pYokuWt4erJG5yrAZYjjp25r13K8dTzqFHmkrHT6dqN49pOs5SUpMRhQCjrtwR+v6VQ8KalN4f1NbWY4tpyzW+P4QGwy/gelVLPVhFp0kOnxEXFsHmWOQ71dV5IOMe5/D3rmbZLrVNQjNtM0bBmmjQjKJklmwewJOPxrCvh/aUuT7jejU9nVcmfT1ldpc2aupyCKoailrcwPHNGrMPukjlT2IrmPh7rb3tk1rcBo7iL5XjbqrA4I/A11MkosNWS4MHnIzBSMZwD1NeJTUlNRejPSaSu7XuVtHsrNr1Rfi4MuCqMGymDj8R096u+J10uTR5dIFruRs/cO3yz6g+v866iO2tgwljiTJHDAdqoSWulLPunniYg/ddxgGvbcqyjvqeao0XK9nbscHYLFY2kdpEuAg4qS+kKWbv7V0XiaOxla0ktmjNyhICx8hk75x6cGuX8QSeRpm0D5n+UfjXj16TjO173PRp1FKF7WOK8+3gs59QnkKlnOTtJPoMAcnNZdvJcWGi26+d87nzNqRgckjOT/nrU/ifT7q2shcWd6ElhXAgdQVfI5JOfbP4VzPhrXYY9P+x30Ts1sGaNpBlDjnbjqDXvU0oJQ7HiS5qsm+rO0udQn0i1tY4bZ3t0UZlxwWY5Y/TrVTxLBaamPsv2W2+0zS+XHcPlhGueo9+vFYh1Se9vxcX0yxW4nG2AIc7h2OD0HH+RUmt675DxR2xInRxPDN1jkT5hhh1zn+VCT1sazp2lGLG+H9QHhfXzpzOxhJwGYAYYdRxwceor27TLxbu2AY844NeAado974jutOinxHaxSMxlg6hQBk5PUs3H4YrvvB+uyQyiyuJt0kJ2EkY3AdDg8jIINeRjcO4P2iPUwtVTXL9x22o6YjBpLeOPzwwZQQMMR0z6H3qvD4d1S80iDyIg05+Yl3AVnz8wbPOOT26VpX4eWzE0HJyO/XNXrHUp9HZxcQOydWQfeVvUZq8Hi5w92WxlisLCb5orUy9Q+H1rbeDp/tNwJtThBuDct8q7wOVA7Kenr09KwNEtnsbIzXBBubo+dLjsSOF+gAA/Ct/VptS16ZVV8wkgxxKdqKfViepHvWZqWmjSVhSTUIZ5pDgpEMhM9Offp2qsXVnWjaOyIoUY0pe9uyDVrll09j27V5rp6tPrEBFwoZ5ZLhgoBbggJ/XH1Nd54jk8jRJ5CeFiJFeOXct/pmp2UskKeZAA+6NsFwwHB78Dg/Woy6PvOQsa/dUV1PR9Olkm1SWUM8rwKXjVyMb8EZ4wB3/MVQ1a5vL7S9QtriMR3VmyTwk5Ykgtkg9sgEfjWfL4la7slisEWF5wvm5CsytnAGe4JGam027hgguIY5vPvCxf50CiU4yQPwGB+HFepKPNI5YwlTp8z6s7HSvK8TeFgj7Szw9CM5BHSvFLuTUvDWo3mnrLs2yY+dcjA6Yz04NejfDjWlN1NBGjRRLIfLQnO1TyBnvjNd5qeiaa1y+rPYW88nlFHMkYYhe+AeK8rDz9jWdOWx316ftaanE8bstRv72EXUFiAbRVmkC/elUNtYr/ALpYH/gWa9itAt5cW11BcrJalfOwww+SMLn6EnPuKw/DdzaHSLJ4IUEdikhZmTDRAg5U9/ukDB68elattq0MskwgCkqFcquDgNnA44zn+de3GSjZN7nkOLleXYpapD9r1c20d4YYxlzgjczgDp/sjgn3+lW7Twzf+FiLq4jL20kW8SjqD1w3ocVr+EvD1pqt/wCfdWoIs5RIWfkvJnIP9a7HxLqqWdk1okSTTzoQEcZUL3LD+lKpVUFrsOnSc3puebWFyt1Pfagv3JpAsZ9UUYGPbOaZqSGewm4JOOK0rXQ5/wCzDcxmO3s7dQqBgfn7cAVBCftFq+Yiq8jd2OO4r52spSlzvqe3SslyrofO0bNJ8zNuwc7m/i710nkXEl8ba5CrMWCsFIAJPOPyrI0iNJ7yIyn9wjeZKcdEXk/njH41JqGqve3FxJKuDPKZSOv0A9un5V9Fy8r1PK5mk4rqdnKLbUtavWupIgNPt1WKMfxMCMdOoGTXX2c/m+EWnYsskuZPl5AAYgEHtwOfrXn+l6M40WG8aVonnb5lz/yzzxx3PGfyrrNavXt7G2062cxx+QqBFBxznlvYCtVHnV3sYOpyOy3MaXXha3q+TGuxJGLFhnOc9RU+l+KYRfWq3yMyIzCXbyCSTg49Buz68Vz89qtvO0TqMo20kHIyO/HFS2Nir3lvAULCaQRjPdif/riuRQipXR0Oo3Gx7DZqIUkmQOxGW9cBccAVhiey1K11P7K6fZpDviYDaS+A236jv9a3IrtNHieWSdQscG4uRyCnQgfWsu9mtItIC2sWS5d5AsZC72yScnj8vWt5JSVmc8W4rQ5BbcgzsEZ35aMKvJ6cfmDV6/1ZrrTraGwntyQu14pNwdSODn2HpW20dhbSQ2VztEjRqjg8BmYc5rz7xR4dSzvrS90mWKBpnIjjskJfb3JJbn9BXDSpqEXZnVXnKckujOZ17WBfXixQE7I8hjjBdwcZx6UzS1nC3MiRh40UNIe4XcB/Mis93Md3LHIMSiRi7FcHPoR2wc1sRTiy0OROfNvJAeO0Sd8e7H/x2uqMfdUiItwkmtzd0iV7Gw1C/wCqrD5WSOjE9D9a19DsYLC6023jdZJLyNHmkR8leC3HbAAH41w9ij6vq8dvHwZnyxHRVHU++BXfeHbQadq080z+YbWFhDk5wuD+R7fnW8Pe0RjOXLrJ7mi+oR6D44lvIyFguo1lYjgB/wCI/wAj+dejzaxpt0Ile7RC6jkPjr0rxPWpZ9VkkuXkMiW+ELdMMckfh/nvWOkKErjqvQHnt0zXnYjAxlVckztoYx+zV0fQqeJPsymytL5Z3OAASDsU/wCTWBf6oNMieXzEYyAyi3m4EuPvFT2bkH0P61yHgazMn2yaMgKqiJgfXqAPpjrXX30mnX72EF99nHlkXPzEZVlyBz6HH+TiuinQiock9TGeIn7TnhoWG1Py4YRDYsjynAywOCexwaxr7VYn1aKxvJFEu0yx/wAKEjtu9adDLHLqzsCRFDG8rupIGRjH8z+VZ+v6Vb67ZK0TSSTocKFuTCu/HVsA/wAqyWFowl5ilia0436HM6/rDKZmvY0ih5RQHDBj1AXHb3rzZp2lfcFC4xtXHQdufwrQ1T7bb28mn3c8ckVvPjGSW4znDHr1+tZ1rEZGSONcs7AKM45Jx/UVrBOV0iUrWZrJO0kccaqwIUEK3f3/ABPNdBNYnUpNM06A7Gt7V5JJMZ2rjJOPqMD61h6peW4vZY7dhtgRIImH+xgE/nmrGnPqd2bjV/MeVseSxI5cEY4AwMDitotLQdSpKbUn2PQdASNdBuZIECJGmxQeCGXn8RkiuSvb2Oz16G7MrfariQCfb93oBk+nJH610cdwujeHLeEoskkiu8hbnGT0H8vwrhrm3eVz57tuwRyORn+VKvSThyy6k0azUrx6Hvvh+/TUdHEcvDBMMM4q5fawZLJRcrG8wG1ZFOHb0yO9eJWviLVrcJHBdLCTH5byBc7uepHr9K9D0aEwi3NwrtPJHhndsnd3J9M47cDNeVQwdSLs3oejWxdPdLUdf65drqTIY0urIRCSSONQflxzIPUg8EfjTYbjwzakXq3ERmdc729O35VUTTrbT4Lm/tneNLmctGC5/cqD90Z7ZJNQWdpbTWUTzJDm43ON0agjJwMfXrXTWwcH8MrHNDGz1Ulch8Va1Df6IxtFeWFio8xFJG3PPNeZ+IbsCeLZxKYyrKxBZBwcH3OK2PENlqegS+daSTzWgky4aJY4cnsMHP6CuNumabUppZIxGXbcVzuA+hHUZp0KHsXyp7kTqyratFrT3kW5ZkjZztJAXqvHX8BXS+HpPK1IXpAKQo8gJ7HHGaxtMlS0sr68fAdo/s8fGfmf7x/BQfzFQC+mZxBbPIvnqsTRRsQJPqPrXXFcj1Jc5OHJ0udV4YhlstXtLggLHfq00ajsocrXt1vKixqj9GGOa8O0uzuNP8T6bazNujjVthUcHJGf1r2HyWuruytml8pXYZYDv2rw8bC+I06np4af7lNi6R8PntmvdQstQjX7RMWkVlbAUdiMkNx0OBjPeuQ0LULXUJLyWGWMXIcfIoxlRnBI6feP4d69H02+kt4NT0m4yJ5IZPLx3cKRx9Rj8q8b8Gaex1guoH7uJhIhPQHgk++cV6mGnzRV90ediI8nMls9T0eHUJtJjaW3uAlwFIRjgCRl5KkdDnB4+uKtz+KoLmy/tG5spCZ1Ujyec8Y6E57cDnrWLqNta6ppUNjdLhpZggkLYZGByWH1zg/WqF75TapBZQPtRpAGCNkKqgkHHTotbVacKkdTCnVlSa5TVfWLa+VGkurzyE6w7MpgdsDp9K5vXvGSQb7ezjEECffkbgIPp6+1GrWMerQtJb3M0cyk5a0Khmz0BJ/xry3Vjqlmt3pl5hhkMBLIDIOQRjHB6dq8/wCqK93K6O3602uVKzMy01F4rOW2QNvnKrn1AOcfnRMTc33lxsXLMEGeDgcD+VULWQRy+YcfICwz6jp+uK09EtzvN2+MA7UB7mvTpwdSaRx1KnJC532ibo1WS6lMuwBguThcDhR6ADFZ/inUxKkEgdvMkjHyqxGVyRg+oP8ASi4na004RDPmuOfUk1WmupLrxI2iXGoWNlbRIA9w6knCoMoMc7j90Ad+K78Ty04KKPOwt6k3Nsx7bV5UbGcggk5/+v1rsdEdIbZdWnjLq8ipaRKMGSTpn8PWvPLKxvb8zy21rcSxwDfM0UZYRrzy2OAODyfSvRPD8011renJKYhb2Vp5vlIvyxt0X6noc15aPUNrWtUutPvZre+xK7WkeWh4Vfm3ED6c/wA634roa5Z2l5CDHHwGRzhVIPKg4x2xXI6/qVn9n3ebBJcqjgRvktgjIxjvXM2Wv3Ghyh4ZJBDNFzbkjGCONw6Zzg1SbVyXFSsjsfEk9hJrts0BLX8c65l8wY4wST+WPxrM1XUI9PuEv5mLQsXhYkAqG2k7W+pH8vSs9tVWG2aWNiruw2yMBnb9cdyT+VUbKyj8XeJCl1fy2iTpKUCJv3uiFlGOgHB5PYVio3vc6ai5JROa1WWM3kckUm5WX5yOcN1I9+o/WpLvUftTSzZIQRpCgPYY6D04B4rKnJ8mEH0Jx9cU5mZ4oIIwSzMWx6k8D+X61qtkjFvc3PDwujcvLC5hyNhlBwQOpA+vHP8AjXoEVylvbGEuRNcK+5j2+U8VyGiW/kiOHtHy5Hrn/GrtxqckcV/eRxxulvCFw54+ZgMe+a9WFNUaV3ueTObrVlFbGLeao63bBZXKA/LubIA64/PNW7G+e8dIljzM+BGMck+341nausr6RY6nJLZqLx32W1u3zxqpxlx2JOcZ5IHpirPhiSexv3uDAvmxwMyNMCAnH3sdz2/GvLk7yuepFWVj0nS5n021vrWxxK9tC097MTgK+3gKO5/wpdB1uxl1OOORisslqkSsyfdIGeue+Tiq2gSeT4ct5bghZLxmnnLcbgQev4YP41y+pSpb6jHHZsY7iIM6SRyZyQc5z2IHb2oTdwaTR6S0JSxvpbp2SOXaGkUgseeMfjzXI2MxjgvUtpmdFnPlzOOc7cHBz05rMfxPJq9pFbXcu+4QbXcpjzecAnnGQM8+wqjqeqpFbvZ2irErOgieMbWBB65qHrK5r7PlpXE1SeCbTRZ70V4nlMoPAypwAw7nJ645zXK6fdx2yyyvtEioRF6hj3/Dmui8Q6NpyaTDrVpqd9dTSXptnkuoBGLllXc8kQznapwp3D+Id8gcbCvmzKh6E8/TvTj7t7EuV7eRauH5RQAMIO+ck88n6V2egSXEtjFZhVitwOCRyx6sT+fT6VxloGu9RMhHy7t7Z6Y7CuytZ/s9o0xJyeFBruwlHm99nBjKziuVFvxHehLSFodhjiDIA4yDg/5Nc2daeeXfcsJWbA3njOAB/Srd0/22Sy0yKwu7q+mQNDFFn94zknoOT26elc1cB7XUJocFXjkZGA9QcGscRJSlob0IOMdTstKiF/MVyqW8YEs0jHhQPSu0vPEYdoi++BJraV4y/wApfPyqcdhwcVxOktHPZaZo8cUgS8l33Ep43beoH+yPXvium8QJFeeXLIGEcBMQ8tc4j9MemcZrC+hta5qhYH0G2exCShlCmQZY7h/Lnj8KoeKVmt4oJ4buOHyURRARyRnjt349OtczoPiSTSJRE6xPZytkydHQ4/hPt3B96lvL5b+aS9uZnlCAOiiTAJ/h/EAGpqe8rNFUKbu5I0NYuzd3FvDOS1o0+djv1LHue+Ow/pXA6zsjvDNEq+XMzFcLjIBwOB0rp9MNl4i8SjTdTvri2sbmRUDpNHGsLDncWk4xjdwOScDvXHa3aPp+s3dm63CG2neEJcgCRQpwA2CRn6EihaSuxJpR5UWZL2OSOCOMKEt4WLccFj1J9eSB+FJozTLqUcsCB5U5QsMgHoCf89azg+y0boWkYD3wOf6j8q3tDheKNVIO+Q5PsP8AP866KFP2s7PYxr1eSFzsYEPmW1/LPm5SRQgIADcgHPpmt8/EzSbefyrmGZWHHC5HHvmuQkvSt2iohkWBHlKqP7qk5/A4rmr6CS60STWYNP8AIsfPFuJmcEvLjcQO/A9u/wBKWPwtGU0+pOAxFWMPK56tJ8TtI1G5nVhdRjySFmC4JbHGO/41S8NPLYTplGmv75Q7QLgbIxzuY9q8w8PMj6vaiWN5UV8iNSOT2znoM9a9H8NXclzDe6w42XFxMIVxyNinkD/PaualTUNjrqVHPct6drFjfX+nG7lRyVlXa4OC7Px7YwB+grZWF/td1JjZGsLKJFXhRjGRj2/nXnuuQw2dysUPmJK0hMZ4wR1Cr+PrVweMJ7zTWtbqSKO6XO5owUDqBnBA43dsj1rW75TJU+aaRbtJJLPU72JLtrkhUZW5G0gkj9O1YeoNHcWt1DJsa6mnCs3UkY3fN6AAcYqHUL2KwtXjg3K8gBklEh3E+n+fSo/F/hbVdF0nStV1OWdru/8AMSaMx7fIVQnlqxHG4q2cdhx1zWSj7tjaTcajvucTXR6Koa9hiP3I13BfU4zk0UV34L42cOJ+A3rdjJqsTPyUUuB78f41ws9xJJfSXDtmRpC5Pqc5ooq8dujHA/AWob670+4uRZ3U9uJcxSCKQrvQ9VOOo9jXYeELmT7HqHTOVXdjnABIH60UVxLc7Xsc1rM0q6i77yWTgE+lZRlkc5Z2JPHJoopMa2LkN3M8CRM2V3Y+laNhqlzo2r2d3a7DLHIwG9dw+ZSp4+jGiikti5tu1zBuTh9nZcgVJYnE5k6sillz60UVpR/iL1Mp/Czq9OJTSxICS8hJYnvVXW2MXhq2VOPPmLSf7RGcUUV6eK/hs83D/wAdnOIc2Un+y4I/HNbMuuapqYto7++muVt4vs8PmHOyP+6D1xRRXknqo6vxRdSxWSRxkKgTYFA4AxiuDN3OsTIJCASVPuCelFFUyY7DrO4lS6V1dg3rmp2mZ7hXOM5z+VFFRHc2v+7fqamveK5PEFpCs2k6bbPb4hiktUkUrGoOEALlQMnJwOTz61yQOOlFFDMzU08lYFA/5aSYJrobwlmggJ/dlwpA9M0UV69D+EjzK/8AFXqYuuXtzD4lmlgmeGSAiOJo2KlFC4ABHTj+dGj6iNO1mWV7GzvVcshiu4t685ORgggjHXNFFeVP4n6nox2Rv+EZGlunlc5aC1Ij9skA1Q13U7v7bGgmYIxOVB4PzGiihFdTDnvJWUQ8BEBAAHuTn681bguZf7PKZAAGcgcnOKKKUtzWh8X3ljTtffRreeM6dp1/FNKrtHfQeYAy9CCCCOpyM4PcGs3Wb651PUri9vJTLcTytJI5GMseTwOB9KKKGYopwjfNGp6FgK6nSZGdp5SfmBwMdhRRXdgepx4z4R08rx6JqlwrESPiIn/ZJGR+tcvHI/2eRNx2jDAZ4BzRRWWL/iGuG/hmvH4gvJbSysDHaqtpkxzJAqysD2ZxywHbNddLPJZeHNPjgbaDErH1yeSfzJoormRuzhf7QuUJl8zc6uNpbnHFQQ3MonR92SMdRRRRLYa3Ld1M8sqM55yD+Oaval4j1bVNOj029vZp7e0kaaMSSMxLPtBySTnGOPTJ9aKKOhpW/iM//9k=", "info": {"video_id": "209062", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "209062", "label": "tearing paper into two pieces", "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": "dac3f227c6faf90447b4ca1ef0682ab104ff9491f7b7e9343dfc3a45cc7d1895"} +{"episode": 86381, "episode_seed": 828652134, "split": "train", "timestamp": "2025-10-13T03:47:38.026063", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 828652134, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cable up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "131150", "label": "moving cable 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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", 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", 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", "info": {"video_id": "131150", "label": "moving cable 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": "13d0a47e88c4e037ee65e5025d5a22f14fa755e1edfb9ddba04b1f7a30bbb8c2"} +{"episode": 86382, "episode_seed": 4242453183, "split": "train", "timestamp": "2025-10-13T03:47:39.712912", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4242453183, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'paper falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "171859", "label": "paper falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "171859", "label": "paper falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "171859", "label": "paper falling like a feather or paper", "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": "935d598095faa637ff8dfc0f5ec1908d45f046fce59199b763142ed66cacba1b"} +{"episode": 86383, "episode_seed": 3548357046, "split": "train", "timestamp": "2025-10-13T03:47:40.488110", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3548357046, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving color pencils up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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t7DT7LT41jtLSCFR2ijC/yq/HK0cu9OUHVD/SvSR5hw6fD/xXrUiy65r6BM/NEZHn/NflT9K0E+HWnXckkuo3NxcTA7Wji220Qx0wsYHFdnFcjrzzUV0WhlE6DIIw4HcU7iMbT/DmgaU4WDRrOJx0kKb2P4tk1qyxkKADhQMgDpSTqksSt1BGQRVF7h7Y7XYmM9G9KAIbtcqWJwa5e9t0lvI2dclA3P1xXU3GGUkEHIrkdbvFsmXn5nyAPWsMSm6TS/rU2w7tVTZkT3z+cI3Pl2wkEbvnBAJxkUXvhZtVspjPqc6W+R5CKB09W9ay38u91W1s0Qcfv5z6gH5Qfx5/Cus+1Gdrex2g5ctvB5xjp+lcdlCUYLc7lJ1IuctihoXgnRrBg0lsLqTH35uefUDpXWafthPkKRGAfkUDAIqlaqwOGYBl6irxAIJ5B6hh2r0TzTWQsODhh71BNGtvMp6RSHDA9j2NV4rmRE8uQ59HHQ/WrLOlxC6EEnHf+lMCKR2t/wCHK01isyDaenpUccpfMEv+sQdf7w7Gqjq8DF4GJ9VJ60AFwjLhGOR2OK57UFXaQx46VuPcrPHuVsEdQexrG1BAc9s0AfQyeXBFkkIijqe1V2meTUxGp/dCEOx+pOP5H8qyb26huGPmypEodY2LNgDn/wCvVi1uke8u5EbcoZYgwOR8o5/UmvIjNxpHS6Tv5m2j5bHtmpKq2biQOw7HFWq9DDtummzCas7BRRRWxIUUUUAFGaD0ryi+1jVp/HWoaYuuXdpAruIVjUNyE3BenA4PJoA6bxxdwWj2EkrqP9ZjJ/3a811PWH1GS3ktjhftCxxP3B5y2PTGazL/AF3UdW2DUbyS58tSyeaQdpPpVe3lWOWwhR1k2q1wWBz1+UfzavPqRtUlPsdtPWEY9zsI7poIVt7Zzl9seCOtdZZvgBCQAoAIrg9PuEfU7cPkAEvn3A4rsGO1ElVsg8EitMFflbZnjH7yR0BZ0jDR8nuD3pLa6jmJ2Ha3dGqlbXXmwAjdlexpXjt5DuKbXH8Skg13HG2bKuEwCCp9R0qtekvEs8fLxHIPrVIT3EUY2ybl7B+T+dLFqCsmJ0KEjoeh/GgQ571Jl3K31XuKy70kyb4j8w5p11ERKZYWwK5bxdqlzaaFJLbyvDcCRBuTg4zzQBrS3oZCrthu4NcDP4gQYtLcnzHJT2XHUmotdupI9Dh1Kz1zUZgbg24a4jVBMQm5njxztU4U7vUe4HMRXMYvPPklXMcfmbScE9zXJiIc8onXh5csZM3tKlzLdTN91ZXRF9P7x/E10OjzvJJLOXLIuI1zzjv/AIVx2nyutnGSBubLsPc8n+ddd4fMcmnRjOxnyzAjHOa56PvVm+x01vdoqJ1ls29Rz26ila48lgk+PZhWXZzmKby2z1rQfY4xIARXonnF+Ntw3bgw9qeZAy7ex7VlRxeU37l2X2JyKUXskb4kTcv95f8ACqESCcW7NbscDOUJ9PSoLpw6Mrc5p1yYruI7T83Y1kyTSQfJIcj3oAY1xJbEpI2E/hauT8Vzq89owIIG/p+FTWt0uo+MpNKv9TurW1ll2I8c0SLH3JYycYxnjqTgVyOsvd22rXdpL9qYW0zx7JwPMTBxyBxnjnHFTJq2pUU76FrS5gdZv5fREjH5Z/rXR6SUk1PcWyUiJx9eK4vRJPMNzLzh5TjPsAK6HT0J1IPG5WTYdp+h71571xB6KVsOdcGMUyvuARuDWkWcRq0Z57A96xLeVrmKWKX5JQMgdqtWdyZINuOR716B5zNC3u45mIUhH7qe9WwyrgYwcdayHSCVsumHHO4cGlMs8UfyS7hzgNz+tAFy7cqY7pASU4Yeo71A9ykg3o4Kn0pqXyNHtnTYT6ng/Ss64jkhkaWJuD27GmBHdF4JmkiJIPUCqdxeJLH94HIqlr2oSxaY0kEjRyB1BK9azvEmh6voOh6VqN5PcJcXxk82IxkCDAQoGOPvMGzjt9QaQE/ivU72TXdTja6l8p595i3HYSAMcfhXtvgdBF4P0pVzg2yMc9yRk/qaKK8vEfwYnpR+KR21gAInx/e/oKt0UV3Yf+FE4KnxMKKKK2ICiiigBrnCEjsK8I8S382n+ONSvINvmpcNjcMjlNp/QmiigDzLxfJLBBbvDLJGcMh2nGRx1p/gMYtppOdxk2/gAP8AGiiuXFfwmdOG/iI9L0Tm8hJ67H/pXX2uNjxYBQrnBoopYP8Ahixf8QS1lZLgbenHFbLtiQ9OlFFdhxjmQG3L45zVREEu4N2BNFFMDMvpHgjdo2Ix27Vx/i+dpvDUkjhd3nR9O/NFFAHFa54jfW7eGKXTNPtzCixxvbo6lUGcIAXIA5ycDk81x93YxRaxZxhnZXYZDNnv0oorKW6Oins/kdfaMcR812Olf8eFu3cKMUUVxYX42duK+FGlct91u5AJrRtpGe2+bnHFFFd6POLEfzMARxUU4CyEDpRRVCKlzGEAK5Bx1rFku5WnaJtrLuxkjmiimBxN/rbaVrOoxnT9PvYpZgxjvIN4DKOCCCCOpyM4PcGsDUNTu73UJ7+4l33Ny5llcjGWPt2+lFFZVfgZtQ/iIuaWMW6kdSNx+prcsSVv4MdyR+hoorzl/GR6M/4TOkhO2eOQfeIxUSuYb/CYA3EfrRRXqI8o1HkIboPyp7gGHdjn1oooEQeWrxMzdQKx9QnktY/MjY5z0PSiigDA12Vn0UPwCZATisHUPEWq6lpVvpt5eTT29tI8qCSRmJZ8ZySecbePTJ9aKKAP/9k=", "info": {"video_id": "85177", "label": "moving color pencils up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "85177", "label": "moving color pencils up", "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": "ff6ee01823af1e32a90832ca0a6220699e2de28aeea28e4fc0869911c9baa386"} +{"episode": 86384, "episode_seed": 3918009781, "split": "train", "timestamp": "2025-10-13T03:47:41.258727", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3918009781, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing pillow against wall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "30779", "label": "throwing pillow against wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "30779", "label": "throwing pillow against wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "30779", "label": "throwing pillow against wall", "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": "d8da93c7f81237940687ea969bec7111897578b229100227109d394423472486"} +{"episode": 86385, "episode_seed": 3163748523, "split": "train", "timestamp": "2025-10-13T03:47:43.063004", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3163748523, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping cents next to cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "58893", "label": "dropping cents next to cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "58893", "label": "dropping cents next to cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "58893", "label": "dropping cents next to cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "58893", "label": "dropping cents next to cup", "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": "1ed6bf993ee9a4f729b53257691b475fdcbddda5031939d69f1cf133d9e63b7e"} +{"episode": 86386, "episode_seed": 72941788, "split": "train", "timestamp": "2025-10-13T03:47:45.211928", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 72941788, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cellphone box without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "8559", "label": "pretending to open cellphone box without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "8559", "label": "pretending to open cellphone box without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ec08c7209b42fc6033aec1fabc4bf952b9968723ff6b7052d17a54b6e6e91daf"} +{"episode": 86387, "episode_seed": 4260031976, "split": "train", "timestamp": "2025-10-13T03:47:47.129925", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4260031976, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting soap bottle with trash bags'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "138187", "label": "hitting soap bottle with trash bags", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "138187", "label": "hitting soap bottle with trash bags", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "138187", "label": "hitting soap bottle with trash bags", "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": "299d94885b441c91c1927077ef65a5ea642f2d4839904ec857256d930c6002a6"} +{"episode": 86388, "episode_seed": 3080822321, "split": "train", "timestamp": "2025-10-13T03:47:48.293585", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3080822321, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting coin behind 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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UYIxk81KFDNye1MQAdTUqNlvlFMCUrgDBq1aKcjFV1HzYq/CMAY6mrjuDMPxNK6XUJQYYx4LE8Dk/nXOLIsih7h8yKSCWJyRnjFdL4otzJbx3Cg4Q7WPpk8frXKSxsoJ7DrxWpyz3JmYRg+SruwyMA5+pHoaoSzedf2OBxlmJHIHHSlSSVGOxmVcdfrUWnQGS9wm525yevWk3oQldo6W1Z2Y7WYD61riNIh5jMOP0qPT9PEaBm/I1j6nqQwUU4FYz0sd1KNyfU9bL7grnAGOtcXczSXVwRnJY4FTXVyWYjNVIATcrjk7hSijdvQ9A0q3ay0qKM/exzS7Hkl6VMDwo9quW0KkdBn1qkYyOd19HFirYI2uOR9CK5eNp3n2s4GQGXJwPT/CvQ9csfP0yUD7wG4Ad8c1wrIWXIwSfetDmqPUqyoiOXkLNITwc8D8BVW5mJtJgEOQhHPenyMdxwSSeAuKr3ClplBfcTxtHekZI6HTgBaQgHnaKh19SI7bcSfvdfwrQsIdsaA8YFVfEfKWox03f0rPqdsFqjnehGOtemeG5nl0iMsckDFedxQGaRUUEkntXpujWn2TTo4244zTNZbFwRln59akfPSlVsngde9OUBjzSMi3ZgqOma5XX7qaDUrpIS3zYbB6A4rrohsGB3rkvE8LrqCuv3ZVH6f5FbR2MZ7GKZXu1S4e4k3yKBnfjBx0xVSe4EX3mkkXp6kf/AK6JxsGWwPQmqLTSeVIqkbSNpJHWhs5x0UofX0dTykP3vqegrfjuJc4VzXOaREWncgl+Mbj/AErrbKxIwzdKh3udFNe6bkk8VrBudvmNcxqmsvKSA3y9hVW+1J53JY8Vh3NxuPWudXZ2xiooLm5Z2PNQ20El9dJCg6nk+g9agLFmrt/DmkfZtO+0yjEs/PPUL2rWEdSZM5+bQooCzoCfc0+KzSSAwyL8rV0ksG9XBHArOjTa+BjrVz02MdzFl0q9t2xEFmTtzhv8Kh/s6+nOGjWMerNn9BXUkeoFIUXoKnmM/ZooafYx2cYUH5upPrV0NycdKaQe4HsawrEz6l4tn0yTVbi0jIk8oRpuyyoWC+w4PJ9Pekk5MvRI6INuIFXbc7RXHeFdRub0zm5neXAQruPTOa7GIZTipas7DTuTrk5NWLde+MGoUSrcanFIosQx7z0zirzx7FBH402xiIQkip3Xc+O1bRWlyGVWUSqY3UMkgIZWGQR6Gue1HwrMuTY3EZQ9Ipyfl+jD+orqNhDjFOYNgVojOUUzgF8KalK+2U20KdyJDIfywP510Gk6HbaahCktKeS7d/8ACttlGBjvXOeL7q6sdCee2laKXzEAdeuMnIoJUUjX7vjgYrzC6uWZzk1q6nfXFtosV/Y69qMqtcG3zPGqLOQuWePHO1T8p3eo9wOec7znNZ1VsdNF7kZO6tzw7pLXV0J3H7qM5ye7elZ1jZveXccEY+Zzge3vXodvaR2VqkMQ+VRj6n1rO9jQbs3OAK1bWErDnv6VRsojJccjitkrtQAVpFGUmU5WOfoK5PVvDku9rmwKncctC5wM/wCye30PFdfImB2z3qCUEx9OBVmclc8unttQUkNZzL+WPzzUmn6RJ54mucAj7q5z+JrrrtFJNUHXGeMism7CjBLUUfKByKzNdzJ9nGeRu/pVbTplvfGMmmXup3VpbyS7I5I5Y0WPuSxk4xjPHUnAplrHdz67e2FzJcsbecxhbkDeuCR82OM8DpxRytK5pCXvWN7wzpQY/aZBwPugiutI+XnOOlRWlutvbIijAxzVnbkDjis2zRixKQpPNWIosuDjvUYXataFrGBFmqjqyGNYeWfWql/p8WpWxt5cj+JWXgqexBrQKlmx2FNAw9bozepwN7oGrW5KC2F2gPDwsFJHup7/AEzWS2g6tdPta0aBO5mcDj6DJr1Kb3HrVOdF7enSm0Zciuc1pehxabb43B36kkd6uDgtjgZ6Vn+Lbm4stGee1leGXzEG9DzgmsDWYfEOh6Npt5dahdrNeGTzIiuBDjaUBOPvENnHb86EjS9tDKkkbb1qlIx30UVyo7C3pMKXGqW0UgyjSAEeor1SSNVtvlGBRRW1MymZ2xfJdh15rFZiLjHbNFFEyETN/SmKeB7UUVkxoikPeuGu9Rn0nxPPfW2zzopG27xkfMpU8fRjRRV09yJ7F7waNr3IHQbB/OvQrcDZRRUz+Icdi1H1q0PuiiipKRtWoG3HtTiB8wxRRXRHYh7kDHBBHrUjj5PwooqkSyuhO38DXMeOT/xTDsf+esZ/U0UU0JnCaz4gbWYYY5NNsLcwqqRvbq6lUHRQCxAHOenXmoR1oorOr0NaPU6vwhBGZLicj51AUH0B611Mn3fzoorFmrLemKOuOauSjkCiitobGMtyvLxUEhzET7UUVQmc9dn9849qpScdKKKwZSOKvNabS9Y1CM2FhexSyhjHeQ7wGUcEEEEdTkZwe4NbPgu7m1TW9Qvrx/NuJ2EsjkYyxz27UUVrL4CYfEelxgFeamxjbRRXOajxyyj1NakagQ0UVrTIkJtG3I61HkhsdjxRRWxAk4GxvpVFuVOewoopiOR8bnHh5/aWP+dcBe65qN9p8On3V3NLBA7SLvkZiS2OuTzjbx6ZPrRRTWxL3P/Z", "info": {"video_id": "177599", "label": "putting coin behind bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "177599", "label": "putting coin behind bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "177599", "label": "putting coin behind bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "177599", "label": "putting coin behind bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3c87bcb031005e912599a18bd93b9788608cf152242c69fffa1755618e2c7852"} +{"episode": 86389, "episode_seed": 611518216, "split": "train", "timestamp": "2025-10-13T03:47:51.764788", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 611518216, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 padlock into cup of coffee'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "119475", "label": "putting padlock into cup of coffee", "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": "119475", "label": "putting padlock into cup of coffee", "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": "6184e73e34e29e43953ba4dfb6cac6ca50746b54232ec28c5ab96b5a70eeb647"} +{"episode": 86390, "episode_seed": 2556882072, "split": "train", "timestamp": "2025-10-13T03:47:53.197799", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2556882072, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking candy out of wallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "197312", "label": "taking candy out of wallet", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "197312", "label": "taking candy out of wallet", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "197312", "label": "taking candy out of wallet", "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": "8be837fa28f58f424139494c44db187e3b50da3d6821f5d0e6c6ab7ead57ae5b"} +{"episode": 86391, "episode_seed": 972130534, "split": "train", "timestamp": "2025-10-13T03:47:54.831493", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 972130534, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning a bottle upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "165240", "label": "turning a bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "165240", "label": "turning a bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "165240", "label": "turning a bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "60d3f1d1096d0f04ffae932bcc17e62c8c2a7dfc03c497a846b0789c620709a8"} +{"episode": 86392, "episode_seed": 1115032091, "split": "train", "timestamp": "2025-10-13T03:47:56.679065", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1115032091, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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tfPf6c5rr4/iJqkisV020AAJyd/8AjWTi27msk2dN45Afw3M7nCpJEWPtuAP6GvIpRb5ZpJFD447c+3t711Os+MdU1XSJLOWxt4o5cAuofPXcMZOO1cdKN4Ysm1hxw3HHsfpVwTW5PLZWM+7RhtJG0sgbHpmqfVWB5q+8bSM+9sDkk9Tx/wDrqpND5THBBxwTWkXqYVFdHLalGYpWx0PSn6DMYjOoJ+bb/Wr2qwGSAnAyORWfoYBlm46Y/rXTvE4r2d0dKjfLuY8+9CtzULOBtBGe5GcVG0m1j0xn8K55I7KW12a0L8jBr3DwMnk+ErM9DIrt+bGvn+K6xivQtE+Is+n6ba2Q06KQQIE3GUjOO/SsZxfQ6VqrHsUJK2QU/eJbI/HivHvFkaL4i1BGcD9+Tj0BCkfTqea2V+JN4zBV0mE5GcCVv8K5HWtSl1TU7i8mtxGZsArGx4wMdT9O9KKaeolFozrqOM5WFgwCFyQc7fasd8q2e2elac6MpKJuwx55HP5fSqktsSu9jkkBiv1rW5nJGRqkXmQkgcjkVy0/3/pXZzI20qQMjg1yeoxeVcEYwDyK6oM4Jqx1V5dtIPNc8k8D2rGnuMSecfvAcH071Jqtz5VwFfKrj5eOorHuLgScKeKmMTX2ml2QtummZupY5ra0u3kiIYOyn2OKzLRoVcGRwMetbllqOnxygzXKqo9EY/0one2gqfLe7Z2GjG6iZZHuZiBzgucVdu5TIxJrKg8UaBEgBv8An2t3/wAKSXxVoDji+f8A8B3rl5Jt3segq1JRtzEkvXNQKdhzVGbxLpJzsuHP/bI1UPiHTzx5r/8AfBquSXYylVh0ZsNtJO3p6VVuU3IRVD+39O6+e3/fBq5BeQ39u0kBLKDtJIxzVxi0c9SUWtGYFrH5F3c7uAMH8OarR3DyTs+SNxJq3q58kMBwZPlqhb7VxkjP1rfdXMYaM3LSaQ4+dvz/AArWSd1H3s/7wz/OsS2uI16uo+pFW/tsA6zxD6uK55J3O2E1bc3rW/nQgAoQOxQY/lV2fUZ5Fzv2sQB8g28Dp0rEtbyxK/Nf2i/70yj+tW3vtOxg6lY/hODWfLLsdEakEt0V5pGfOSTn3qmxJPU1LPf6eucX9qf918/0rOk1KzDcXUZ+hP8AhVpPsYSnHuW3ZWTB6ioWHGKqnULU/wDLxH+dOjvraRwizIzMcACrimjGbi1a5marFyr+hr2a8H7rp2rya8jDrg+tesXUqvbEg8iirsiaG7MBj+8YEmq8xGCRnNMnuY1nKlwKq3eo2sMZ3zouD3rC1zrUkkWkuZlHyysMelbdjqdylqwErZHPb0rkrbWNPdmH2len91j/AErVttc0YW7Y1AbiCCPJk9PpT5JdhqpHqyS6neU5JP51my8k0kniPQ3HGoD/AL8v/hWfNr+lHO26J/7ZN/hTUJdgnVpvqi2DsOaa20scf/qrLOt2JP8Arj/3waT+2bHP/Hx/46f8KtQfYwdSPctXKboyPUVk6VH5VzdA9Mqf51rR3EV5b+ZC25c4zgjmqQURyTvg5wOK2W1jjla5JLPyWBIB6VVMpY9TVWS7jY48xcfWm/aYv+ei/nU8rOmMkla5oxyYwc1qWF6ySDBBx6jNc2LyMf8ALRas219AGGZkX65qJQZpGpFdT0A6nLLbqAwXAx8gC8enFZssjtklic981Ba6rpUduFk1O1DemWP/ALLUc2r6SM7dRgbP90P/APE1koS7HRKrBrdA+d3U0jMGTBzkVQl1iwzlbtD9A3+FRf2tZEf8fKj8D/hVqD7GEqke5fZRiue1qHKBx2rWh1KzkdY1uFZmOAMHr+VRX8QeMg9DWsNNzkq2b0E1yy+02XmoMyQ8/Ve/+NcnXeFwEwe/WuN1C2FrePGv3Dyv0rSLMCrRRRVAFFFFABRRRQA+KJ5pUijGXcgAe9d5bWqWVmlunRByfU9zXP8Ahe2Vrprp8HZ8qD3Pf8v510uj2Y1rxPJps+ozWqMkhi8uPcWdULBfQDg8n096iWrsNHN6+VGzP8Wf6Vz9XtQmkuBC0jluMjPbpVNhg1aWgMbRRRQIKKKKACiiigArX0S13O1yw4X5V+tZKKXdUUZLHArqJV+yaVGkJwVwMjue9TJjQ64GRXdyznyWxya5XW9L0+38O2+qabql7Or3X2XNzCsa3BCbneIddqnCnd6jvkDq4LcmLJ9qyq7I3ovcwZbZ57syKMDmsHW4Nvmo3Y109+32S5IHTqK4nVtSeW/uIzyuSKmnF30NKkkkRWxCK2B/DSWbDe6k9eR/KqhnKKcdxiqxdi2ckV0WOW4hGCRSUUUyQp8UTzSpEgyzHAFMrc8OW6m4a4fB2/Kv19fypN2A2oYFtLZIF6KMZ9T3NRRjErZ6cVe0G3stV8Urpmp31xawTPsSWOWKNY+5LGTjGM8DknA71QmglstZ1GzlE6/Z52iCXAAkUAkfNjjPrjj0qLdR3Ob1K0+yXjIB8jfMn0qnXR6xCLi13j70fI+neucq07oQUUUUwCiiigAoopyIZHVF6scCgDZ8P2ZeR7tx8qfKn17/AOfeti5wymo5F+xaPGkLFSmASO571oeIvDOqeH9A0m/vZJ1nvjJ5sLRkCAAIUDH+8ytnHbp1BqN2Mz5HbPWud1Uk3pz2AoopxApUUUVQgooooAKKKKAOh8PsUQgHq1XF1S40fX21C12efCzbd65HzKVPH0Y0UVH2mM567G0xAdAMVVf7xooq1sIbRRRQAUUUUAFFFFAD4TiZD/tCuiuWJ0/nn5hRRUS6AWde8VPr8FtDLpOmWpt1SOKS1SRSka5wgBcqF5ycDk816LHxF+AoorKt0N6PU5nXT/pJ9q4O/wD+QjcH/aNFFVSCsZ7MWPJpKKK3MAooopAFbmhEhTju1FFTLYaNGPXW0i6uo207Tr+KaQOY72DzAGTO0gggjqcjOD3Bqu2o3Wp6hd393KZLm5fzZXIxlj7Dp9KKKFsBFduwtZOe1c/RRTiIKKKKYBRRRQAVJB/x8R/7woooA6i5YnTuv8QqLUPEeq6lpdvpl5ezz21tI8qCSRmJZ8ZySecbePTJ9aKKhDP/2Q==", 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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": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "109965", "label": "putting a pair of glasses onto a metallic box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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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": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "35889b0e5d59284303d8ae447e2eb6806ddc0d485836a42e63475ac3f83145b2"} +{"episode": 86393, "episode_seed": 1841826984, "split": "train", "timestamp": "2025-10-13T03:47:58.682947", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1841826984, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile box upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "41040", "label": "pretending to turn mobile box upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "41040", "label": "pretending to turn mobile box upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f8b00b2c913cbae6e30c7e9a942af4b71637cd98a063b42ebf49bdff119a441a"} +{"episode": 86394, "episode_seed": 2136231667, "split": "train", "timestamp": "2025-10-13T03:48:00.745986", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2136231667, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "150461", "label": "uncovering pencil", "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": "150461", "label": "uncovering pencil", "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": "233c6cadb6046d263130f0b6dc9801fe73f8a08995b91dd11034a8c456b3196b"} +{"episode": 86395, "episode_seed": 3282960457, "split": "train", "timestamp": "2025-10-13T03:48:03.620983", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3282960457, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting plastic bottle on the edge of flat file so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "63600", "label": "putting plastic bottle on the edge of flat file so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "63600", "label": "putting plastic bottle on the edge of flat file so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "63600", "label": "putting plastic bottle on the edge of flat file so it is not supported and falls down", "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": "f4c96e350ed9148b7cc2daaae78cc77b344101cf3217189dc06bdb0d412ac2d2"} +{"episode": 86396, "episode_seed": 3647564117, "split": "train", "timestamp": "2025-10-13T03:48:06.780514", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3647564117, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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ngwxMa55QZOASO9begeMr/QIisEwwT5jK/KscdTWZf/D/AF6yO6OBrkdzEQ//ANf9KxbrzraSOC5ikheOMK6SRlT+R/nRfTUbXMzvPEfi6w8T6RE93Aft0bBI2jkwrL1ZsdvqK831GcSzWiLC0rLIzFHYgt0yCevPFON1bwxkWsoZwMhSvBPfvTGD38sW8eWSSSQBlhweD/XtWMmzJqxn3tzPb6tm5jj8yMKhRUChAOSB7jOKjS7ZrzaGCbySyAcAY6H8KuX2mRO7uGEhXG4u/wA3I447/wBaxijwXkQUoI2+YMDwR3//AFVndSKjZm9dT/abX7c6qEUBXAJ49h71e0vSL7UILctp1y0DELHcQyKCN54yp45Jx+NUlSKTT5SrBoX2o23kAdj9a7nwNCr31lZR3d0Y1KYQEBPl7HjJB4PWhT10NaVOM02+hnaLoMOgXzS6hHcptXCNNDt2ybuSCcjgdOeprsLLU7e38OGSZgTFGTh3689Px/qK9DNpuTBUMD1HasS88IaXc5ItPIkPVrc7P0HB/EV2qbSsYOCep5PqvimSeB7e0Jtk8x2K/wAZyx4JHtWRaS4ZdpO8jhcc9PWvQ9U+F8dy7SW95hyf+WkeCfqV/wAK5S68D69oshuvs5mt4gzM0Tq2AB1wcUnLqWoo1bH4i6tpbxrHeloyTiOUbh09T2rL8SaxaapePdW+nxRqAC20H73Vm56DJ6e2RXL/AGy2jXFwx2ZyAMHH/wBamf2gzSL9mc7TncrkA5+tYyb6ClEZcagUsXaJj+7ZBkjljuyf5Vm3uo/aZt4b5HGJAehyK6mOK1sNPhtn3b84Z2j3+aW+9tXHIXIznn9ay9Z8OGFo9T06c3EG7LCYAFZBklcD8OPfFefHEQcrPTsUqdihZ213EyvasXRBu2EYz3rf065uYLsTKskavIGIXjP5+nQ1W0bUIpo0AZjMHLyZI4PcY7c1uNKl2BOxKup9cEV1RpuerMvbOjNSsev+HvEFm9rb2spEbqgUMTkNiuoMQIwQDXgpuzBZKyMd0eDkdhkZr2jQ9TW90a3lMgMgjG73x3rqSsrEU6rnN3LrQKSPlxUJt1xwDzTp76OMRESK3mNtGCOTWdc68ttDcSvGx8hwrKvJOcc/TmmbHivxYMVp4yeNQUH2aM7YwBk81wAYBkKF8ZyRntXonxI0m98Q+KJ9QtgqRRolviTILMM52+oxzXCppV6kvkyMiEFgrsSoJHuR37VDNVF2LkM8qQpOsThZXZIT1HAG7jrVa7vJ7ee6ikSQxswILZA6AflxxXS2NmkWnaZOsSyTxqSqs+AGbHJPsM1FHHpOuo9tKZ8NuFrKZNqoeuSoJwBnnPAxivOq11CbTWi3J9mclaxNecHezp8gcDp7Z71t2mn6ikBj5khyG8wnO0jsSfw/Ks9F/sK7jWaRZ7TzTtZfu7+2SOvGPzrp7S9JgiUj91JluvT0FdEFz+hjVk4rmRt+CdSbTtVS4nG+GMMFG7HWvbNPvbbUYfMt5A2OqnqK+f4GS3kfDHaAQOen0re8IarqtvqPmRw3MlusnlCRFyucZ2k9PzrphFQjqKVedaouVHtjRewqFoFOPlqvbarBMFDyqkh4KFh1qtJrGIPNiKugl8v684zVJpq6NWmnZmf40jWLwVrL8gC0evmSSaORwNrnAzndmvorxfqNxd6DqulLbOHmQQo54B3jO76A8V4Re+E7yxm+W4SUh9nyKeeOT+B4pMuCuinpyySzpbxpmWZwFYnGOcnntxV6Y3l3YmW3gkba6siJyAqk8+/OPzqx4fsPJ1WCaaRSNjsVwQVbOOcjvmtG7vbey+z2jRQ+WC3lgPsVUHDbiP4u/Hb3rhxNRwaSWrBw6nH3FzJNeINjB2Pl7F6tntWnZ6NNNMj2zCKUHCAtwCPetHWNDs7gW1/psbWc8qgiBEIAPQMOwBJH+TVfQ743WLVIvLli3A8HJbgde9FGaqpOJnUjyrQ6i00R7SYSs6TMw/eZJAOeeK0MEQmJB8zDGBWLZ6xPFcPaTq3mIcEkY47Gug0CVJdYs2lxs85M56YyP8K7owitjglOpJKMnod94a8CQaXBHNqLR3d2Pm2kZjjJ56HqfeuqeLPUA1TOt2PmTI9yiPHyQzY49aZLqsDNbiF9zSNjoeMCmkkd93ZItGBSPu14D8XJVh8byoV3EW0WMnHY17RcapeQ208qQNKYZQvAwNpIBP4ZryDx9ocmv+ILnVJZxb/MsCxkZ3BeC2c8cY/GhlxWp5uMF0Kx4x8xBPWtiNLlobV41QNeSMqKBkqABnp06VWGiSxExyz7UG/axXdyOnAPf9M11cYhtNIsSbj7OUTy2dQA6ltpOM/SuXEz5INlOFzlNUiuNPllm8yJYpMLtDchhgYI9eD19qp6bAbkPwnlmTYCTySfT0rq9J10XV3LbXK26x3G5ZUYABV6cMxPXsD65rHvtPk0eUajYWziBZNrKSCQDznuBjgf/rrkp17y5J6Mlx00NTTPDiElhOVgxzGOpb1H4Gui0SM6dqQljV43HC4PAHqPesO0lnXTo9QXcVHzS4HHJ5NakWpl5I2C4BxXowpxsr7nFOrUg2k9Geu+GNebUriWxueZo13q+Ooz/wDXrpmQdjXkXhbU59P8USSzxuIpIAqfKTu4zXo0XiCxmKNGzGN1DbthAAPTNaXRtSU1BcxotH06VleIkCeGtUfA+W0lPH+6ajk1Cd7aSWBXUrPsCkdsgd/89Kx/E13qJsNRsTEginiWNGLc4fIYn3FBqtz5uM6yFUEaYxU1msrT+TGFVp22ZP8ADmtjU/CEFlKyQ3rO6MoO8hfqfpnpS6Pp0cOqW0rOztGz+Yu0EDA4IIPvyPaolsa8o7VbW9/tGFdQd0WR2MZgTc6kjGAoPBzimwX11Fp9uTbxTIj+WjGPlD/dPQnJHXNZsUuomZLyWExSRSiaM7wXLqMgk+nA4qu+q3ks+998jI/DN/e6kDsK8r2EkknbQJaGq6Rwa7JLELcedglYnDAMcZBx0PWuivrMpqEKQI2JYVk2jnJPHH6Vz2oW7zW8RkMUW1QMoc8dQMbRyOme9aVlqsmo6ZDbRHbqentuhYjLMnt79D+Fd1HnUIt7CnThUTj1OhttEvDJDDcW7eXIwEmTgbSRkE9K67T7W000C3vricyR27RkE5+83GccZA5xXn1prniC8uY47u4ZmjYDDR48s9QcYGD7n8DXQR+dLcySyEu7DLM3c1cpSUlcujRp8jUDr31aygut8IecCXKRFQoUDjg//WqKTxFcSWl2qRLH5pOfbjFYUcJV1buTk1OsIYEE9WzR7RstUEjF1RL2/SUG53bnyR5YHP1Fc7PpN6ZAWYNg5wGIz6/pXXXCbbqTB4z0p7Rny/3gxxn1JpqTNfZxscrqlmXsUSO9S1SLGS5A3ELgfj1rntPhnT7Pd2kdzESzxSXCuChYHOBj7oAYZz1rU8VreyTWQtfJjO5vnJ5GNuCPfvXMXb3FnEscbAKXLAbjgsTgsR0zwPauKpSbbd9znkramxLNPeWF1DdyxcN+72xl8sp52kDge54FamgFbvQ76IoryQxBo1AywIPJFYWjvdmOYvIqxkEAOpKv2IOGHHf64ostQOh6kt5asZdpxJz1HpitcPSnytQQk4ac5vxXdjZh2uxJJIMFEC/Ln1Y/0rs7fVmuNMP2RGs4yoK7Ix8x7nsPxrim0+S7t3vLJy1g53bSqsYieSMdeOfXitu2gf7HGjjLKgUc547fpW80pLmJw/PTl7JL5naRX+l29iIkE5kOwPKGG5iOTz9TilbxDP5KxwxKsfm7txPzH61gQwFlAc8ACrKxjYqk8Bs0lUfQ39it2x+t6hd38rF7h0BKgiPHXk1yN7o9xNNJIJyxc5JZRk11V3Gv2V8DlmFVYonPIHA9eKak7mkYRS2ObsNOayMjyAc8KQT681gT2MD6tDa28q6h9pZ4lErtGokOejd8ZB+uM13d6CjALjceu7jP0rzNbS4WIzSXKSyfMVIXhR7eh68+1YVoOTTuYzirmhG97BDbJHdGNmbLR78leM7uOg9qWSUWuvC5dplWUqzNLH5ZIOOcZPBx+tYNoLue4CQMCQ2VVeigd8ela+p/Z1RRJOXKgBQwVT68kAZ5z15qKFF+0tEzUkld7HR63A8WuvPnMVxGkkT+q4wfxyK0NDlMd1bu3RZVJz7VjaDet4gsU0t3RdStGJt3eQoGU9RkA+gPTtWlpt3c2upLZ3dqPN5ywZccYPYd/Wu+kmotPocuJpylU5obPY7m31iyOo3E88ActGsS/ON23dk9M47VN/b6i6aS1hAkaUud7Fh6dO3FczbwESOV+VT2q+kSoytnnqTWXtGegsOluaEus3s1pPG8wXzHOdvByfSuXvrJ71XDXExJfJDvkE+uDW9Gid/72aoyRlrqQopOW7UuZsuNOKOWl8PSiQFn3Ec/MtO1h9Pjt0jvLeWU7v3aKcDgAZLdsV1UkZSBi3IAPC9K4Txdbx3TWQuJ3VAZP9WcZ5HUVNaPPHlbJnFGZbmF7aFpbuJVguJIliaP5iuAdwYfe5zyemKkgiWWC7VN04fOA820hRyM4yWPt7Vk6nCFCJE7gOcYDcAZ6f8A1qv6fZGzhaa58wCRcxgMylfRuD1I+vWuX2V5aGGzNnw2RqGnalpSPi6eH91nocc4/Gi0ZzscqyopHLDGTnpXODUJLPU4p7BWjmRwVQLy/wCNdPNpsF9ajWbW6fY0jNNZuABGw5YKfxJwe3rivRjTlCVpdTKslWgnHp+R1lrrUn9nNDLHazopIjZiVkTHTBAOfxxW+PEpnsUSe1RidgO/k4GcA49zmuTtI4pbVDAQY2HyH29PrWtDAqgbjnAFZylyyZ00oc1OPMaUmsXksIAlCReZkIB0P9fzqhq80l8zNPI8mCAfmIHr2qRVUAL6HNF2FNqwwMkilztmipxTOZutDW4dmSVxn/az+pqC00o2LyORu3DABXntXRxQPweF9CeSar3wKvGASpP8R5zzTu7FTSsec2ENzdSNbIqllGTuYADP9TxU+maRLbX24xJcfIZPlfDBe/0YY71kWurLbB57p3BlR0Kxk8jGMH17fl7VtaTLvu5Lt4iySIOAeZAD2z7YFcs41Lu2xySfUpalFIb37G6OJCcKhHzDPQfWnPbNpdqksTn7UG3BieSR/TtTnt2k1p7p9+Q/mIwGBjH/ANbFXhaf2o7yyB12t2Hc9QPTp+tenCvBQtLsc6hUlU93c09N1Y6rqEU3lSRSiNhKNwKMTjpxnrk4/KuqhOB6GuY0+zS0ljKqQM44rpo/ujnJrinUUnpsetCk4/Fuy4pU980pYKpIP51V80Z29WHYdKdtZo2JP59AKlSL5CeCCSWTeNyqx+9tyP8A61NvX8iFxGNxwfvZAre0iCOS1jJcYA6EYyK5a6mn1LxbqGkNqs9rb5l8lY1DAlU3BfYcHk1vFaXOecknqcT4mkLx20qBkZS+5SOmcd6o3OlB7eOee7iRhH5gyOBnkA+x7EVmX2oXd1JbCa4d1bJIOM9B0otr86kDaQwBFSPa7MOOSfy5b86wqRnJrlMZ22Nu9t5INISQtAURV5RgCc9FK+3tWfpthFdAX0gUoGKqT6j1rS1JXn02O3xjBDZLYLY65/z1zVe2iaK2S2hQbWOSueAc/wD1v1rpwtVwjyvuclSMpDLLVrmxvZvs4SW3lIJicZBYdD7H6V2ujqVsIFI4CjjOcViQ6TBDKcIQ3qxya37DCQqrDbjge9RWrxm/dR6dGhKEVzM1UYY71KCp6fpVPzQnf/gI6mnht5AHA9Kw5jfkJWDTuIlGT1x0q0LRoogSkrSdNuM4pumIv9pYOc7ecdhV3xXdPpfhxpbOcxziVAGUc4J5HNbU9dTGo+XQ5XUppBdhZIz5YH8IwV69q4OwtUle5Se5ESRLuyecjpkj0HfHI611fiiQjSYtUtdZv5t1x9mzcRKizkJuZ48c7VJCnd6j3A85GpSadACYjI8gIJk9Tkfhx296mqpSTS3OeUo2ujp9NsoI7m4S1uuI0BZJUyu4/wAJxnI7isy5gE2tf2cJUbLlC/OCR16+/FammCe2aS5kdRIV5aT7owSeemT81VFtlS7knG07iXVs5Iz2J/z0p4ZypSdzmqJtDbvbpn2b7A/k3ET71YdiDXR6PdXGq6j9suIo42EQRRGMA+pxVG1sVu0eadUdt2Qc/r+JrZtIjBIhjTI7/Sta+ITdktTqwuHly3k9DfjG0cmp1dR2xVNZV2A5wPU04TZ4HQfxetcvMdvIWXkCKTU1tYvJiRwdjc/K3NUmVPJLMeD6dTXWaYkYtI5GVgQvHcVpDVmc/dRzWppcw2rskTIuMAkZB9q8+8TsjwWxlHlyqG6njJI6V3FzqUmo+L7vSLzVrq1spJtkbxyRIsY4JJLjGMZ9ycCvNdbs72XXXtpGmJs7h4wl0yhx82MEDjdgc9v0rSSb0OeUlbzJ5RYLpsbmzeRjEWbJwS3fv1B5BHBB9am1GO3t9CSRDKM7dq7gVLn7zfXGPzrBsIb2fVZrK+Yp5I2iJjt5zyM9uCa3roCZPspdz5fXBwqkZAxnjnH5Vz06UoSUr9TmnrsVNIjiFh9skQmUsVKkcgdvzqKxkvhPcC0lliE/EiqcLj3q3CqyOkPmFR/Fjvzn/CugS2TflQu31AxXbUxLjGzRWFw3PJu5qaTGI7KEA8KoGK1Vf0FZlkCkaqcN9O1WfPA+7yffpXFz31PTVNLRF3zBjnge9Cq11N5SEZxnJqujb3Abr1q/pPltqRUKGO3J5/lTTFJWVyZbCRIfkh3yE8kPxXO6obmK9USoWQDlDgEfQ11Xiy/m0rw80llNLbzeagDL1wTzXBeL7bX9N07S9Rv767M13vEkTJgQ42lQTj7xDZx/9euh3S0ObmTdpHE6jplo/hs3Yi2SJciIBDxgg9vwFadvIz6TkYR87d6cEgAj+VFFLozlI5m2u0S8bRnd1JrU0eRmjwTkY796KKuskqTsVhtaqNZGKzKF4FacgEbMi9B+tFFeej13uNViq1YnJTfGCdqnFFFadCZbnR6TM62SJkFenIrzrWdSn0vxXfXtts82OV9u5cjldp4+hNFFdUfhOGrucrpwH2mOMgMpZQQwByKlv7ePRdZuZLJdm6T7p5UD0x+NFFKPQxnuyRJWkYTHAkk6kdvoDwOtJkxXSlScn1ooroSSWhh9o6yNf3S8n0zV2H5IoyOp7nt9KKK8pbnuvYceoqZXIUHuSee4oorREsu6ST9vLAkEY5FP8bSs3holjnEyfzoorelsc1c888SeI31lYIpNMsIDCipHJbo6lUGcIAWIA5zwOvNI1jBfeG5WuE3tBNlGPX6E+nPSiiqfU5exmwTyyxeTK5kiUnajcgVZmG6DLEt7E8D6CiiuiCOaW5raEN9rvYnO4j8q240UZfqQeh6UUV5tb+Iz2aH8NFjcWBJPtRGSMn0GcetFFCNHsO3F1Ge+K62xZlgRFYhcetFFbU9zCrseb69rLaXrurxmxsb2KSfcY7uHeAVHBGCCOvIzg9wawre5m1e9vL69cyXM0gld8Y+Y5PHYUUVo9zjezNDxjaRRWeiXSj99eQGSY+pDYH6VjwkkYPIA4B/GiitafU56myLml26XcxlmLEq2ABwK6iKNCuMDABOKKK5MT8Z6WDXuDo3YttzhfQdKnfhuKKKxidQ5nZJDGD8oPStLR/8Aj5du46GiitY7mUvhHeNWJ8LM245E8ff3NeZ6xr2pX1nBp11dyy29uzSoHkZiWbGc5PONvHpk+tFFdEtjjfxH/9k=", "info": {"video_id": "1185", "label": "pretending to throw plate", "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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ngwxMa55QZOASO9begeMr/QIisEwwT5jK/KscdTWZf/D/AF6yO6OBrkdzEQ//ANf9KxbrzraSOC5ikheOMK6SRlT+R/nRfTUbXMzvPEfi6w8T6RE93Aft0bBI2jkwrL1ZsdvqK831GcSzWiLC0rLIzFHYgt0yCevPFON1bwxkWsoZwMhSvBPfvTGD38sW8eWSSSQBlhweD/XtWMmzJqxn3tzPb6tm5jj8yMKhRUChAOSB7jOKjS7ZrzaGCbySyAcAY6H8KuX2mRO7uGEhXG4u/wA3I447/wBaxijwXkQUoI2+YMDwR3//AFVndSKjZm9dT/abX7c6qEUBXAJ49h71e0vSL7UILctp1y0DELHcQyKCN54yp45Jx+NUlSKTT5SrBoX2o23kAdj9a7nwNCr31lZR3d0Y1KYQEBPl7HjJB4PWhT10NaVOM02+hnaLoMOgXzS6hHcptXCNNDt2ybuSCcjgdOeprsLLU7e38OGSZgTFGTh3689Px/qK9DNpuTBUMD1HasS88IaXc5ItPIkPVrc7P0HB/EV2qbSsYOCep5PqvimSeB7e0Jtk8x2K/wAZyx4JHtWRaS4ZdpO8jhcc9PWvQ9U+F8dy7SW95hyf+WkeCfqV/wAK5S68D69oshuvs5mt4gzM0Tq2AB1wcUnLqWoo1bH4i6tpbxrHeloyTiOUbh09T2rL8SaxaapePdW+nxRqAC20H73Vm56DJ6e2RXL/AGy2jXFwx2ZyAMHH/wBamf2gzSL9mc7TncrkA5+tYyb6ClEZcagUsXaJj+7ZBkjljuyf5Vm3uo/aZt4b5HGJAehyK6mOK1sNPhtn3b84Z2j3+aW+9tXHIXIznn9ay9Z8OGFo9T06c3EG7LCYAFZBklcD8OPfFefHEQcrPTsUqdihZ213EyvasXRBu2EYz3rf065uYLsTKskavIGIXjP5+nQ1W0bUIpo0AZjMHLyZI4PcY7c1uNKl2BOxKup9cEV1RpuerMvbOjNSsev+HvEFm9rb2spEbqgUMTkNiuoMQIwQDXgpuzBZKyMd0eDkdhkZr2jQ9TW90a3lMgMgjG73x3rqSsrEU6rnN3LrQKSPlxUJt1xwDzTp76OMRESK3mNtGCOTWdc68ttDcSvGx8hwrKvJOcc/TmmbHivxYMVp4yeNQUH2aM7YwBk81wAYBkKF8ZyRntXonxI0m98Q+KJ9QtgqRRolviTILMM52+oxzXCppV6kvkyMiEFgrsSoJHuR37VDNVF2LkM8qQpOsThZXZIT1HAG7jrVa7vJ7ee6ikSQxswILZA6AflxxXS2NmkWnaZOsSyTxqSqs+AGbHJPsM1FHHpOuo9tKZ8NuFrKZNqoeuSoJwBnnPAxivOq11CbTWi3J9mclaxNecHezp8gcDp7Z71t2mn6ikBj5khyG8wnO0jsSfw/Ks9F/sK7jWaRZ7TzTtZfu7+2SOvGPzrp7S9JgiUj91JluvT0FdEFz+hjVk4rmRt+CdSbTtVS4nG+GMMFG7HWvbNPvbbUYfMt5A2OqnqK+f4GS3kfDHaAQOen0re8IarqtvqPmRw3MlusnlCRFyucZ2k9PzrphFQjqKVedaouVHtjRewqFoFOPlqvbarBMFDyqkh4KFh1qtJrGIPNiKugl8v684zVJpq6NWmnZmf40jWLwVrL8gC0evmSSaORwNrnAzndmvorxfqNxd6DqulLbOHmQQo54B3jO76A8V4Re+E7yxm+W4SUh9nyKeeOT+B4pMuCuinpyySzpbxpmWZwFYnGOcnntxV6Y3l3YmW3gkba6siJyAqk8+/OPzqx4fsPJ1WCaaRSNjsVwQVbOOcjvmtG7vbey+z2jRQ+WC3lgPsVUHDbiP4u/Hb3rhxNRwaSWrBw6nH3FzJNeINjB2Pl7F6tntWnZ6NNNMj2zCKUHCAtwCPetHWNDs7gW1/psbWc8qgiBEIAPQMOwBJH+TVfQ743WLVIvLli3A8HJbgde9FGaqpOJnUjyrQ6i00R7SYSs6TMw/eZJAOeeK0MEQmJB8zDGBWLZ6xPFcPaTq3mIcEkY47Gug0CVJdYs2lxs85M56YyP8K7owitjglOpJKMnod94a8CQaXBHNqLR3d2Pm2kZjjJ56HqfeuqeLPUA1TOt2PmTI9yiPHyQzY49aZLqsDNbiF9zSNjoeMCmkkd93ZItGBSPu14D8XJVh8byoV3EW0WMnHY17RcapeQ208qQNKYZQvAwNpIBP4ZryDx9ocmv+ILnVJZxb/MsCxkZ3BeC2c8cY/GhlxWp5uMF0Kx4x8xBPWtiNLlobV41QNeSMqKBkqABnp06VWGiSxExyz7UG/axXdyOnAPf9M11cYhtNIsSbj7OUTy2dQA6ltpOM/SuXEz5INlOFzlNUiuNPllm8yJYpMLtDchhgYI9eD19qp6bAbkPwnlmTYCTySfT0rq9J10XV3LbXK26x3G5ZUYABV6cMxPXsD65rHvtPk0eUajYWziBZNrKSCQDznuBjgf/rrkp17y5J6Mlx00NTTPDiElhOVgxzGOpb1H4Gui0SM6dqQljV43HC4PAHqPesO0lnXTo9QXcVHzS4HHJ5NakWpl5I2C4BxXowpxsr7nFOrUg2k9Geu+GNebUriWxueZo13q+Ooz/wDXrpmQdjXkXhbU59P8USSzxuIpIAqfKTu4zXo0XiCxmKNGzGN1DbthAAPTNaXRtSU1BcxotH06VleIkCeGtUfA+W0lPH+6ajk1Cd7aSWBXUrPsCkdsgd/89Kx/E13qJsNRsTEginiWNGLc4fIYn3FBqtz5uM6yFUEaYxU1msrT+TGFVp22ZP8ADmtjU/CEFlKyQ3rO6MoO8hfqfpnpS6Pp0cOqW0rOztGz+Yu0EDA4IIPvyPaolsa8o7VbW9/tGFdQd0WR2MZgTc6kjGAoPBzimwX11Fp9uTbxTIj+WjGPlD/dPQnJHXNZsUuomZLyWExSRSiaM7wXLqMgk+nA4qu+q3ks+998jI/DN/e6kDsK8r2EkknbQJaGq6Rwa7JLELcedglYnDAMcZBx0PWuivrMpqEKQI2JYVk2jnJPHH6Vz2oW7zW8RkMUW1QMoc8dQMbRyOme9aVlqsmo6ZDbRHbqentuhYjLMnt79D+Fd1HnUIt7CnThUTj1OhttEvDJDDcW7eXIwEmTgbSRkE9K67T7W000C3vricyR27RkE5+83GccZA5xXn1prniC8uY47u4ZmjYDDR48s9QcYGD7n8DXQR+dLcySyEu7DLM3c1cpSUlcujRp8jUDr31aygut8IecCXKRFQoUDjg//WqKTxFcSWl2qRLH5pOfbjFYUcJV1buTk1OsIYEE9WzR7RstUEjF1RL2/SUG53bnyR5YHP1Fc7PpN6ZAWYNg5wGIz6/pXXXCbbqTB4z0p7Rny/3gxxn1JpqTNfZxscrqlmXsUSO9S1SLGS5A3ELgfj1rntPhnT7Pd2kdzESzxSXCuChYHOBj7oAYZz1rU8VreyTWQtfJjO5vnJ5GNuCPfvXMXb3FnEscbAKXLAbjgsTgsR0zwPauKpSbbd9znkramxLNPeWF1DdyxcN+72xl8sp52kDge54FamgFbvQ76IoryQxBo1AywIPJFYWjvdmOYvIqxkEAOpKv2IOGHHf64ostQOh6kt5asZdpxJz1HpitcPSnytQQk4ac5vxXdjZh2uxJJIMFEC/Ln1Y/0rs7fVmuNMP2RGs4yoK7Ix8x7nsPxrim0+S7t3vLJy1g53bSqsYieSMdeOfXitu2gf7HGjjLKgUc547fpW80pLmJw/PTl7JL5naRX+l29iIkE5kOwPKGG5iOTz9TilbxDP5KxwxKsfm7txPzH61gQwFlAc8ACrKxjYqk8Bs0lUfQ39it2x+t6hd38rF7h0BKgiPHXk1yN7o9xNNJIJyxc5JZRk11V3Gv2V8DlmFVYonPIHA9eKak7mkYRS2ObsNOayMjyAc8KQT681gT2MD6tDa28q6h9pZ4lErtGokOejd8ZB+uM13d6CjALjceu7jP0rzNbS4WIzSXKSyfMVIXhR7eh68+1YVoOTTuYzirmhG97BDbJHdGNmbLR78leM7uOg9qWSUWuvC5dplWUqzNLH5ZIOOcZPBx+tYNoLue4CQMCQ2VVeigd8ela+p/Z1RRJOXKgBQwVT68kAZ5z15qKFF+0tEzUkld7HR63A8WuvPnMVxGkkT+q4wfxyK0NDlMd1bu3RZVJz7VjaDet4gsU0t3RdStGJt3eQoGU9RkA+gPTtWlpt3c2upLZ3dqPN5ywZccYPYd/Wu+kmotPocuJpylU5obPY7m31iyOo3E88ActGsS/ON23dk9M47VN/b6i6aS1hAkaUud7Fh6dO3FczbwESOV+VT2q+kSoytnnqTWXtGegsOluaEus3s1pPG8wXzHOdvByfSuXvrJ71XDXExJfJDvkE+uDW9Gid/72aoyRlrqQopOW7UuZsuNOKOWl8PSiQFn3Ec/MtO1h9Pjt0jvLeWU7v3aKcDgAZLdsV1UkZSBi3IAPC9K4Txdbx3TWQuJ3VAZP9WcZ5HUVNaPPHlbJnFGZbmF7aFpbuJVguJIliaP5iuAdwYfe5zyemKkgiWWC7VN04fOA820hRyM4yWPt7Vk6nCFCJE7gOcYDcAZ6f8A1qv6fZGzhaa58wCRcxgMylfRuD1I+vWuX2V5aGGzNnw2RqGnalpSPi6eH91nocc4/Gi0ZzscqyopHLDGTnpXODUJLPU4p7BWjmRwVQLy/wCNdPNpsF9ajWbW6fY0jNNZuABGw5YKfxJwe3rivRjTlCVpdTKslWgnHp+R1lrrUn9nNDLHazopIjZiVkTHTBAOfxxW+PEpnsUSe1RidgO/k4GcA49zmuTtI4pbVDAQY2HyH29PrWtDAqgbjnAFZylyyZ00oc1OPMaUmsXksIAlCReZkIB0P9fzqhq80l8zNPI8mCAfmIHr2qRVUAL6HNF2FNqwwMkilztmipxTOZutDW4dmSVxn/az+pqC00o2LyORu3DABXntXRxQPweF9CeSar3wKvGASpP8R5zzTu7FTSsec2ENzdSNbIqllGTuYADP9TxU+maRLbX24xJcfIZPlfDBe/0YY71kWurLbB57p3BlR0Kxk8jGMH17fl7VtaTLvu5Lt4iySIOAeZAD2z7YFcs41Lu2xySfUpalFIb37G6OJCcKhHzDPQfWnPbNpdqksTn7UG3BieSR/TtTnt2k1p7p9+Q/mIwGBjH/ANbFXhaf2o7yyB12t2Hc9QPTp+tenCvBQtLsc6hUlU93c09N1Y6rqEU3lSRSiNhKNwKMTjpxnrk4/KuqhOB6GuY0+zS0ljKqQM44rpo/ujnJrinUUnpsetCk4/Fuy4pU980pYKpIP51V80Z29WHYdKdtZo2JP59AKlSL5CeCCSWTeNyqx+9tyP8A61NvX8iFxGNxwfvZAre0iCOS1jJcYA6EYyK5a6mn1LxbqGkNqs9rb5l8lY1DAlU3BfYcHk1vFaXOecknqcT4mkLx20qBkZS+5SOmcd6o3OlB7eOee7iRhH5gyOBnkA+x7EVmX2oXd1JbCa4d1bJIOM9B0otr86kDaQwBFSPa7MOOSfy5b86wqRnJrlMZ22Nu9t5INISQtAURV5RgCc9FK+3tWfpthFdAX0gUoGKqT6j1rS1JXn02O3xjBDZLYLY65/z1zVe2iaK2S2hQbWOSueAc/wD1v1rpwtVwjyvuclSMpDLLVrmxvZvs4SW3lIJicZBYdD7H6V2ujqVsIFI4CjjOcViQ6TBDKcIQ3qxya37DCQqrDbjge9RWrxm/dR6dGhKEVzM1UYY71KCp6fpVPzQnf/gI6mnht5AHA9Kw5jfkJWDTuIlGT1x0q0LRoogSkrSdNuM4pumIv9pYOc7ecdhV3xXdPpfhxpbOcxziVAGUc4J5HNbU9dTGo+XQ5XUppBdhZIz5YH8IwV69q4OwtUle5Se5ESRLuyecjpkj0HfHI611fiiQjSYtUtdZv5t1x9mzcRKizkJuZ48c7VJCnd6j3A85GpSadACYjI8gIJk9Tkfhx296mqpSTS3OeUo2ujp9NsoI7m4S1uuI0BZJUyu4/wAJxnI7isy5gE2tf2cJUbLlC/OCR16+/FammCe2aS5kdRIV5aT7owSeemT81VFtlS7knG07iXVs5Iz2J/z0p4ZypSdzmqJtDbvbpn2b7A/k3ET71YdiDXR6PdXGq6j9suIo42EQRRGMA+pxVG1sVu0eadUdt2Qc/r+JrZtIjBIhjTI7/Sta+ITdktTqwuHly3k9DfjG0cmp1dR2xVNZV2A5wPU04TZ4HQfxetcvMdvIWXkCKTU1tYvJiRwdjc/K3NUmVPJLMeD6dTXWaYkYtI5GVgQvHcVpDVmc/dRzWppcw2rskTIuMAkZB9q8+8TsjwWxlHlyqG6njJI6V3FzqUmo+L7vSLzVrq1spJtkbxyRIsY4JJLjGMZ9ycCvNdbs72XXXtpGmJs7h4wl0yhx82MEDjdgc9v0rSSb0OeUlbzJ5RYLpsbmzeRjEWbJwS3fv1B5BHBB9am1GO3t9CSRDKM7dq7gVLn7zfXGPzrBsIb2fVZrK+Yp5I2iJjt5zyM9uCa3roCZPspdz5fXBwqkZAxnjnH5Vz06UoSUr9TmnrsVNIjiFh9skQmUsVKkcgdvzqKxkvhPcC0lliE/EiqcLj3q3CqyOkPmFR/Fjvzn/CugS2TflQu31AxXbUxLjGzRWFw3PJu5qaTGI7KEA8KoGK1Vf0FZlkCkaqcN9O1WfPA+7yffpXFz31PTVNLRF3zBjnge9Cq11N5SEZxnJqujb3Abr1q/pPltqRUKGO3J5/lTTFJWVyZbCRIfkh3yE8kPxXO6obmK9USoWQDlDgEfQ11Xiy/m0rw80llNLbzeagDL1wTzXBeL7bX9N07S9Rv767M13vEkTJgQ42lQTj7xDZx/9euh3S0ObmTdpHE6jplo/hs3Yi2SJciIBDxgg9vwFadvIz6TkYR87d6cEgAj+VFFLozlI5m2u0S8bRnd1JrU0eRmjwTkY796KKuskqTsVhtaqNZGKzKF4FacgEbMi9B+tFFeej13uNViq1YnJTfGCdqnFFFadCZbnR6TM62SJkFenIrzrWdSn0vxXfXtts82OV9u5cjldp4+hNFFdUfhOGrucrpwH2mOMgMpZQQwByKlv7ePRdZuZLJdm6T7p5UD0x+NFFKPQxnuyRJWkYTHAkk6kdvoDwOtJkxXSlScn1ooroSSWhh9o6yNf3S8n0zV2H5IoyOp7nt9KKK8pbnuvYceoqZXIUHuSee4oorREsu6ST9vLAkEY5FP8bSs3holjnEyfzoorelsc1c888SeI31lYIpNMsIDCipHJbo6lUGcIAWIA5zwOvNI1jBfeG5WuE3tBNlGPX6E+nPSiiqfU5exmwTyyxeTK5kiUnajcgVZmG6DLEt7E8D6CiiuiCOaW5raEN9rvYnO4j8q240UZfqQeh6UUV5tb+Iz2aH8NFjcWBJPtRGSMn0GcetFFCNHsO3F1Ge+K62xZlgRFYhcetFFbU9zCrseb69rLaXrurxmxsb2KSfcY7uHeAVHBGCCOvIzg9wawre5m1e9vL69cyXM0gld8Y+Y5PHYUUVo9zjezNDxjaRRWeiXSj99eQGSY+pDYH6VjwkkYPIA4B/GiitafU56myLml26XcxlmLEq2ABwK6iKNCuMDABOKKK5MT8Z6WDXuDo3YttzhfQdKnfhuKKKxidQ5nZJDGD8oPStLR/8Aj5du46GiitY7mUvhHeNWJ8LM245E8ff3NeZ6xr2pX1nBp11dyy29uzSoHkZiWbGc5PONvHpk+tFFdEtjjfxH/9k=", "info": {"video_id": "1185", "label": "pretending to throw plate", "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": "ca16e3d6f1a3276ad074b6aabbdb1da2e7921ea89e78f063a4a6e2643e5098e4"} +{"episode": 86397, "episode_seed": 62369363, "split": "train", "timestamp": "2025-10-13T03:48:08.355772", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 62369363, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing soap dab 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "172559", "label": "pushing soap dab so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "172559", "label": "pushing soap dab so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "172559", "label": "pushing soap dab so that it falls off the table", "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": "bbea12807ce7e9bffb5a58d9040b7bf743d709bac1865cded0e3c04802fde1f0"} +{"episode": 86398, "episode_seed": 870674791, "split": "train", "timestamp": "2025-10-13T03:48:11.075255", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 870674791, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into a 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "88740", "label": "pouring water into a glass", "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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eyLmGxTeM/wDPRuF/Lk/hXXT+FHHU+JntAMrKDOweYgb2AwGbHJ/OmnNSY4pCuaozKtwD5LFRkjkfWqyMzyEkfL9etXbmN3tpFiOJCPl+tZ8cjiQCaKbjrg4pDJWlijG1c4HQGq0su5GGRggjFWrsRTAGCLyhjlcVUEGOoJoKPONX0p47h0BLBVLe7Lnr9R0P4GuektVTJVmPp2r1u+sfPT5AFkXlGI6H39j0Nef61ZCGRpokKqTh4z1jbuK5Zx5X5HXCfMvM5WZpUkP3jnv6VmKpyTk1u3CsBkCsZR1zWtHqY1uh3nww0g3+vtfuMw2KbhnvI3C/kNx/KvYiK5vwFo/9j+FLZZF2z3P+kS56jd90fguP1rqMZrVmBCRVa5IWRATjINXStVbu1+0qu1yjpkg0AQeaACAdzdlXkmkk81Vyy7M9j1oSG6gAKSoHBPzheelIwuGGHm3fUUFIydUiW9tHgfJB9OoPYj3FcBf6S8SyO0Wdr4kUdvRh/snr7civTnhPcj8qytSsC6GWNA8iggoeki91/wAPesqkb6rc1pz5dHseVywAD5QB/Ose7Rw6hugzg11ep2hgkDxBvIk5QkdPaud1FCrxk+9Z0viRpV+Fl7whpB1vxFZ2JB8ot5kx/wCma8n8+n419B7cDgAD0Fed/CjRvs+m3OryL89y3lRE/wBxTyfxb/0GvRx0rqZyERFRT4SEsxwBjk/WrJFRSxrLE0bfdYYNSBRMqI3zNjmnGO427mjMa9s9T+FIthJCWCXLEEEfMM4pGinP37mRj7mmNFOdzgjnNcTqmhk3DbIwoYExem7qUP16j8RXetCe7VTurNJ4mjkyVYYOOo9x71nOPMrGkJ8rPJZrfYzDYEboRis2aF1kypGO+a7TXdOmZ5G2fv4gN5HAkXsw/r71ys8TFc1zLszpfc6j4V6OLrW59TkXMdmm1Cf+ejcfoufzFewCue8EaMdF8KWkTptnmH2ibPXc3QfguBXRCu48/qOA4pMU4dKMUDIZIUbbuRT7kUwoFGAAPwqyw6fSoyKQyq61WkWrziq8gFIpHP6tYCcCZUDyICCv99T1H17j3rz/AFfTGspFkRc28w3Rt/SvVJRXnF1HNqvi+90SbU57azd5GhSNN2JAm4AegOCSfb3rOdPmd0bQqWVmcXfxlXU8Y57V7R8PdH/srwpA0ibZ7w/aJM9cH7o/75x+dePeGtMute8RWumzu7h3Bcn+FOrH8hX0UFCgKoAUDAA7D0rSGkbGVR3kPFGKBTqpmYwjJphBLGpgORTSOTUjKrJULLVxhUDigZSkWuf1iwRlkn2gqyhZhjqo6N9R/KulkrmPGF1cWOgvPaytFKJUXcvXBPIpSipKzKjJxd0cLq2my6fctDJgofmRh0ZexFZnhTRv7c8SWdkRmEvvm/65ry359PxrZ1+FX8PW9xbazfzr9oNvF9pjVFlITcxixztU8Yb1HuB0/wAKdH8mwu9XkX5p28iI/wCyvLH8WwP+A1NOLjdMqpNSR6KPpj2HanU0U4VoZCYppHX6VLimkcGkBARxULLVojiomFAyo681WlWrriq0o4oGcvqelxTOUc7YZyQT2SQ9D9D396881XSroavb6aEJuXk8pR6kkAV132x73xpdaRe6pd21pJKY0McsaLGMDO4uMYxnjrnFTeDdOvL3xrdy6i9xJ/Y+6OL7TjfliVXdjjIAOe2cVHs7S5kXz3jZnoWm2EWmadbWEH+qt4xGvvjqfxOT+NXBTQMU8VoZBTSORT8UY5FICBhyaiZasHPao2FAyq65qvIlXWFVpO9AGJqVn56b0A85Pu/7Q7qfrXD6/pKWpF1bAtbTE445Ru6n3rrPF93cWOhPPazNFKJUG9euCea5LxBaa7o2jWN3fXt1jUWc3ELJxCQF2EnH3iGyR/gaznT5tUawqW0Z7hKBUIoorY5x60vaiigaFYcj6VGaKKkZE9VZTg0UUFIqSdK8p1i9l03xlfXcG3zI5nC7hkfMu0/oxoopxG9je+EdpDJd39267poYVhRj/dLHP4/KK9PbrRRQiZbiinCiigQ7+IUw0UUgGP0qu9FFAyrJ1rlPHX/ItOf+m0f8zRRQtx9Dhda1063aRxS6dY25gRVie3V1KKoOFALEAZ54HWvatEtIbHw9p1vAuI0tkx7kqCT+ZNFFUyS4KcKKKQiSg/dNFFIZGRUTUUUDIHqrJ0NFFDGjyvWdVOm+JdVQ2Vldxyz7il1DvAZRwQQQR16Zwe4Ndd8NbqbULnXLy5ffPO0ckjYxkndRRVdCTvD1oooqQHCnDrRRQAw1E1FFAyJ+lU5O9FFAHK+Of+Rbc/8ATaP+ZrgbnWb+/wBPi0+6uZZreF2kUSSMxJbGc5POMcemT60UVSEf/9k=", 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", "info": {"video_id": "88740", "label": "pouring water into a glass", "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": "0e63d5d28d71a29cb1679332f0fe0edc4a3a4e1e4b8ae24670b768c131be2f3b"} +{"episode": 86399, "episode_seed": 801878988, "split": "train", "timestamp": "2025-10-13T03:48:13.395183", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 905, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 801878988, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put keys into plant'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "101163", "label": "pretending to put keys into plant", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "101163", "label": "pretending to put keys into plant", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "101163", "label": "pretending to put keys into plant", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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7mTAUnBz9KUwOBk9e9aVtHsjX2/nS7AS3oeDWjkZKmralAZA5wB2xQwBGD0qWSLBIPUGo+h5q1qZS0OsbCFs8tUWV2M3Qgc04qR14pY8Fiu0bSMVxQVpHoN+6Yl3dkxshGHU5FWrS5+02mGPzLTr7TvtMgKjHrUmnaO0cd3cFiojCKq/3izY/kD+VdWjRhdpkkXbPHapXiDRk+tKYPLO04xjipIf4QQMA8g96g0Ke3y1APvmoJCHB2/WrV1GxkLKpPBJwPzqtwQTwc8k+tUkZyZRlXeRntxVeRdvSr0iScssZIP4VZ8MaTb+IPEB067vJLTdFK0eyPeWdULBfQDgnPtW1rI5nJMg0f/lsB7f1rVXAfk47VlaBuYXH/AT/ADra2AEetc003M66TXIkRlCuTnLfzpy/fGfSpGUk5x70hAJGDzTBaFUxEMXwcE1JENr4zwKtHHlFcVUZ9u1z+P8AWktyiSeMeRuGd3PFZxw/B78ZrT3b1x3q7q2m29voUFxt23JIwwPUE8A/zq4xbFI52YfLmqUrbfvKw/Cun8P6WNVu5A5IijGWI6n0ArS8S6BZW2ktJArRyblAO/IOfrXRGFonHObvoefOA2CvSuoVMKKi8QeH9L07QINT03ULyXN0bQ/aYRGtwQm53iGc7VJCnd/eHuBqNbEJ07VjURpS1uU1QHI70qJggH7oqZ4NoBz9ag8wqeelZ2N0ySbaCD0B61Cr7ZCD1PP+P+NOd98ZUckVTLksWP3lNCKuakMf2iZEA3ZPSrnivT7TT5rbyFUSsv7wxt8rYHOR65NVtA1C3s9Ttrm4iMsMcgZ0BwWAPSpPF93b3+uXNzaNut2AKErt7ZPHbnNXFr4R6WbL/hTR4Li2a8uYxIN5EatyOOpI71p6vpOl3SC3ZI4Lhx+7ZFx+eOtHg6aObQUSM5aNiGGOh61FrETzMzxjY8bZUjuf8iupu1jiaTTPMNRs5NPv3gkUqQ2CKsaYjKsvvjj866SOysNc8brpuu3M1qkxCiWOaKNYjxksZOMAA8dScCsy3s2s9Y1SxeOaP7LMYQlwoEigMRhsZGeOcEisK9lFhRu5ocqMcZ5GMCrEKhFYd6dIFQjd1x0FQxuu/Oce1cEG2z0nblIySWBHrROuGU5qQMjSEgY571FMzNG3Tg1vYyuQOg+XcM7e1V7iJdp+UAHsKsJlup60ksZKH9KeqItpYqpGQpJ6EUwc5X0qwo+XNROArBqpEtlSQdz1qu68Z71ZujtjODjmtnxF4Ov/AA54e0jUL3zlnvzJ5sDRkC3wEKBj/eZWzjt065xrHY55stFQXGeeaToRiiiufodiFbjBHvT05GaKK0juQxsxO5B6mq6Owc8+9FFJ7FM19DUNqiEgHbkj8s/0rD1RVj1W7VFCqH6AcdM0UV0017i9TmqdTutO0awXT4t1skjOgZmkG4kkVwmqXT+GfFsl5pqoskLMEDjco3KVPH0Y0UVdT4Ucy3IPC4yt0T22f1roxGhUnHNFFcr3Z3UtkCxqXAxxiqVyAuMe9FFQtjSW4gJxVNz+829sZoopPcRNbufMX2rpfH8KW8thFENqGHOPcBf8aKK0WxrBLkk/63GeBh/o92e+8VN41X/iTlueHQgZ46miiuifwI81fEzlvFniVtesrJJtK063eJESOS2SRSiLnCAFyoXnJwOTzXZCFNmcdFFFFZyNKO5gXAxI4H96qEx+Q/WiisjdEcJP8qhk4uD9KKKlFiWzFZJEHQNxViQkrzRRTW6E/hOj+H88htrmEn5FIYD0PSuqnVfNJ2jPriiiu7scLPNNY199H8Q6lGdO06/hlmVjHfQeYFZRwQQQR945GcHuDVOw1K71O+1HUbuUyXVy4llfGMsc9h0+goorlr/CzSh8SLUhJbk0sYHmAY6miiuRfEegthHARRt7HFNfmJ8+poordmRXQ4QGrBOY+aKKQirL8pwOgJNVyxZST14ooqzJlO5P7v6Hg1PqHibV9U0m20u9vpp7a2leVBJIzEswHUk8428emT60UVojB7n/2Q==", 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", 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", "info": {"video_id": "101163", "label": "pretending to put keys into plant", "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": "f7407c6e324d954acc7966918409cd5b5f46bd6be335e19eba6c6f53aed634b1"}