diff --git "a/video_unshuffle/reorder/train/batch_000845.jsonl" "b/video_unshuffle/reorder/train/batch_000845.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000845.jsonl" @@ -0,0 +1,100 @@ +{"episode": 84500, "episode_seed": 470298387, "split": "train", "timestamp": "2025-10-13T03:46:27.485779", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 470298387, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 person to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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UKKo4IxkVmateiJFSLIZ+/cCq1j5lrPGXfeknGAehrOztcErq5rvayKr/ALxSgGMrzVNpXhkKknBXHFXxJujaPnLn86wLqVhMwyR9acVcpG3bTfwbiRxXongYmOK7c92T+TV5fpsu9kA9cV6To0/2OybsXdf5GsaitOwS2NnVb7BOPpXlviO5E+sSpnhAFH1712l7ckiSRjwoJrzO5ufMmeZjkuS2OvenQjrcmKInuSWxz14yecVoaXCdQd1VhH5YB9fyrDkcBzjn3rY8O3Gy/MYxh0IzXU0VLY2p7G2tYN4TcwHc9TUIvIIlBdEUDAJIqS6ulyEI3YJxzXL3U326+MZYrGpwD1rJK7IjrudEEgm8wq5G47gQMgVDLbeWEJkyScqelUtNYxiSDO9VIIP1q3dSboDkcoOATRbUrbRFRZuQjcjJOc1raeWmKjuOK5YSkSA9cHGK63w5+8m9QRU1l7tyj0HV7mNMRQgqoOevJPrXHeJLoRaW6k8yEL/jXQ37b5mrgvFE/m6iLcH5Y1H4k1jB88lczS1OdmbAbByDVYcmrkyrkYbI9hUDlOw5rtNDa0h2tonVsYlx3qvrkbRrGP4XJJ+tNtJvkQjqOCT2qXXGZ1gjCjn5iaQnFXHWltdXVgqp/wAtML7Y9avvG1vG8TPlgMfSr+gRCPT4891BOaoag5Wa6x3bAqJEv3vkY+oq07mRQPlHIqpb7gwYAg54NXA/nJInRicfhV/wvosGt+IP7Nub6W2VopWjMce8u6oWC+gHB59vehS6F9DsPBuo+ZpN6rndIgVMn0Of8Kt3lztieVjwqk1zXghnNrf7jw3lEfk1WPE90YbBYVbDTNj8B1rnkrz5UQ1qcdO7M7MT1JJ+pqi5y3HSrbowiBAzk1X8sAHLV2F2Leks0V9HKAdqn5sVrXzMYnuE52qTjNZFk+EZd2F71qtMq6bKSCEwcD60nqKUFuZGl7mkdQgYnBJIzWrYxzAPMY/Ljd9wB7AcVX8MxFrlzjgYyPWug1UCOK3RehbBApSB6+6Yt+weGUdW/hxWEMowGSCK17iVWuSp4y2BVG5RwzygDk4BpRlbQcdja8O6g0F2kbEFX4Geua7qWQlcelcdqmi6ZZaDaavpWpXswN39mzcQCNbghdzyRDOdqnCnd6jvkDotTufsenzTk8qvHuT0rnrr3lbqKSOM1yZp9UuGHI3bfwFYsrAnirjIzF3Jy3U8+tVDGW5JAz2FdUVZWGhiAkgAHJNdQZTc2kadGCAHPFc9bHy7hdpGfetmykHmHnk5BbsKchyhdGPdSt/aQ3rnyyF29a0AsjTwKkQ3Kd5IHGO1UrjE2tjZnmQDJ9a7OGFY7Rn2gOEOTj8alkt8qsY8jlY1EmBzlh7VgXg23Lnt0HvWtcSYgTjljknvVGZfMgQKN24k/lURlYIxs7EVlcPFIrqwJHYivR9MvBd6fG+RweQPWuP8Jadpuq+I4dN1W6ntYp8Ik0cscaxnuWMnGMZ46k4Het3RbeSwvtX05xcILW5Max3AAdcEj5scZ6ZwSPSor2a5htFzWrnydNuGzyV2j8a89kyDkkFen1rp/FNyS0dqG6jzG/oK5mVCqDGORVUFaNxIqHlqv6UXivUmAJVTzVXylH8WasWkm2JlL4GenrWzKSua94WkhedMblUnFYulmRpmROrc5xnFbPnhdOlYq20Dgdqo+HYi94zdgBx681NtCUuUt2sFyZJZymxWIXnpgU65kUh8kEFeOOhrY1YBLJAvBLjgVz15MBMcjgYAqHuLf3jJZWRtrAhutbOj3sllMjqxCg87hVG8DFt69FIANdDr3hDUfDvh/SL+8adZ74yebAYyBb4CFAx/vENnHbp1Bqr8y1LaOymYtKc15/4k+XWpQP4lUmiiuTD/ABELcw5R8oOTnNRAk8n1oorvRZcteZ40/hY81vxRIJfLKhl5Hzc0UVI5Gjp8rZCcADPSsudj80hALbjRRUTMafUT7NCyb/LAYjJxUWnX0uj60L61CedCW2bxkfMpU8fRjRRUzNTe8NKI4rhV4HyD+dUvFnzXFsD02tRRWFP4yepykjsQeaiyWTJNFFdyGSQMVfI61r25MkHlOcox5FFFSWzVsLWK0uGEQIGe5qTVWLNED/dJoopT2MV8Zkz2kUkSyHIYHqD1qnOB5JB5GR1ooqZbItG9qviP+34LWObSdNtmt0WOKS1SRSka5wgBcqBzk4HJ5q54nY/2QvPV1oorCX8SImcW7kHaOgqAMWLZP40UV1lIYpOQa1La4eNgy4BxjpRRQy+hbis4ftUcuDuYljz3FdBK5WwkI/uGiik9jmluc/JEspdGzgLxjtVGAbRtBJA9aKKj7Jt1Zo6fq40qe5jbTdPvopnVzHeweYFZM7SCCCOpyM4PcGt3Sby41G91C+upDJcXMgllcgDLHOeB0+lFFYVX7onsYXiP/kMOfRFrBkdtucmiiuin8KBDX5XOec06AkSAiiirLia9v88PlscoTyvY1p2VrFa3BEQxmiihGVQsamxKQr2JJ/Ssh7SKaElwcjnOaKKz+0EfhRTmULEACfvCtu41vUdS0q3028u557e2keVBLKzEs+M5JPONvHpk+tFFZzdjQ//Z", "info": {"video_id": "176347", "label": "showing a photo of person to the camera", "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": "176347", "label": "showing a photo of person to the camera", "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": "e924e8aeb590b533772f4b0ae4ab7e095533dab73aaeabdeaf1c8c7fa6e3d54d"} +{"episode": 84501, "episode_seed": 1788524617, "split": "train", "timestamp": "2025-10-13T03:46:30.161549", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1788524617, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cylinder cap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "151980", "label": "pretending to squeeze a cylinder cap", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "151980", "label": "pretending to squeeze a cylinder cap", "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": "ca3904b418ad5f550e4739595dade70ae18849258c969834dfc162eec16e4c5c"} +{"episode": 84502, "episode_seed": 181312124, "split": "train", "timestamp": "2025-10-13T03:46:35.879417", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 181312124, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plastic ball being deflected from brandy bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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E545OMfzqlVsLkudz4k+JWvTXV3a2+oSQW32kvEYMK5TcAgBxnHGee5IPpXLN488SPdW7nV7qSVXBRmcnlc4JxwRyexP1qtbxiG6R43ilYf8ALPOcnH8/8KG0swa1Dfzj5I2R2jRgC4IBOCemen40+e+rYvZs+lF1W9XQ9LullSVro25aSNlZSGwCFyBnPXOB1/CulzXi2t+PNM1HS7Wzsbe7s47WWJ4FVABtXgqMHjAxg9sVPZfFfUG8O6kXt4DqNsqm1Mxx54Lc5UdwvuM1v7SHclwZmftAatGJ9HslkGYWkeSMsQTkLtIGMY6jOfavF11GdGwMYwVdc5BU9c+teo+OvEOnfEDQYLi4MtjqOn5xAxBjkDEAlT2Pse351wOn6AtwDdvMIbJJFE7THjbnoAOTnpxWcuVsLNFbUbpreWCEzsyFCQoXCrnk7ffPH4VqX/iDUNehhuJr1VtrW2WJLcysqiNR0wOuSBnuTTbfT9JjtL64muJgRK0EcPlglVycNyfTHPrmqOo6ZeadFDO0M0MMkQZC6bFcH05+brVKyE0dQLSGO4VlmVuMlUX/ADimykphI4/mY5Q56j6HvTbC6coxFsHjGMMpJwM9zirs09uF3fZlkcjlZG2nHsTXBqeqtiuqrKiOyqrAEKc84z9OnFW3QiKJo43kLAhgBtC4xg5Hrz27VAJYrgILWLczYCquB/8AW/Gr0c1zayLECsZIJKnDEdcEfrQ72HBrmHC6kCiOTiEjbmQfdHsaY1pIZFWNS+44xwPxBq/LdTSjbhVzgZPSkiOAMsenILcZ7EVmbmBc211FcJF9mYg/M37zkHtwKqzuBKTJExIH3VX5vzPFeh6PaQXUzzXivIqHHl7toJ9yOazfE2j6bHcedaGSIOC3lhixByM/UdPpmsI42k6/sPtHLUpxcrI4kbPM3eTINq5wzqxBIxgHPNRRPcHMqyso5+YcHHuO9XWsY2lGZopXUHDDcvboQe9VJoGhzjk59+/vXbc55JxNKxuppZUZjvEZCgEccjt68ityLNwUZLeOMqD0HOfb/GuWsLnyAQu0l8YwN+7Gc/4VcguUWaRnR3uJM4WBwc/me1JxNqdRKNmbM2n3EjgKrsp5cBtoyPQUCJ4Y1DoM4+Y5zz1qjLqTyRiCaOQkfwbskHtytJb3klzIkcqtNjBZY5NrEDpjqaVn1NHNX0NsQQ3aRefdCMxoVVTx3yfc8mrElh9mYSi5jZ1z98evbNUIo7kyeYLCSNF+UKWDMPU54yPwq2x+cq0ZwehLcfQ4rNrU6I2sdRoOpR2Vk8aEcsSwPcds+2K5G80eye/M4Lqo4UDJwOvfjvTxaW7yibyxvxxjPTvSX8twAnk3PkgcbW/iz254/GuTD4b2VWdTmvzCcUrsxb3T5oHLKZfLPAkjHT05HPOa4zWrRba9SeFswS/NndnBB5H1r0mNrxIGVgpQqPugblPfrxjr/jWNfhZ0kjurQNC42kLGAWPTPHT616EJ2OacEtTirq2n1O9Y2uY4M5aVuhP9e1d3BZ20lmS1wqtt3MGGSDWSXibFtCAFjVVP8QXHAHNXEuERoltdksvK7TnOB2wAf8OKqcnKxFK12zQMYhiBVS7IMtn5eO/0qKCRyxDMmxlJGfmGMgdsHvV5LoJuW5tSuOcYI/Sq51GDe0ckUCE4IZDkEf7WQMVidF/Mlt4ldJEVWY7SUAP8WMDPtVmG2voxxb7HznMfGP8AGqkEhSIziWGLOdmyVWf2O0HNacF3MIDunLAkZLMD+VEk7l0rNDPKa5XMm/zTw5PyHPtVrStNiF5Dc3nkzQrnMZUkFu2cnFRLtZm8x97EfdwePpTZ4YplYlnIUcgOVJ+tY1YOUHFO1y5K+hU8UW0aX7TWcCRW8iqTHHhAGxzjjj1rn5JJijFvIEe0EfJlsf3s5/CtiG9SE7BaSqqjlCdxfnqPzqK9TT95kRGiGMqInUdcdU/+tV0U4QUZO7S3OSVOO6MGeRJ2iPmq0a9GVSuP1rMumU3UgRiNoHPAyfeuiuEhMQLO2QpbB7c5zmsFrCL7c8qSkRznd8zbhkd+nvXTFnO43dmNjtTKdyHI/wBpwufcUgsFaRlmIzjJJwwq59jWKVT5ibSM7V5qOQspCRpgk5U56j8utO5oqcVuOjtYBOI5JwiInIIPJ7dOmfX2q7qVtbyTW0mnXBCSQr5scxP7uQcEA9wcAg++KpjEkaM2AcceuP8ACrHkSuEaFN+Rl9wB2nPGPXgU29LDVKLYj2t3Eu+PfE2AQ4O4de/PIqRru6258wMT3A4/XpUojuYeWikWI5yi9/8ACg2qs64dUBOC2N35rWdzbkVrIyzPz87q+eCroDzTpL2VGZfJjKADAHb8K6LV3t7vSbOygCRyWzALIE24GMMCe4Jwea5W5jlgmILhXzgOTn+fFRRqe0jdq3qcsqckPF2HkX9wGDE7srj36VZbxHM9uLaaV5bcdV4YDHGMHpWczyKULPPISNqsBnj8qrriN28wEsD1PGPxGK3t2M2u5PFdbuLhdsOMbUfGTjrxxirIkRkzEJGTH3Iug/E1RNncBgZVE/HyupDYHuDyKuw2qMR95Sw6gH+X9absi4Rkyzapx5s8StEDg7Dkg/yrcij0+3sjKsEignIw53fp2rJittqkunzqTjcf6dx+FTyWTXaI3nPC+BnByp/A1k9Trpx5UaZmUlJY48pjCkNuyOmMd6lNwYtoMTlTwWwMD3rILtbsWMsXTG/HB/Gpbe6kJZZZWJOMYA4Hb86lxNeY3bTxBbWLmKWXYH5BOcA+mar3mow6lIWT94i8K6nv396zJo42h3Mqv1OOhFOguNijaoOf7v8A9euWODgq3t1uQ0r3IZYoiCVd1OefmOT7VmZMMzG6Xy3PCFcBQOeD+lbjXLMOxz0yAapyzoysrwoRnJ44rsRlOCexiPP9mdVWVnYqQhHOPXgdDSQuBtNurCVR85f7w/L/AOtUmpshjASM5Y425wMd+RVm0mju7ZRc2674iAXPBx0+91PQcVrsrnP7P37D43naLa+WULjMbbfwwOTWhbKUiykYjOT+8Vtu0e461JbwAxhkZlwcDLdR9euPapreRTI20LGpJBDZznOPoBWUpXOqFNLUnudSlt7ZIgk2GwRMp3A/1p6XUbnLsoKjJdWOTjtg8D9aI5xFFlFXPvwKpT3QY5V4wXyVOBhgO+KhI2uayzW9wfMSSUlSOuSPyNSmaMxjDfL3AOBj3rn471IjjLDd91F/X86nkvUnTapD8YyOWH1p8oORrzSxgHyztWsmcjBBnTJ9VxVWe5SIZIZsY6Dbx+FVnnDpzG3TkdT9apRsZykV7i0eJmks5BG2fu7jhuc81FJdtvKxorMMbnfA59OnQUPsLEowPtnkfhVS0tbieOTy5cEcNG/yK465Hb860Ry1FroX4p7QjAVUmwNzgZLH2z0BqxGsksyogCEnH75wzEj2HH4frVW3tDyskDRjG7GP6rWjBZqArhW8v+LfwAP8KiUi402+pq6aLYyqklmvmR8mRjx+VWDeW4kliiihhPUlzgH+lUEgUhoAqGEr90HGPoe9ItmtmG8m6c7iW2t8369KzOxaKxrRPIUICDavAG7Ckf4VLHJKQRMu1vQc/rmsEzsD8twwSMAOAduAD349avpPvKksyDPPoD6UrBctpG/mu4YnnJ3HP/1x9KhucseYd2PQAgVXa8cSfLgrjgoM5P50xrxmzkqCDjhv84p2JbKF/ZNIreUTCCdzEggt+nWsqVXaVI5YhG6DHBOGyB6/TNbM1zJtyr/h1rA1W4MuzzSAq5JI9K1iuhzVLL3iS2uokLBoW4AAJYAkZ/z1q3JLbFN/kGZiOVyMge2awILzIMEU0sEWOWUAc+nQU+SXGPMnYKRxvO5jn2qnAhVlY1y6TlRaxeYzYCheKso9xBIIvMMRxyg6+xBrBt1BYGaN1jH8QPP5VsRR2EVqziN9hOQS2D+nak1ZGlNtvmNGS4kkyGcLxyaRGjUZUg4GCw/iqi0ows0cfyD7rBv8Dz9KkaaRACsbt7k4x68daixtckvLgxRKywCbnoveq8d7vjaOSAsrAgZ5VT6GpXJeM/eG70JUmmqGVOxB9RTSJerM5zbiUCONVJOWZJCQfeq0zQrgrkjJAzzV+Yby26JiD1O0HIrMntpDKsiHkHCxkHB/D0q0c84MmsklWBPmDMoyAW+6O4P+e1aKyxJCgf51J5IOQPaqkSyRwJsMUTJgg8DHp9KsW7SMh+dMseW2hQSePm7YpPU0joWbVN3zb4pCCRuI5I+vpUuQQU3gHOPTJ+tUmuGjmOVZVB2r8wAPbpUkk0ghUMhGcZZmy2ew/wD11NjRMJvOVhv8kEkltr5B44xj+tVi8kbhFYAHqwP9e1WoX3NkIRxnB4JNVrtZWxIYllR2GUUYpoTHLeOV3ycqD98Yyfx7/hSz3MUp2i5bzOMDbz9aqLDCZNjCNfM+YYTO30B9D+vIqvNCsW4K5Lv8y54A+n507IlyZcW8G5Vd2Uc/Nv5/H/CpXmYjmRHXscYP+Brn9sh/dsC0hOBkk/rWl4Ysv7Z8QHTLjUZrVXjkMZjTeXdULBfQdDk+1WoX2M5VOXclZTcuuFJVeG+Xdj9a1LRY44WVf3iqxwojGD9K5zR7h52LyytkbSF/vV0VpNIIiBiM8+XFECWIPoBUyTWg4ST94tq6TDOZlReVyoBUeuRwf51ZiuPJbyi+7gEliMg9siqMbMqFxnnJJPO3j3zz+FNnJeYOSqsW3OQmN34/WsrG6kzQe6CAOr4LHPlk5zTDtlk5EUfGfkUDiqpfeEXywgBAzzz+nTvTkzGqmMoY2HJycEU0h3K07L52ImjZ84UuuAR7+v8AKqy+Z5bbdhIf7wLfjj06VfmRLkIrxBgnzZJwfrn61E0ciTJIsh4ULwe3p7n3q0Q7lBr67AdpCwiU9Dxn0IJ5NUftzYEsagYJ6nqa0buJmXzOf7pVuT/9Y1iaogtV2IxBODtHGfarir6GUnZXZppdrcJuYjP0qHTreRLpGV3TA5ZjjNWNW0vT7Xw9b6vpmp30wa6NqTcQiNbghNzvEOu1ThTu55HfIFizRQ8eyKPAUsZCuAe3WiceUiEud6F+3/duA7Iir9xd/JH9alEkc0qgFY2yd6uuc59fWq7NMkgUyxFCdwj2g4Pv3FWpWlSEkKWJYIMEBx3ye49hWFjqTsWyNgQkr7bRj6VE6lhuSSEp/EHbazHtVeG5Z2wFdwuQcycfj2qPz9zuWTJJxhei0WKuNYvhXZ4y69wCBn/Cq4uZogGMmXY42k5J+o/+vV9y8kKxqE+cdSM5PtWW8ZkkkjlhRX3cyuBggDJ59eP14qkSy4L1EZxI7KcclWyOfaqbzxMwmhkeQdBvJHPc1G0ENzAWRgpJwVVORjpWfeKdv7kt8v3vmwTjjJq0kQ5M0kuImZg0hjkBxlWzn8OlZertITCq5kY5+6uM+3WpvDFrp+reKY9P1K7uLSGY7VmjljjWI9yxk4xjPA5JwO9ZuqrNZavdWUsdzmzuHRUuAA6YbHzbcjPTocelaqnbU5Z1FJOJHvE7feKAcbd3Oe/XvV2GGRA3lsVz2PH605J1uI4nljXgFCzDnPXGe/41ZjhUxqdoUjp3/HFRJlQghIEJjK7zjdkqOh/rU0kc9xEohleNscxt0pschcnO9QCQVCcHnqfepllcLtXcMHAx2/SoN0kMAlt3G6NA47jgmnxXUokxIwUAYGB/npVSWZSpHzH5gm3b1Pc1B5vk4ODgEhQRj6/5NNIXNY2lkJUsG3e2MGoheNkgheDgLk/4VmreEgBwenUHGPrUiyM6HY8ZJ/D8+9HKPmLrTseQGHfGf8Kry3Ei85yPesq8mmgjbEpA3YG3mtfxB4a1bw94f0jULyWcT3xk82BoyBbgBCisf7xVs47dOoOLjTbRjKqk7EaZTTGnDEujKBk8c1OgyzL2AP40UVL2LjuRkh7nBUZTkHv6VKjsQpZi2Wxgk8cUUVPQ0RaaJPKjkxznOM8UyL97Jhv4c4I4I6UUUhizQpvIwSFxjJ+tVJ0BtgSSTuAyfrRRTRLM3U/kvvIH3QMe/GKpWGqXGiamuoWezzoNwQOuV+ZSp4+jGiit4HNVLvh+BJYrotkMiqFYHBHNaOnAqkj5JYhiSep6miis6nUqn0NpVMtrEZGZyUYknrxj/GgRolk020NIHCAtzwVJ/pRRWTOiJm297PJLkvznGR7VrPGI4UfJYyNyGOQPpRRQV0K5QbTycKRgduars5SRwAMJtwPrRRTEynM7QPIUP3j0PP41laiqursyglduD9RmiitIbmNTYl13xS+vRWsMuk6bamBFjiktUkUpGucIAXKhecnAyTzV+GRzdrFuOxBgD8TRRV1jLD9TQl/dXU8Y5EaqwJ6kkZz+lOPyw78Akhcjpn8qKK5nudUNhi5gjQRMUHsferccSlCSWyrcHNFFMtDCPJQlCeSeppFQYHJIILYJ4zzRRQgKjjyyCvVmCknk4qtKii86DGOR69Ov50UVUTOZi22vvpM1yp03Tr6Kdldo72DzAGUZBBBBHU5GcHuDUc15caxqVxfXsrSXFzIZZX4GWPJ6dB7DtRRXU/hOFfGy6m0QP8i/u0JUY9KcHMwBOFIOAV7cUUVzs6olmzldhgnOc/pU0iYYEM3zEd/aiikaEJlknkKO52jjgDP51WmHKgkkEHOT6DNFFNCkZoupTOuSDjgZHTpTXldl5P3mwcDHaiitEZMjuHYW+M/dbipb3xPrGp6ZbaXe3009tbSvKnmSMxLNt6knnG3j0yfWiitIbGE9z//Z", "info": {"video_id": "52331", "label": "plastic ball being deflected from brandy bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "52331", "label": "plastic ball being deflected from brandy bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fed5758e2a52fab15156394903414a900da4ee1d9689b39ed847c5031e006704"} +{"episode": 84503, "episode_seed": 1483120964, "split": "train", "timestamp": "2025-10-13T03:46:38.958441", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1483120964, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 an animal cracker'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "31422", "label": "taking an animal cracker", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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hXP8AdJ4Br1EFGLQygMjdM9jVddMt4H3RoEOc8DFdMcW403TkgdL3ro53XIXWxlCR72OBt9RnmtzSNOW1gUEDkdfSqesP9ms5HONz/KufU10Fvjy1Q+nWuec3yJdB2XMXbfgYarqDHI71RTkY/I1bjk+bB5rz5XualtMqAy9K1rZl+U56nA9zXMx3LpcvFErea06kpK2AU6Fk9uP51Jealud7OCVDcJKA6A9F+9+HGPzqopmUmWvFWrRQtFYB9jHEjkdfYf1rK85zEJI2YZ/WuU8bXclx4jvLpJR+6nVFjHcY/kMfrWvpt6ZYIwx4IFdzpWgmEZdCLVdJj1iCdkBSVxiRVx8x6g/mK8zu/DWpx3PktAxOcbh0r14r5cvmKMqeookEcjZZRn3FOjip0NFqipU1Iw4bdhptuJCDIqBTgdccVj6bpTNrNx577udyj0BPSurnVFQngBRk+1YehTG5vbydh94qQD2HOP0ojKXLKS/rUmdrpM6K3hEYCduxrShPG0jmqcR3L/WrKHkZPIFcNTU1WxdUhec8CrduQHDLgqR1BrNDMYXVQu7acBumff2pllcMiTMWEEVtD5bxhflVhzlT3GP6VCTIkzrbaRGlEQOXIzg9/pT7qMYOa5fQNVF/q8F2gdE8vZ5ci4+Zhnj8Me1dPeOGQkHnvW6T6kXMG7jG8nII549a4TxN4YF/aEWqhZFbcgz931/Cu7mYN1FZ0gG4ljz2NFOcoSUomiSaszx/S/DepW+swzPHsEL7t2cg4rsdTtDJDKkZwWU4PpXQSPEHxgZqhqMTC2kaHBfadv1rsnWnWkpS6AoKKHwEoAex6VcQ7lyOlUICDHtJ+lW43IwMY9a5JqyCOxLKxEDlWKsFOCoyR9Khne61GJI9PPkyeWS8rjgZx8mR/F3PpVgYJBqG4V4SLW1UrDKGMiISDkkfMD2OSSamKJkTwIqWjW7bFukDO6KwyScnP41s21yTJJHvBCInAbO088Vzdzo0d3cBp5ZhPGSolxtJAPH4Y/OtWzha1SRpJBLLI2Xk2hSwAwM49Kuy3uZ2LtwwY+9UHYhqlmkPUVAzh0znmpZpEhkIIJHQdq5nxNdCOzSBT88x5/3R1/XFdGxxkY5/nXn2tXovNTldT8iHy0+g7/nmunCQ5qnoRXnywL3hk5luQOuF/rXWRMMYbg+tcd4YbM9yQeRtx+tdcCCA3bvV4xfvH/XQWHfuIuA/XFOE3lzRR5ULI2Ms2DnsB65NRo4YYH50kluLmMqZGjYcrIn3l+n8vxrg0e5uynPP/rNMghcWU0jLJcDkAnGVH0PFbVjGNOvUWHIRixCkkngdKpC9dS1vbwxRxw7g6fdVlyAHU9uSeKqW8WsWpdd/2qEKyp8wDpnjOe+K1s2tNDBk2qWcNzZJKF3SGcXAA9e9c1YWU1nNcEpsj81io9jVzWp7uwugqy7kVQu5ure5rLfWHY/vcZPpXZT5rWGrI3o5AyYc49KnEpIwwz71za6nuIANXF1Ly15/nRKjc1U0Qa7b3N3NGEXMcYz16k//AFq6W3yoB7YrnpNSEgrftjmML+VZ1k1FRZCspXXUvxkMOKlLEISpAYDgn1qtE+3C4571YGOvWuF7mpXlupbiK2Onqsl80TMrMu3auME89MkDAp1paYtHaaIR3x3NIxUFiSAM/Q4/SlmY2EZS2Vts5ZpQDls7Rhl98kcVFcaVLdXIeS9ljuIf3fmxjaSPf169elaRWllsYspa3p0c8lvcRCNG2BpX/iPAwT6mqAvbeA/L07Cqmq3NzFqz2U87RRZwJXHBArnLq4ktrh1zvAOM5613UqbasxXSO0j1VD1c1fS/gdMAivOIdYnjY4UYq5Fq+7nPPerlhyo1TtHlifPAwajiWOOf5FADDnArnoNSyPvVradOJ3bnOMVnUpcsWx86ZuI3l4xzVteQDVJPmAXuOlTxyfNz+VcE0arVDrmUwokwBYRuGPzbQB3J9h1xUdxY3mputxFN5EIYGKJ+ky4+8cdM56elW0ALAFQQeoPINVjA9xdujOVhU7k2sFMbhOq9uSe/HFKL10M5ly1dJLq0eN2cwzojLGeFIyDkegPP4Cugnl4rm7PTrMXa3yqwn67g/BOO+Otajzc8mtNloZ2I5zuJIrH1CfykOTWjLJhie1YurqzoWHpn60qa95XNYnM3urBZhg81r21z59srdQwrlPsjSzuT2Jrd02TyIDG3avScVbQXM29S/EcAD8qs53gN3HWqcZO0EVaicBt35iuOcdBQZaRiyFQcHHBqK2a5kLeeuEVPLVifmY92NO+7gg8HkH0qZW3f1rFFNXGWsK2qlFZ2JOWZ2JJPqTVtJTgqTz2qDO05PSk3YHv2qibE7HHB6VE3A4NLu3D3qJjtJB6UDWhn65e/YtKllB/eEbI/94/5J/CvNpHKdD0rpvFN55t4lqp+WEbm/wB4/wD1v51z+hadHrviN9NudQltUaOVojHHvLOqFgvoBwck+nvXrYGi+W/c4sTO7sa3hGVZZ7sKegTP612MbY+h61578P3LTagzcs3l/wDs1d6jYOOxrnxkbVZL+tjXDv3EW0Yo5yeKlmufs6pKQPLz+8Jzwvt79Khj+YbT94dKlRhjDAY9+1ee1qdT1QxXnktN9sFhaUneJUBIUnPT1q8kpRPU9/eos5BpM4HHWqWpFjI1+GKc5P3iOtcTfWksZ45HbFegXtuJl461gXFqVJyK66U7IiUTi2mmVsZIIqSO+uCSpOQB1rfmsozklRXNX5McUkkR25bjHpXdSkqjtYwqNxVy0L9gQGr0mA4UD2rzrXtL0608OW+r6Zqd7OGuvsubmARrcEJud4hnO1ThTu9R7gehREmNSPSssdS5OX5/oFCbk2Xsl1B796sRPlcd6qRvgg/nVgHByD8p5B9K8eUdTuT0G201xLMEmjO2JSplPG5iew9Md6ntkeAsZJ5ZnY5LSNn6AelKrFsdvWnZ29elUvIlozNYsvtm19gZ1z26iuaudNTlZIx+Vdoxzz+VVrm2S4HIG71raFRrQhxOCn0WPb8hKmsu606a2TfkYB4Irt57Jo2ORx61zestiVIM8KN5/pXbSqSbsZzSjG5kiZ4jXT+FZ/Oa49tv9a57w9a2GreKE0zVL24tYJm2JNHLFGsZ6ksZOMYzwOScDvWn4Vjk0/XtdsJVuEFvOIwlwAJFALD5sZGfXBx6V04mhai5en5nPSqNzsztlOD9KnAz84qtznOanikwfY8GvFmjviyWZWmtyq/fGGAzjJBz+VC2zTWjxXxWVpG3NgYA9h9KUfIeD9DUynI61C0HJXJI8RIEQBVAwAOAKlEpYbT1FV92ODSF8EetVYmxIzZypqFxHInlSY5+6TTi28VnXspRQehHeklroUjBvYPslyyHp61Qur5YkPPOKg1/XVnsnaJmSVXADDuM1neKvD+raB4f0rUb2a4E98ZPNhaMgW+AhQMf7zK2cdunUGvbw9CU43Zy1a6TsjsLdj5H0qzH940UV5szWGxcgO4FTyKkXrRRXOajz0Apo+6aKKokF/hPqKV+RzRRQB5jdSvNPLI5yzuxP51iwapc6NrI1C02efEW271yPmUqePoxoor6HDbnmVNzV8CEpLe47bP616BmiivPxv8AGf8AXQ6sP8JNGxAFW8Z2nuetFFea9zrQ9ScU1id9FFERMa/Wqc8ashJFFFaR3Ezn9WHk2kxTg7f58Vxuo8W5HYEcUUV6eF3OLEdBfEfit/EFtbQzaRplqYESOKS1SRSka5wgBcqF5ycDk816Zakm3Ge1FFXme0fn+gsLuy3H96rcJ3ZU8jFFFeNPY74ki8Y/KnseAKKKiI2M6qab6H1ooqhDZEUqcivNtSkZ9Qunbr5jD8AcD+VFFduD+JnPiPhMaHXm0e5uYzp2nX8UzhzHfQeYFZM7SCCCOpyM4PcGtTwnqd3qmuane3kvm3F0wllcjGWJPYdB7UUV6+K/3dnFS/iI78E4TntViPpRRXzstz1I7FmLmI59akTkj6UUVk9yxWGQxph5SiitCUC8GsbxC7R6bMynBCnBoop0/jQmecanxZnHZhVHU/EmranpVvpd5ezT21tI8qCSRmJZ8ZySecbePTJ9aKK+kofCeXLc/9k=", 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", 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", "info": {"video_id": "31422", "label": "taking an animal cracker", "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": "a3ded4f648abb42b922f9200f85338464a2432517dbf4bc4cc6b1d7de2c70846"} +{"episode": 84504, "episode_seed": 2575660050, "split": "train", "timestamp": "2025-10-13T03:46:41.349927", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2575660050, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a hammer behind a basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "182560", "label": "pretending to put a hammer behind a basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "182560", "label": "pretending to put a hammer behind a basket", "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": "5711efc89a31d77fa92918a088511a431526d83b723ed047213147a1eecbd649"} +{"episode": 84505, "episode_seed": 1059934862, "split": "train", "timestamp": "2025-10-13T03:46:44.243982", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1059934862, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ball with duck toy'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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TKTjtc510x/CD+FM8v1GB6Cuov9OktoIIIIxcSRMyODGG4Y5BHtnPNU30qWa3DraPBMJNmwk4Yf3hnpj8uaIz5ldItx0uYbIN/wCFJ09K218P3jSAMEVc8turQGipbEpEVcPglzyR7fQ+1W+ZaKLfyJvHudckZPJqURjt+lTxR54AGPU1bWEKvXJ9q9J6HGyktu55C8e9K1ufar+3nHWgxFui/nUsky5IiEJYcCrmnXFn4S8I3jy7pRJIGBAG4k8BRVoWwYEMBg9aSws7bTbQQyWsl0kR3RLIQyjByOvTHasK9dUqbbTfoehgalON+fRrVPzNrT7Jv+Elhv1XAitlUg9SSM4/AVzXjcR3UrXEpHnxyhQhPIXn/wCtXR+HtTcyT/bNgmkk8wBjweOn6VJ4kawa1kmuLS3aQrhFwCSa+GVedHHP2kbvZW8+xtOo6q5meY216yOIwrFecYFXHvFRD82fpUKQyrJlWO7btGOMCnMbmMfMCR7ivqo4WMleTOX2ttiELdS3dobWBZYycTAkZx/e/OtuXSHF6NWvLghlh+zxQ9QC3H49elUdPzM0mwCNxj5lFactn9peOR5WeSMfIWPAPqAOM12ToYl0FSg1y9+vp8zRY1qn7O3Xc3L/AECW60m2traVcINg8zoQRg9K5DVNBt9C+zRTz+dcMS2AMD0AH412MWpTW8ALW25wOqvkfl2rndStptQujdTIWfoo/uj2rw8DhsaqvJUVoq/zMZzitSjB5aRBTIC2OTnvUgUN0IP0pPsirhXRkPc9aGtQh+Qq4r62ElGKSWhxtXdwMR9Kb5ZzUgZk4KjAqVDC/bBraMkxWKrRnrUZjPfP5VoGMAcComj5qxoz2T2zVxIiRk014+eRWhFCX9APU0pIYxL1LCwujK+yJlG5j0HOOfzrNvnun12CUyH7LHEV+9kZPbH4it6S0iltngYBkdcMCOoqguincAZC6jhcnoK5HFR5nFb6/hY76GJUaPs5dHdHXLojHw5Fb20iq0ZDfOeC30/GuG1bQBosqfaZ0kmlLMsaDgf5JrtbW+uLe2VXiSV1GAwbGfqKwNUtrnUrpp5sbugUnoPavksDhcdGu41FaN235kTqR3MeFIo4lRZFLY5JPU0/ZnowP41I9mIgBJAQf7wOaie3jXDKV+gGDX1cZ2Vkjk3FMZxj+lMKEU4Fk6ZI9+alV0cAH5T6VtGomFioyf5IrY8MwiS9beB8pG0kZwTkZ/LNUmj46UQ/aVLpbSCIuMM+OQPasMdCdTDyhT3ehdOfJLmC4umvdVu5Z3RTJcska5HCA7V6ewz+Nd3b6ekenpBExEX3T82cmuJt9Gt4iNpYsP4ie9dNDqM1vECYFkcfxBv1xXhZzg688PSpUo3Uf6uVQajuylrWn29lBHDGqh2cscDrxWIYiO1aF9HPqVx58zFSOFHoKatsUQKSW9zXrZTRqUcMoVd92Z1WnK6M5lCj5jj61GUB6EfnWjPEirhwDntVJ7WFmG3aufWvRcrGaIfLNI0Z605rRo/mVsj1U00SMvDDcPehTXUdiJkPfP5VC0f4/Srquj8dD70jp6irWozfWJRxip0jY8DpSxpkZNWo044FcRbI0gNSCLBxU6Ic4PSpxEKhskqCHHanhSParQibGc8U7yelQ9SouxT8tQc7F59qqXMCs2Sv5VqNGQeKgkjPcCs3Rg3dotTZg3Gnwy5ITB9qyprOa2y0TEr3FdRLDjla5O3+0al4vudMk1W4tY/3nlCNN2WVCwX2HB5Pp71Ukkrhcn0r55J2KgHjgfjWvGnpXM+ELme8N000jOcIRntnNdfGlejh9aaM5vUAjEYNL5XrU6xmpljyOetatGTKLWySrhlyKpyaaVyU6ehrc8r0pDCxyCKzlFME7HNvbEDBWoXtj1AIrp2tvl4FVZbUEHKjPtU+zHzHPh5EGDQX/vL+IrQmtSCc4zWD4gkmtNLaSGQo+9QCODT5nFXZa1LZwehyK11jGAMVyOrJHbaHBqWn6xqEoa6+zZuIljWchNzPEBztU4U7vUe4HaxJlRn0pRqqpsO1gWM49qmSE0+NMjgVYjQ9+lNkNkSpzihocjpVoRCn+W2M9azYjKkgB4PQ+tUptMUjKcZroDBkioZIGU8UuVPcaOWls5YWPyZX2qs8O7OBXVSRnuBj1qlPaK3b8qXs7bFpnOjzIQcHIHarlg4lL/LgjGazLFY7zxjJpd/qN1a28kmxJIpY0WPuSxfjGM8DknAqfQUuItX1eznNxm2m8sLcAB1wWHzY4zwM44opVPf5RvY3407jrVhVJojTpVhUPaupoybIvK9aURbh0q2seRzThF6VJJnPBweOKrNaRuOR+VbRiJyDUbW428UrXGmc/LYSICYyTVF42GQ611DxvjkVUltkfIZRmk4dilI5qSCoS0kR+9x71a8RxyWeltLBKyMHUZHUVma/o2taFoml315c3ImvDJ5kRTAgA2lAxx94hs47fXNYzn7N2ZotTv41H61cRQBxRRUMCwFGAanRQSM0UVmySVVHShlAA+lFFR1GhNgweO1V3UEHiiirY0UZBivNtSv5tK8W3V7bbPOilbbvGR8y7Tx9CaKKmexRd8EoB9tA7eWP512sSjNFFehhv4SMp7lqNQc5qZR1oorVkEwUbc0pQUUVkIZtFRSqPSiirWwylcxqMnHauR8Woo0dzj/lov8AOiioq/Ay4nN614jbXIbeKXS9PtzAqxxPbI6lEXogBcqBzk4HJ5r0yJRtXjtRRXNhdmVItqAoGPWrAA2g0UVuzMsIoJGaftGcUUVDEIyAYpCowfpRRTiMrSIpDZFUJQAcDvRRVFI891DVzpeuajGbCwvYpZgxjvId4DKOCCCCOpyM4PcGtHwpdzajqGqX10/mXFw6ySPjGWO7t2oorno/xi3sdfEoqzGoPFFFd7MSdBUwUYzRRUMQoQZ/CoyooopLcYyVRjp2qncRqDkUUVYI5jxYP+JI57+Yn865C+13Ur/ToNOuruaa3t5GkQSSMxJbGc5PONvHpk+tFFceI+M1jsf/2Q==", 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", 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", "info": {"video_id": "55861", "label": "pushing ball with duck toy", "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": "55861", "label": "pushing ball with duck toy", "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": "c16cc5fafa3757ad13d16e3e4a44a03bf83d54d902afd4ae3228e4e93c4d3c63"} +{"episode": 84506, "episode_seed": 1287934872, "split": "train", "timestamp": "2025-10-13T03:46:45.362121", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1287934872, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that pen cap is inside gift box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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jjqaXcfU/nTM0ZqrisbOkkmKQkk8gVdYis7Sz+5f/AHquFqtPQ5Z/ExT0zUDtipc5BqvK2TWbIMZfvDPTNSF1znFR4pwRj0U/lWcZOLujuauSCUD+GjzfakWGRuiMfoKnW0k/ihmx7CuuOYVFo2Lk8iLeSM4pG3NVgWxGP3D/AItil+yyH/lmoHu1OWLnNWbM7pMrBiF25A/CkdmPUk1fWxZgP9UD64NTrp5zzMP+ArXO3cTqRRikGl2N/dNbjaZEFz5rn8hVrw3oFnrniA6dc3klsrRSNGUTeXdULBfQDg5J9PesmrFRqqTsjZ+HT7bfUsdQE/k1cnHehpGEhw+SSfWun8BE+VqJHQKh/Rq4WT/WN/vGuWkv31T5fkdE1zUoL1/M6mCZJFG0/NjkVYBBFcnBdPCRyeK2ra+Eycnp1rtizilFxItaUyRR46hj+NY3lOO1bV+wdF6deKoY5qrIqE2lYrBJug4H1q9p6Osjbu+KYMVYtziQY4p2FKbtYvsyxruJqluDuXPfpSXEu9tg6VXncog2nBFRJkxR6b4MmKaLAc8K7fzrOn1wRWxVW9xSPBa6b4Wt7/R9Yv5IjdNbj7RCsa3BCBneIddqnCnd6j3A86lvJ5eGkOPQVxVqHtWvI7qFR07ne2PjcQsqSygEd812OneO4Z4dnnjgdc14TUkcjxNuRyp9jUSwUejNo4mSep9G6Rqq6hL9meMTi5kCCPj5geMV5P8AE/wknhLxNttopIbS6UyRo38B/iUHuOQR9areFPFs2marZyyyf6h9yljx0I/rW58W/Glr4un0lLVw4tomLMPVscfpV4am6ejKr1FUjc85CB1yG59DUZBBwad5ZPcUpif0yK7DiuaUD/u1HoKn3DFVoVOAParBX5au5yPcZMwVc16H8KJWt/7SwcF/K/8AZq47wvYaXrPiWLTNWup7aCY7UmSaONYz1JYycYxnjqTgd61NHvn8N61q9k/nxeVP5QS4AEihSw+YAkZ9cEj0rjxV3TdjswceWopP+tD3e3ZJ1+cBgeCCK57xJ4G0TWUctbKkjZxInBBrD0vxrGUKmQZ7c1duvFAaMmNx97aOa8yM5Q2PY5Yz3PJPFfge+8Nnz1DTWRPEmOn1rl/LbAPFfSiXVpr6HTZ4vMieMqygZ/Gvn/xHpbaHr13p4JMcbnyye6npXq4erzxuzz8RR5HdbGUVx1ptOwSM9abXRc5zT047YT7tVwtms+0OIB9TVnd71aehyVPiZJu61XlbAJoldljO04Oa2/Efg+/8PaBo2oXpmWe/MnmwtGQLfAQoGP8AeZWzjt065xnJjhBvUzEhjB4UflTyMMAOM0UV5zZ7UVoXIFCRnA7itW1jWVDvGe1FFc09zppLUzdbiSGSHYMZU5rMBJoor08N/CR4mM/jyJASDUqE7aKK3W5xSH3HyMcVStNVudF1ldQtNnnxFgu9cj5lKnj6MaKKJF0Nzf8AArlItSA/uoP0auIf/WN9TRRXJS/jT+X5Hoy/hx+YhoR2Q5UkGiiukyNSE+dabn5OajH3tvUUUVr2OXqwxUkRKq7Dr0oooE9iJTzmoLhzx3GelFFZM0hudfd+KpPEVjBHNpOm2rW6rFE9qkilI1HCAFyoHOTgcnnrXDHrRRQbhThRRQMKB1oooQmTL0FTxHnHaiirRjIsxjD4qVjhSaKKZgxNL199Ia4RtO06/imZXMd9B5gVkztIIII6nIzg9wapanqd3qd/Pf3cxkubqQyyv0yx56DoPaiismdkdkVo7qeI5SVwfrWtpusXrXCo0u4e4oorKrFcuxtTbuer/Cu/nbVr4swYgRoMjtya474zIqeP5AqgA26Hj6miiqo/AjorfAefUUUVocZctfufjVrtRRWi2OSp8RDMcRn6irt74l1fVNMt9Lvb6ee2tpHlQSSMxLOFzkk8428emT60UVmzSnsf/9k=", 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", "info": {"video_id": "136981", "label": "showing that pen cap is inside gift box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "136981", "label": "showing that pen cap is inside gift box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8c638da5b47da46554434eab8141e7e306f7a0095ed006bc672d51c49620e3b0"} +{"episode": 84507, "episode_seed": 3129184313, "split": "train", "timestamp": "2025-10-13T03:46:47.140369", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3129184313, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of perfume bottle so that it separates into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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l1LxLYwacQLO2B3AEZGepA+nH41i6BftoGryTahCZo7xsM45KMTxx3ptvdtbeL575ITLlHDhuB6CsVG1S77HVKFT2Ps0tbnoVxIFiU7XYkcbRmuQ1W12ajJqLeacJ8rROAqqo7jrnrT5PGqlthsSIkAyfM+b+WKrXnijTJ4RE3mYmjw+FyI8jHP8A9ar1OKnz0ZqTRkXd5eXjblk+VSSFbnP4+voa6zwdObq0nmZdpO3I9wSK4bTJFAVYnVpRkFGOA612nhiRbY3ilWVGKnJ7HmtFo7G+Mj7Sj7Zs6KRuagLFWyKkdgeQeKgJ5xVXPIRoQSNx1qa6cpZSSO4VVXJJOBWBqmtrpKJGih53GQD0UeprHmuZdVtUaaZ2V1DYJ4B+nSpnOx6OEwU6+qdh/hyzXxD4kuIllZGjIbcvOKv+P5obHXtM0+5LXSKh+dh9xiRisHS5rvwtetq9iI5Wx+9ikHDrnPB7GtHxLcJr95DdLaESXAR4955XP0+gH4VzNfvFLoepHDT9m6Vrf8OdTYSK1qiZyQtVp5A5YBWHpuGM1kSXLacIBDO3LCIZ5UnvkfnWq0yzqXUc989qtS0PPxmBqYfV6ozLhQayrl1SRUIOXzg44rWnNZs5HcirTPOZsTSFWyDg1G2oRohM7rHgfeJwKhmlBY88VwOoX7387O5+VSQg7AVcU7nNQi5vc39Z1631G3/s6D5opmUNIfXPaoW0CKytICblpC4LFOygGubiH+kRt6MD+VdUrG70h5TOscC/NI564z0FKba2PYoQhyvTU7bwprCXFq2m4wkcoh+qsDz+YrptKXTrzSLa4uZgJoC0LOTw4ViOfrXhthqk9tdO9pIyqXyp9ccA1oDWruDTjaGX90WyB3yWB/pXHVw8pN2Z105c0L3seqazPp9jfSXWnui25RJiUPCyxnI/MEiuY8UeNVP2/QtPjEsEw3rIp6B8Nj9a46+1O5l0kWCZESuXcjqzGueEUkDfaGdsj3qqOFsveYqs3BKMV6s6HQZ5DqF2kuVlZAR74NacvmMNxP61ycerTNMkibVdehI6/Wul8NBvEOv/ANn3d/LZh4pGj8qPdudULBfYcE5Pp710unJyMZSw86dp6vuaehPkXWf9n+taYuTGcHlfSuZ8LXLut2XctkIRn8a2JX9KHdM8Gp7s2i/JdRxQyXBOUjUufwFcRAXuZPMl/wBZJJuz/tZyQa1NSlf+z50Un5wFPvzWbpzZjMT8gEMDTvoexlcVJ3Zr6NcD7HMSf9RK4P4MT/I1o6XiTT2iZeC7EA+h5rlrO5a2n1BODG02SD9Oa19MvGklcs2ARhR7VlOJ9Lha691PfVf19xNYQm2sjCRn7PdMqcYyjYKn8/5VcuP30wTqu7f/ALp71Ua7WPUCjt+7kj/JgSR/X8qRZ9zkgYOeCRUO+5unGMeW/wDX/DF2K+d43Td9wlf1qnPK5zljVJJktZX3P96VmP0NM1Sd47MvE+DkYINNRdz5HMYctZyWzCZjnrWr4hhkutJnii5cgMB64OcVn63p1jbeH7fVNN1W+nDXX2XNzCsa3BCbneIDnapwp3eo9wNeWQN0rdxcTzJuzTOBtkGAM8mtW3AAdT97AH5VoXWnW8khkVfLcncSvc1RltbuFiyQmRO5Q5P5UPU9nC4ulZJuzIrq8zFBGP42GfpV1JARzyDXMJMZLxM5wrcA9q24pTwT0ocbI9DD4jnk2XrpNwVn+6rq3/j1S3S/Z3mOPnmY5A7DrUdzcLFbyMRnCFhke1RhhcOHJ4Cg5z61kz0JyjzNLf8A4cqSWYa1mkDZd+1c6ecgV2ckYEXA6/zrj5V8uaZP9ogfnWtN3ueTj4KDQW6Fj8oyw7d/wrvfDNw01tOGcPgKMnr36isHwdpen6n4jgs9WuLizWY7UnjljiEZ7sxk4xjPHUnA71taVHJYarrNnKJ0NvP5QS4CiRQCww23jPrgkelXNaXPKq14qhKC6/5m4LkxEjqvpTLm+jtrWS5Y5VFzj1PYVUlfrzXJeIdUbzRbxtlRy2O5rON3ocVHV2ewTXUlwLi5lbc7KST7n/61P029le3SKNGkI/hHpWPDdPPbvCEOT3r0XwtZ2lhpCSnaJJsK0jfwt2qaslCOp7lCtquR9CCOxur23fZC3C8owwSOhwK3/DfhuW/jtHkV0WGEIvHXBx+HFXtK01NaMqXE0lveWknPlt95SPlPuK6G58U6b4ft1hkuEeZFKMwAyTjuBXnzxLT5UjtqYyo37u5wl5oby+IbqwVwI7e6+Qtnk/55pdVs7rQkWSd1NvIdolXoD6GqjeKWu9Sub4siTTMWEfuQAK6172HVtAuYL23j+ziLZ1yDgdfrmqdSUZa7BWqupTcX1R55PqsJfb5+SfSq8zZ71y1/ZvauskMhaJxleeR7Gus8QeGtV8PeHtHv72S4We+8zzYDGQLcAIUDH+8ytnHbp1Br0VS0umfOTi4uzLcrt5Tn0U/yrgcnGKKK0XUywvUDnaTk1bvC1pYvaRuxicIxDep5ooqjsbafyYWKjyo/94VpSRJIyKwyPr6c/wBKKKynuerhknFJ+Q5AGhQnvIc1HeRqbdgR/Cf5UUUlua1F7hgRKBGH6nfjB6dK19M1S40XVEv7TZ50W7aHXcvzKVPH0Y0UVu9zxIfCaXhz5PtKr0Gz+tbjMSDRRWVTc4K38VmPqrstshB/5aj+RqvCNkiY74/nRRU9D2cr+D5lW64uyg4DSHOO9aVsxWVcelFFKR6tD42ZetXEqFWViCrggj15r0rQtCtNU0NL6ZpUlNv5hEbAAsDjPINFFc+KbVJNGUJS9vPXsc78QtFt/DMmjvZSTO19ZCeXzmDYYntgDArBMzTaDHI4GSRwOnBoorpXQ8nEttakmv8AiyTXobeGXSNMtjboscUlqkilI1zhAC5ULzk4HJ5rd3krRRWk9jzavQgkJzinNM0ckSrjDHmiisJEI5zXABriEADMak4H1pc4jAH94CiitXsj3cF/DLt/I0VpJIuMqpIyMim2UjSaa8xxvO08dOgoorPoevJv21vIvOx2MO3X9ajisLYFbjygZTk7jziiioRwZq/3a9SmNebR7q7jOnadfxTSBzHfQeYAyfdIIII6nIzg9was6RqV1quoalf3knmXNy4llfGMsc9u30oorqfwHgT+FlrVZ5IdPmdDhgODXGrGJZTvyc89aKKiBphl7psXMMcEkaRqFGwHitbQJpJRqFm7Ewm3d8ejAZBFFFY1dmd0NJ6HU2N7P/wkMTBtpfTgWxxnCgj9a84lnkurqSWZyzPKxP50UVjh0tTsn0ILiZ4UjkQ4YHrWt4e1C6vmmtZpWMWwtgHHPrRRXTNJwMZN+2SMUuxAQk4U8fnWlqPiXVtR0u30y8vJp7a2keVBJIzEs+M5JPONvHpk+tFFbROCtuf/2Q==", 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", 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", "info": {"video_id": "77335", "label": "pulling two ends of perfume bottle so that it separates into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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upeJbGDTiBZ2wO4AjIz1IH04/GsXQL9tA1eSbUITNHeNhnHJRieOO9Nt7trbxfPfJCZco4cNwPQVio2qXfY6pQqex9mlrc9CuJAsSna7EjjaM1yGq2uzUZNRbzThPlaJwFVVHcdc9afJ41UtsNiREgGT5nzfyxVa88UaZPCIm8zE0eHwuRHkY5/8ArVepxU+ejNSaMi7vLy8bcsnyqSQrc5/H19DXWeDpzc2k8zLtY7cj3BIrhtMkUBVidWlGQUY4DrXa+GJFtjeKVZUYqcnsea0Wjsb42PtKPtmzoZTVfdtbipZGB6GoCRmqueOi/BIxxiuX8YajE0H2KJ97Mw8wjkLjtn1o1nX3hkaytX2OOHf3/uiqFxYi7tcxgK2c8GplM9jBYF1U59uh3fwwsrC/0xpTGhurdtj8cgHkVwerX8mlePdQiOWtLy5Zo2UcjLbcj8QQfpV7wZq8/hLUJNUkhluLC5Ty5o48bl2nhgD1xzx71NqlzpurTmeBBP5lwkkE2MbQAP6549TXPZRk77M7/q86rUHp1+R0NjcLLEIycyIMEYqtO6yEgKy+m4YzWfJdeRrFu+CEkV1UjpuyDg/UCtGZ1kUuo4IyM01PQ4cxwaw8/d+FmTcKO1ZVy6pIqYOX6EDitec8VmzEDOSKuMjyjamcq24HBpBdB/lY4b19arTShicGsvULwWtu8pIyBwPU002csG76EXiPUyZFsI2+UDfJjuewrn3ujb6jFg4wgB/rWY2oyPc+Y/zknJ962tDs49T1uNrkYiI4U9z6VcvdV5HsUKijFRi9bmxp8lxOSfIkAP3WCkg1rW+kXa6sv7klpYWQMvIIOD1rZe5jgaNlVfssbrHcIOCg6Z+ldTp2nWnh0tcyX7NA38EpBGT0wa82riOVXses8XKMUtzndW8NtpXhmO6RnMqzRhcj+91/XiqFh4ZuntZJbeSMszs2znLGtDxd47tr22j0+1ZDGHDSN6bTkfz/AEqtoHiGQS7YljnXaqKc45Jyf0pe0m4p2HDE1OX3nqc9d6mI2kinl8uWNijo3UEVnm8S5DFH3Y61qfEqxtbzUoJYCsV20RLkfxYPGffBrmPBWmDVtdbTrm/ltN8UhQxpvLuqFgvoBwefb3ruoxVSCkjwMTTcZt9GdJojcXP/AAH+taAuWiJHVfSua8LXUkkV0ZHLEhCM/jT/ABBqMlrBGkTYaUkE9wMVpytOyPPabqWRr32vWVkAWlDyEZEann8fSuctrFPEmqzXzzi3JJ3be2F/wrnn5JxWroc3lOI843sWAz14qpXSuj1cPThGVpK5uaRdRaDfrdgF23AfN1weP5V6ZDdwS6rZNOwMU7y2br/eGMg/59a8c1w/ZrkpJOHuXIJReijrVi31m/3283nHMDl0z2J61y1aUp2Z3Unq4ntV5ZaH/Zt1aNNGZHU+USfmRuox+OK5y58TwaXYXVzKy/a4mjuxETzvb93IPzwa89j1yc6j9sY+a8TDC9idoArC1I3V/eyySuxdyS59eaxpYSSfvvQub5I3jqzX8Ua9da9dvqDwlEdVXb1HHStYStLbQtGxKvGCOfauLjvXsR5P3vZulW4NXuorQpGw2g8Y4I9q7HTdkkYQqUmmquv6G7OWUjcetaviGGS60meOIZcgMB64OcVR1yysY/DtvqunarfThrr7Nm5hWNbghNzvEOu1ThTu9R7gassgaqcXHc8jE8sal4bHA2yDAGeTWrbgAOp+9gD8q0LrTreSQyKvluTuJXuaoy2t3CxZITIncocn8qHqephcXSsk3ZkV1eZigjH8bDP0q6kgI55BrmEmMl4mc4VuAe1bcUp4J6UONkehh8RzybL10m4Kz/dV1b/x6pbpfs7zHHzzMcgdh1qO5uFit5GIzhCwyPaowwuHDk8BQc59ayZ6E5R5mlv/AMOVJLMNazSBsu/audPOQK7OSMCLgdf51x8q+XNMn+0QPzrWm73PJx8FBoLdCx+UZYdu/wCFd74ZuGmtpw778BRnv36isHwdpen6n4jgs9WuLizWY7UnjljiEZ7sxk4xjPHUnA71taVHJYatrNlKs6mCfyglwAJFALDDbeM9M4JHpVzWlzyqteKoSguv+ZuC5MZweV9KWS6jihkuCcpGpc/gKoSv6Vl6lK/9nzopPzgKffms02cFK7komXAXuZPMl/1kkm7P+1nJBrZ0a4H2OYk/6iVwfwYn+RrI05sxmJ+QCGBpLO5a2n1BODG02SD9OaUle59dhpqlyy76fgdTpeJNPaJl4LsQD6HmqdhCbayMJGfs90ypxjKNgqfz/lUOmXjSSuWbAIwo9qna7WPUCjt+7kj/ACYEkf1/Ksne7R6anGUYyvtp/XzsW7j99ME6ru3/AO6e9LFfO8bpu+4Sv61SWfc5IGDngkVTSZLWV9z/AHpWY/Q1NnscOZRVWk0i7PK5zljWdM555pdUmZLQvG5B3DBHpUniPw3qvh/QdI1C9knWe+MnmwmMgW4AQoGP95lbOO3TqDW1ODaufIl4ua5LX5pJL5omY7EAwBRRWkdzPD/EN0y0hMU8hTLKmQT2p6SvCoeNirKQQR2oopT3PRta1juBM7W08pwWudNV5OOCQ2M/lWb4qv7mTQNBjaVtsiBm55OOBRRXFTS9ov66Hf8AY/ruconQH1JzVWPVbu1lxDJt2tkfWiiu5JO9zCu2oKxta3LI0Vjcl2MskZ3EmqOmapc6NqCaja7PPiLbd65HzKVPH0Y0UUUtjDEl/wANMQLlR0AQfzqLxMx8639lY/qKKKt/EebD+N/XYwsknrVi1j3PLNvYNAu5MHjOe9FFUjubsiOSV7jVZJJDlieT+la1so2P/vYooqJ7I7cJu/Vjoo1WSMgf6xvm5646fyqZUX5jjncf50UVmehZJaf1sYepRr9sjA/i4P50yMBUcYHyt1oordbI8Wp/FkdHrnil/EFrbRzaTpts1uiRxSWqSKUjXOEALlQvOTgcnmtredtFFTPY4cR0IJCc4pzTNHJEq4wx5oorCRgjnNcAGuIQAMxqTgfWlziMAf3gKKK1eyPdwX8Mu38jRWkki4yqkjIyKbZSNJprzHG87Tx06Ciis+h68m/bW8i87HYw7df1qOKwtgVuPKBlOTuPOKKKhHBmr/dr1KY15tHuruM6dp1/FNIHMd9B5gDJ90gggjqcjOD3BqzpGpXWq6hqV/eSeZc3LiWV8Yyxz27fSiiur7J8/U+BmszEg1j6q7LbIQf+Wo/kaKKxW5OH/iRK8I2SJjvj+dVbri7KDgNIc470UU+p9RL4DStmKyrj0rL1q4lQqysQVcEEevNFFKHxF4xtUHY9K0LQrTVNDS+maVJTb+YRGwALA4zyDXO/ELRbfwzJo72UkztfWQnl85g2GJ7YAwKKK5qDbqSTMMVKXKtTBMzTaDHI2ASw6dsGotR8TatqOmW+mXl5NPbW0jyoJJGYlnxnJJ5xt49Mn1oortp9Tw5/Gz//2Q==", 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", 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", "info": {"video_id": "77335", "label": "pulling two ends of perfume bottle so that it separates into two pieces", "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": "699e97179c927837e20c0ac1dd3a013ec634688858c1bbdf2763ff5e9371beab"} +{"episode": 84508, "episode_seed": 3421421552, "split": "train", "timestamp": "2025-10-13T03:46:48.194140", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3421421552, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 take monitor from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "11091", "label": "pretending to take monitor from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "11091", "label": "pretending to take monitor from 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": "e75f9989ff5a0a7c08cb4dd776d25667f6faa069ad3faa9799da89396acea85b"} +{"episode": 84509, "episode_seed": 2021195757, "split": "train", "timestamp": "2025-10-13T03:46:49.835369", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2021195757, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "110018", "label": "holding a basket", "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": "110018", "label": "holding a basket", "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": "e0f859b59e03259567b1bfd59939c19c226f7bc9b2cd7d67b3d4c2c927dcdd4a"} +{"episode": 84510, "episode_seed": 1572800379, "split": "train", "timestamp": "2025-10-13T03:46:51.968341", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1572800379, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bag so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195122", "label": "poking bag so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "195122", "label": "poking bag so lightly that it doesn't or almost doesn't move", "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": "61130a8b9f6c0ac11727e8c4e4568fd394d782c1a31e20445308d170bbe9590e"} +{"episode": 84511, "episode_seed": 3920139230, "split": "train", "timestamp": "2025-10-13T03:46:53.080183", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3920139230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154976", "label": "poking a remote so lightly that it doesn't or almost doesn't move", "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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hXl+sy7LYhOWPA+tY1paWN6FO/vHIa5KZrHVm7FU/RxXPaVkQsOn79P5Gur1OwMejaqpGSqquffeK5WwXYjA8fvlP/jpqI/AKTvI3CTsYZ/zioN2I0/3KHnRIizE7c44FMkcEkA8BazGdPonGmx+/NWpj1PeqmkcWEY9qnmaqINfw9IE1m3/2iV/MV6FEw249Ca8w0uXZqdqen71f510niDWpreT7JasFccu3p7V1TajqZUYuWiOxaaG2QSSSKqjk5NcnrevLqcqQQt/o8Rz/ALzetc41zc3a7Zp3YdME1C7eRIADwK5qlW6sjtpUeV3ZFrEm9gg7kCuK8RYfW2K5I2Riux8v7ZPMc8BQB9Sa5bxDEsfiGOIdNkWffk1nSXvBiJa2MSJZ5tRljQ4+c4yPelmE8W8mI8nlhzmvTYPhy2p6Ol/ZzDzSzgxHg8MfumuaudAv9JH2eWB2K54k4JrVq26MFK+xn+HHMkrvj2rpmfI5p3h3wte3WnG+8nyTI5AQ89OM5q5Pod/FkGLP0pcrE5K5TtD87n6VpvO80cMbHKxDao/HNZiRTWzMJUZCcYyOtXYfujPeqk7QUSqMLzcjQtVCMCetR6oAYGZetSRfdqK7+aFh7VizsQ3Q5CdK3kYLuxP8qxtZuGGm6pAeQw/L5hVO31aTTr7yJNxhTjA9D/8AXq/rSxnQr6dOS6jkdxkU1ujlqJpu5xEttLLZr5QyRKScemBU4tUZY0jmxMwJKE9MV1/w/wBLtdWuUt7qPfE0r5H/AAAV0mtfDN0fztNlEmPurJgOPYHvWzi90ZKS2PKUtrmK4QMu5S2Miu0t/lgQe1M03wlq1xry2c4aNIl3yqyYIHY/icV0k3hO6hX5GBA9RU8retgckc5IeK6Tw1cLb30hkbCeUxJ+nNZVzot9FnMW76VAjsDtUkZGD9K0h7qbZDXNJJGlPcPe3TzseXOfoOwq3bYT61nxcYHerqjC81z3PRSsZWvN5Seav402/JitLNR0CAH8gak1hfNtXHesvSdQXUMWlySZY2LLnuKRFVaXOdut0+vXDEYZpWJUfSqNpZrDv+1ttXBIfPH51sHB8YyL2+0f0r1CPwFp2q6BZzwk29y8ILMOVY+4/wAK6OVtaHG5JbnjbWErxLJDIHVhkA1r+H45E3mQYYHGK29Y8FatpEbMo/cKMebGNyr/AIVt6R4Ku10iCW4ci4kXe/Hr0/TFQot6WG5Kxju3FFscO/4VsXPhm9jzjDVmNZz2TkTJt3dPerpxakrmc2uU7vSL2KDQYbiZsJGpDfgaqt4w3qRbWbBugaVuPrgVz320tpUNopOFdnb+n9aSBPm3N0pTm07I6aVJOKbH3lzczP8AaLiVpHb17D0FUlzeapbpjMafvH/D/wCvitDUAr2+QAMDtWTok4MlwzEbx8g561juzol7sXYg1d1bSNYQ9SQR/wB9CuEmSRbUmMHd5vbsMV3urxKulajMTy6Y/UVR8GaLBrdyLOdmVXmI3L1HyZrSCbVjik7O5zS2sxt0dXDb/wCE1AxnikAlRhnA6cV6FrPw5vdNnFxADOiEkSRA/wDjy1gR6bf3N7BZrahvOkCF8/dyetDVtGhpl/TcrZp9Kllbg1tt4WvLZdqgMBWdc6XeRZ3QsfpQ4tEpopwzGOWNx95WDD8DV2SV7id5HOXdixrMjOX+laEXBBNOtK7sdGFp2jzdy/aRgHLc1U1YbFLr1q5G2FzVHUjuhYe1YHWZdhqkayrbn78jA5/pWJ4lZv8AhJLdyPvJHx/wI1nTSyRaixU4K7SPrVnXLgXWoafKON0UYP13mtaa1OSuup7/AODjnw3AcdXk/wDQjWnfWVvfQNDcRLJGwwQR0+npWV4LyPDFuT3eQ/8Aj5rebpXUtjksZ9vax2dpFbR/ciUKM98U2REYcqKtSDiuCN3fX3jS80w6xc2kIMnkrGobLKm4L7Dg8mnsK1yr4nlSTV0to02iJckjuTVKFQSPas60vLm/mea6neVyowW7VqxdM1x1X7x6FBe4i0nI47VWuH+Xn0qyp2j61nXcnGe9QzZHMaso+3A+oq3I/meEbhC/3ImB9eDVXUfmcMKsQRTzeH7xI4HKmF/nAyOvf0qo7mFfY2/hWf8AiawgnjfJ/wCgCvZ2GRXjPwuhkTW41ZcFTK3qMbFGQe/WvZia7I7HA9yo8MYm83YPM27d2OcdcVC/WrT965rxjeXNjoDz2kzxSiVAGU84JPFMRdvmSK1llKBtqE4rzK1G9t1a2sXlxHocd7Z67qMyPObY/aI1RZ8LlnjA52qflO71H0GfbAIo4rCtLSx04aHvXLkIyeR0qwSShPpUUY4z3p7tsQj2rnR2lC9fKsDXJWpMGto4OP3nX2PFdHeydTXOSfLeBsE/MDxTQp7DJAU8avzyZlPPP8Ir6B8PYPhzTyP+eC14FOkjeKftWxvLaRfmx0+UdR2r33w8pj8O6epGD9nT9RXXA8yRcmiWSNkdQysMEHuKr7AiBFGFUYA9KuOeKrP1NWSVnAOc4rivGZVJLPAA4cn9KcNRmufG9zpd1q95aWzTbI2iljRY+hJJcYxjPHUnFc3qM99Jq1za3k1zIbaVo1W4xvUA98cZ4GccUnKw1Bydh9uDtyavw9KqRKAoFXY8KuO5ribuz1ErIbcNmMqa4ua8fT9VDgEqG3Y9fWuvuHwCMc1yOtoDMjChbhJXRsarN5/h+8aMgoYywP5EVY+F5J1qHjjzicj/AHDWHHMh8O3cJb955LAL+WMVs/C8Z16FR2lYkfSOt6Wx59RWdj211BFZb6VanUo74RhZ0UqSB94H1rWzUElbmRWkA7gVTnhiYEsoxVDxjeXFjoDz2szwyiVBvTrgnmuW1seJNG0bTru61K8Et3v8yIrgQgBSoJx94hs4/wDr0XHa5zNsOTV+P7xoorhn8R6lL4EXl+7+FUbw/u2ooqTQ4fUUUaiMDrXa6N4Y0/U/Cs2ozGZLi3JKlH4bDcAggg0UVtT+I5sR8J6l4XQR+GdOVenkg/iST/WtZ+lFFdS2OIgk6GvJtZv5tM8ZXt7b7fNjmbbuGRyu08fQmiikxIy9OGN4HQYFbsP3aKK5KnxHo0P4aJWJway7wnb+FFFSaGHdc5zXoHw3UCN/+ubf+hUUVpT+JHNiPhOzstB0yxv5b+0tI4J5AVbyxhTnGTjpngVpUUV1HERP1rlfHn/Itv8A9do/50UUAcFrHiBtYhgjk06xgMKqkb26upVB0UAsQBznp15q0o6Ciiuat0OzDdS9F92mzH5TRRWSOkxb0nmsfGbuL/fX+dFFCFP4T2c+HdL1nSrL7Zaq0qQjZMvyuvHqO3seK34o1hiSKMYRFCqPQAYFFFdyPLYrVXfnNFFMR5VrWrHTfEmqobGyu45Z9xS6h3gMo4IIII68jOD3BrMiuptR1G4vLp/MnmbzHbGMk0UVjU+Fm9H40akY6VaT+lFFcqPQ6FO8PWuX1XllzRRT6hLY63wFptnqkbQXtuk8RV/lYdOR09K3NB0W20f4g3VtbNK0aQs6+YwYgkDvjJ69+aKK6afwnmz+Jnf1E9FFbGZynjs/8U0//XaP+Zrzu81vUL6whsLm6llggdpF3yMxJbHXJ5xjj0yfWiipY0f/2Q==", 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", 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", "info": {"video_id": "154976", "label": "poking a remote so lightly that it doesn't or almost doesn't move", "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": "61aa29a25c1ff0bea4f6c9d83d7f52f2870ffcf2bcdd536948b6c3e3c16467ef"} +{"episode": 84512, "episode_seed": 3782184041, "split": "train", "timestamp": "2025-10-13T03:46:54.309088", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3782184041, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "180228", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "180228", "label": "tearing paper into two pieces", "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": "467a37adc015a929a81184a16d4d5529f515e5f2837325debe4278a4e9338e1f"} +{"episode": 84513, "episode_seed": 689944828, "split": "train", "timestamp": "2025-10-13T03:46:57.486423", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 689944828, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving paint tray across a surface until it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "166150", "label": "moving paint tray across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "166150", "label": "moving paint tray across a surface until it falls down", "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": "a7cf38383885f9b89c08f001090c392ebe0f05b44ec74c2ce0c1e6fe3b3e6b6a"} +{"episode": 84514, "episode_seed": 1279220086, "split": "train", "timestamp": "2025-10-13T03:46:59.596828", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1279220086, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a surface with a pair of scissors on it until it starts sliding down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "22345", "label": "lifting a surface with a pair of scissors on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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DQ/Genj7SiSErmG6hI3p/ut3HseK+fvF/w61jwnI8pU3eng8XMS/dH+2P4f5e9dxpOvav4YmXy5jcWhPzkj5c+47H3Feh6f4m03xDbrscJKy8xMc5+h7/AOeKlOUPQHBSPlUZJr3P9n1YVk1rdFK0sphRWVcqANxOT+Va0nw48KPr6Xl3pUht3OXjhmKR7v8AdHr6AivVNH0fStNsRHpFrb29seiwKFFW5qSsjPkcXqVde8F6L4itXh1Gzjct0lT5JFPqGHOa8d8UfAPUYhJL4f1j7TGvItbxtr/g4+U/iBXvTRt7/nUEsZ25HOODzUxvHYb13PGdQ1uCyDBH3yAdewq54XlM+rpcxTXE4mtf3hVdqIx/hz3rgNE0HVfFTJcXBez00ndn+ORa9h0a1stNt44beKVI0GAuev1rndPkXmdLrc2iOb8V+IdTttUOlabd2enrFEJZp5gDIc9lDe1cjpviW9m1+0uy8d0qyorMys7knjA4wBz1/GvUtR0DTNauVnvrC3nmxgPKgJx6VoW+l2lvIrxxIGXgBQMDoO30FNRTOmniowhyqJcWMHcc8g9cDtTWjOT87VZLHbzGMdztx+tV5NoXkgfWrOMyNaRoUivEcDym2yFVGShrI1F3mgLxtHIFbJKgc46kY785+h9q6S4jSeCSJjlXUqfxrhEup7CeWLIG18EH1B/qMj8aLCOh8P8AiJtOcW9yT9lY9Qc7D6/Su2DeYgZZGKMMggZyK8hmniEzeSzGMn5d55ArovDHiZbOVbG8k/0VuEkJ/wBUfT6fyotYmS6mX8VI5LvWvDOmqf8Aj8llhDMOhJQA4/GsxvhZf6aJWjZbhT/d4NeieJdW0zRDaXV3bJPcZY27bRlDxnBPTqKyR49kfSbi/wDsMvlwrlm3AL7AHv8AhT9pZWJSZ5tPpl7psuD5trJ2PIq1Z+JPEmmEBboXMfXD8msrXvFF5r2om7mCxADaiKx4FZ661PEeVRwPXINUnfc0SZ6NYfE794I9QsHjbuV/wrpLXxXouooAl2qMf4ZOK8ig8RWbx7JkaInrkbhVxV029G6J1LdjE/I/ChpDPXJFSVco6kdijViahbtazi7VCVb5ZSvX2P8ASuGge+0+TNlfvkfwOSv/ANate38W6p5Zhv7VZIyCC2Oo9iOtJxYHRR6ncaVeJf2xBRgAwAwGHoa7rTdYg1a0E9vKM9HQ9UPoa8KsvHdi5Mdws0IOVxIuV+uR0rZ0bXGtNQjvdOu0dekqK2VdfQj/ADilytbkOz2PYpSxRvn6gj7tcd4H+G8HhW+GpS3ZnvDGyYUbUXd19zXT6XqdrrVmLi1lyAcOhb5kPoRUN94n0ywYo1yCw6hSG/lRzWI12N4EjqUrgvHWp2iOlosVu8mNzkrnHoKl1PxzFbWokiikYuDsLjaK8p1G9kvrqS4lYl3bJAc4qbmkI3dyzLHbSFg2xQeoqudOhQ7rV2jYfNuQ96ypmdjgH/x81WFxcwPujkdf+BZq4s0cTtLLxNrekgLPi5tx3znArqNN8U6bqyhXk8iTOCsnT868xh8RMhxdR84xvj/qKvIbLUQZI5VZifvRnaw+q07Jks9HnX7GNqFfKl+6wP6V0nh7X5mUWd7xjiOU9Meh/wAa8Yvb7VNK0vFtdCbdIAol6Y78U7TfHSLsS8VreRTw8bEr9P8A9dJQe5Da2Pod2Y/xj8qrJYQz6pDfSqrzWyMsRYfd3YyR74GPxrnfDXi+01NYbeSYB3GImLDDexI7110K7NxJ/X/GlfUh3RZGcfwinFyo5KViah4l0zT8rJeKZB/yzXk/pWVrfiWKHS3ZJkMkqfIgY7ue+KTkhqDZFrXjeaz1CSG0EDohxk55PesO88f3s8LQz29lJE3BV0JB/WuKuJcsxDMfrIaoSs57t/33Uq7On2aS2NG4u7WSd32pBuOfk5H4g9aozWUYfz7eX7O7nIZf9W5x7dDWZOJDn5m/Oq0V9dafIWikyp+9G3Kt9RWqehMo2O80jxlJastprMTsGGBN3x9ejfzrrLbXZIf3un3Q6ZUHlJB6exrzCx1XT9TxbSqqSNx5MzZGfVT/AEqrqVzeWGrJLpd3IggXZsUblb1yO9HKm9DNytuetWXxPaH5dZ04wqzEJPAwZSM9CCeo7iur0zxDpmuRO2n30chXh48Ydfqp5FeDT6taeI444r5Xsb9Tguq4R+3fjP1rV0rw9rmiavZ6hpqyahalwpa2Vsgdww7fmRSaa3OpU6FWF4u0vwOaivb1Y4ZE1GZVYDKb+nt14raGoTwHadYmT6yGvTJPAPhi5kaSXR7cuxySpYZP4GpV+H/hTIP9h2vHu3+NJzTOFM8sOs3iOduvnaOcGU5qZNf1EY2a/IOBjEx/GvV08D+FlGB4e07HvCDSyeA/Csow2gWI90j2n9DU86LueU/2/qbjH/CRTMfUzNimf2nqDqHbXJG9vNYivUl+HvhOJSBolufmLfMWPXt16e1Of4feFHA/4klsO/y7h/Wnzodzyc6rftJj+2AQCMjzCPwFctrM08mrXLHVJc7uiyY7Cvfv+Fd+Eg246Fak++4/1qGb4c+DpMk+HLHJ6nYc/wA6amkTJtngPkS9tcIP94ynApGF1C6E6zJIh67JCxP1r3OT4XeC2/5gUC/7ruP602P4YeDUOf7EhP8AvO5/rV+1RFmcp4msbu70TwhaxyPPM1u+WZtx5CHk+w/lWN4o1FVs4NC07ItbYDzWH/LSTv8AgDXr0+lwC1jgtIY18pSkY/uqeuPyrGTwNaEkm1t8nrnJrG5UX3PCjbyE9DUbWkjAV9C2/gjToefs8GfaMH+dW/8AhEbA9IIfxhWnzGimj5rexlP8JNQtp05+ZUYY7ivppfB2mZHmW0BUdhEBVxvD2nMnlJbRoMdlFNTC6PlyO/1izwqSu6j+GUbh+tXE8X3cNvLHPY5ZlKho2OB+Br6KHgXQskvZQsT1OwU8eCvDq8HS7c/VBT512JZ8yRatp0so+0RkjusmRVyK2065Ia0vWtpOwztX81r6Hm8BeF5+H0a1I/3KzLj4VeD58/8AEpWM+sUjKf0NX7VGdjzz4bXOrxeLooEvUlikDCZW53IAc8+o7Vp+GrGXVNWEsrAQwHfISeAP8a7DRfhvonh/Uvt1pJeMwXCpNNuC/TjNWItDh07SzaxxMDL95l6/nWc2myouxwHivVft955NsMWsPyoB/Ee5rmzE56CvVY/CNm7j/RZH+rGrqeEbUcf2ZH+WazubRkkeMG2kweuTUD2shH3TXuY8H2pP/IMiH/Aat2/gzTkUu9nAhHQbc/zpqTHzo+dprGb+6az5LS4jkDx+Yjg8Fcg19LS+CbO6cGS2gI+mP5Uq/D7Rf47WI+wSrUyW0z5pl1nVF2Lclp0QYAYcirlrrtlNGIZ48ZOeflYfjX0VJ8PfDrLhtPiP/ARVKf4XeE5x8+lp+BxVqp5GTR4fHH9kxc6RflCW5RmOc/yP1r05PEGtXPg/S2vJgJJWlQyRk5lVdoBP5ke+KuXHwZ8Ovk2kt7ZN28qXcPyYGrl54RS0s9L06yZzFDv3u5yxJ29qmc01oENHqV/C+lx3BlurhPkj/jPT/wDXWNr96t7qDNEoEMfyr6n3Negy2CWmjR6cu5cj5ivWsdfDlgOsTt9WrNm8ZK92ecPGzY6461BJC57GvUv+Ec08/wDLsf8Avo1JF4W0+Rwq2pJ9NxpJmntEePy2sjdFNZ09pJj7te+SeErVE8tbGJs9SOTVdPAVk3Jsxz/ec1SkyXNM+drqzkHOw1BDqF1Zna4aSLup7V9Lj4eaQVw9vFnvwT/WoJfhj4fl+9bL+Gf8a0UzCVmeGQajp+sDbdAB+0nRl+o712HgbXdY0LxBFYWxS+s7h1jaIPzg91J7j3rsrn4NeGJwcJPE/Zo5CCKTQ/hTa6HrUV6NWu7iKLlInABDeu4VXOmiLHZpxT8njFRL0p4Nc4kSgn1qQMcdagBJp27FBQ4nJAp5Yiod2WpSaBjixpjMfWkLU0tTsJiFj7UwsR6UrNgV5xcapqd343v9MGt3dpAGk8lY1Dcqm4L7Dg8mmlcTdj0NDlzU4xiuD+Her6hqv9oG+u5bjYIinmH7ud2cV3lPbQkeDkdxTwSO9Rg04GkUh5JP4UJkEmmlsChWOKVih5Y03caTdTd1OwhSajLfSnFhXM+N7+607w3JcWU7wTCaNQ6HnBJyKBG+7DHapwoPUV5PqWs6hDpEN9Z+IdSlDXHkZnRUWYhcs0ffaDwc+o+g9ZjOQPpTasTe48fL0Jp659aZUgPFIaH9qa2SQKM0mfmosUiTJAppY5o3cU3dQMXJphNLmmMetAhC2OwpIkR5dxUbl6e1ecT6zey+O7zS5tavbS1M5SMxSxosfAPJcYxjPvmtvwJf6jc6lrdtf3N1KbWVURbnG9OW644zwM44quW2pN+h2MtnFMwZwc+xpUsoAB+7/Op6UGiyHcRYIh0jUfhUgVV6AD6CgGgng0hgg6mnU0HijNAC5phPsKXIppIoARj7Co3YYrnfHeo3Wm+GJLmyuHgmE0a7064JORXDavf+KtI0mwu7nWL4S3RffGRgRY2lQTjqQ2cf/XqkmyWzto7qYfxfpTxezZxuH5UUUWQh326Ydx+VI13M45fH0oooSVxjEu50bhyfrTvt1xj7/wClFFOyGMN/cf3x+VH22c/x/pRRQ0gGG7nKn94a8m1rU7nTvGd9ewMpmjmbG8ZHK7Tx9CaKKcUSzf8AhjM8X9phTn/VDn/gVekJdSHriiioluBKs7kdqRrqQA8L+VFFSMqNez9dw+mKmF9LsHC/lRRVtIYfb5fRPypv26U9k/KiikAw302f4fyrlfHt3K/hiQEjHnx9vc0UU0hM4DVfEUmrxwRyafYwGJVSN4EdSqD+EAsQBznp1r3WGZyg6dBRRTmJFncQBTvMYDtRRUDIJ7qRSMYGfamw3UjE5wfwoop9BoebqT0Wmm5fPRaKKQDXu5AeAv5VA97Lg/d/KiimB5Fr2tyWPinV1azsrpJbjcUuYd4DKOCOQR16Zwe4NdV8L7+5vr3W7q5k3zTNFI7YxkndRRWj+ElbnpgcmnK5oorMYrSMF7VRN5Lux8uM+lFFUhlvz2CjgUhuHA6CiipQxv2h8E4WoWu5B2X8qKKoRyPxEuZG8JODj/j4i6fU15dda5qF5Yw2VxcySwwu0i73ZiS2OuTzjHHpk+tFFVEln//Z", 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DQ/Genj7SiSErmG6hI3p/ut3HseK+fvF/w61jwnI8pU3eng8XMS/dH+2P4f5e9dxpOvav4YmXy5jcWhPzkj5c+47H3Feh6f4m03xDbrscJKy8xMc5+h7/AOeKlOUPQHBSPlUZJr3P9n1YVk1rdFK0sphRWVcqANxOT+Va0nw48KPr6Xl3pUht3OXjhmKR7v8AdHr6AivVNH0fStNsRHpFrb29seiwKFFW5qSsjPkcXqVde8F6L4itXh1Gzjct0lT5JFPqGHOa8d8UfAPUYhJL4f1j7TGvItbxtr/g4+U/iBXvTRt7/nUEsZ25HOODzUxvHYb13PGdQ1uCyDBH3yAdewq54XlM+rpcxTXE4mtf3hVdqIx/hz3rgNE0HVfFTJcXBez00ndn+ORa9h0a1stNt44beKVI0GAuev1rndPkXmdLrc2iOb8V+IdTttUOlabd2enrFEJZp5gDIc9lDe1cjpviW9m1+0uy8d0qyorMys7knjA4wBz1/GvUtR0DTNauVnvrC3nmxgPKgJx6VoW+l2lvIrxxIGXgBQMDoO30FNRTOmniowhyqJcWMHcc8g9cDtTWjOT87VZLHbzGMdztx+tV5NoXkgfWrOMyNaRoUivEcDym2yFVGShrI1F3mgLxtHIFbJKgc46kY785+h9q6S4jSeCSJjlXUqfxrhEup7CeWLIG18EH1B/qMj8aLCOh8P8AiJtOcW9yT9lY9Qc7D6/Su2DeYgZZGKMMggZyK8hmniEzeSzGMn5d55ArovDHiZbOVbG8k/0VuEkJ/wBUfT6fyotYmS6mX8VI5LvWvDOmqf8Aj8llhDMOhJQA4/GsxvhZf6aJWjZbhT/d4NeieJdW0zRDaXV3bJPcZY27bRlDxnBPTqKyR49kfSbi/wDsMvlwrlm3AL7AHv8AhT9pZWJSZ5tPpl7psuD5trJ2PIq1Z+JPEmmEBboXMfXD8msrXvFF5r2om7mCxADaiKx4FZ661PEeVRwPXINUnfc0SZ6NYfE794I9QsHjbuV/wrpLXxXouooAl2qMf4ZOK8ig8RWbx7JkaInrkbhVxV029G6J1LdjE/I/ChpDPXJFSVco6kdijViahbtazi7VCVb5ZSvX2P8ASuGge+0+TNlfvkfwOSv/ANate38W6p5Zhv7VZIyCC2Oo9iOtJxYHRR6ncaVeJf2xBRgAwAwGHoa7rTdYg1a0E9vKM9HQ9UPoa8KsvHdi5Mdws0IOVxIuV+uR0rZ0bXGtNQjvdOu0dekqK2VdfQj/ADilytbkOz2PYpSxRvn6gj7tcd4H+G8HhW+GpS3ZnvDGyYUbUXd19zXT6XqdrrVmLi1lyAcOhb5kPoRUN94n0ywYo1yCw6hSG/lRzWI12N4EjqUrgvHWp2iOlosVu8mNzkrnHoKl1PxzFbWokiikYuDsLjaK8p1G9kvrqS4lYl3bJAc4qbmkI3dyzLHbSFg2xQeoqudOhQ7rV2jYfNuQ96ypmdjgH/x81WFxcwPujkdf+BZq4s0cTtLLxNrekgLPi5tx3znArqNN8U6bqyhXk8iTOCsnT868xh8RMhxdR84xvj/qKvIbLUQZI5VZifvRnaw+q07Jks9HnX7GNqFfKl+6wP6V0nh7X5mUWd7xjiOU9Meh/wAa8Yvb7VNK0vFtdCbdIAol6Y78U7TfHSLsS8VreRTw8bEr9P8A9dJQe5Da2Pod2Y/xj8qrJYQz6pDfSqrzWyMsRYfd3YyR74GPxrnfDXi+01NYbeSYB3GImLDDexI7110K7NxJ/X/GlfUh3RZGcfwinFyo5KViah4l0zT8rJeKZB/yzXk/pWVrfiWKHS3ZJkMkqfIgY7ue+KTkhqDZFrXjeaz1CSG0EDohxk55PesO88f3s8LQz29lJE3BV0JB/WuKuJcsxDMfrIaoSs57t/33Uq7On2aS2NG4u7WSd32pBuOfk5H4g9aozWUYfz7eX7O7nIZf9W5x7dDWZOJDn5m/Oq0V9dafIWikyp+9G3Kt9RWqehMo2O80jxlJastprMTsGGBN3x9ejfzrrLbXZIf3un3Q6ZUHlJB6exrzCx1XT9TxbSqqSNx5MzZGfVT/AEqrqVzeWGrJLpd3IggXZsUblb1yO9HKm9DNytuetWXxPaH5dZ04wqzEJPAwZSM9CCeo7iur0zxDpmuRO2n30chXh48Ydfqp5FeDT6taeI444r5Xsb9Tguq4R+3fjP1rV0rw9rmiavZ6hpqyahalwpa2Vsgdww7fmRSaa3OpU6FWF4u0vwOaivb1Y4ZE1GZVYDKb+nt14raGoTwHadYmT6yGvTJPAPhi5kaSXR7cuxySpYZP4GpV+H/hTIP9h2vHu3+NJzTOFM8sOs3iOduvnaOcGU5qZNf1EY2a/IOBjEx/GvV08D+FlGB4e07HvCDSyeA/Csow2gWI90j2n9DU86LueU/2/qbjH/CRTMfUzNimf2nqDqHbXJG9vNYivUl+HvhOJSBolufmLfMWPXt16e1Of4feFHA/4klsO/y7h/Wnzodzyc6rftJj+2AQCMjzCPwFctrM08mrXLHVJc7uiyY7Cvfv+Fd+Eg246Fak++4/1qGb4c+DpMk+HLHJ6nYc/wA6amkTJtngPkS9tcIP94ynApGF1C6E6zJIh67JCxP1r3OT4XeC2/5gUC/7ruP602P4YeDUOf7EhP8AvO5/rV+1RFmcp4msbu70TwhaxyPPM1u+WZtx5CHk+w/lWN4o1FVs4NC07ItbYDzWH/LSTv8AgDXr0+lwC1jgtIY18pSkY/uqeuPyrGTwNaEkm1t8nrnJrG5UX3PCjbyE9DUbWkjAV9C2/gjToefs8GfaMH+dW/8AhEbA9IIfxhWnzGimj5rexlP8JNQtp05+ZUYY7ivppfB2mZHmW0BUdhEBVxvD2nMnlJbRoMdlFNTC6PlyO/1izwqSu6j+GUbh+tXE8X3cNvLHPY5ZlKho2OB+Br6KHgXQskvZQsT1OwU8eCvDq8HS7c/VBT512JZ8yRatp0so+0RkjusmRVyK2065Ia0vWtpOwztX81r6Hm8BeF5+H0a1I/3KzLj4VeD58/8AEpWM+sUjKf0NX7VGdjzz4bXOrxeLooEvUlikDCZW53IAc8+o7Vp+GrGXVNWEsrAQwHfISeAP8a7DRfhvonh/Uvt1pJeMwXCpNNuC/TjNWItDh07SzaxxMDL95l6/nWc2myouxwHivVft955NsMWsPyoB/Ee5rmzE56CvVY/CNm7j/RZH+rGrqeEbUcf2ZH+WazubRkkeMG2kweuTUD2shH3TXuY8H2pP/IMiH/Aat2/gzTkUu9nAhHQbc/zpqTHzo+dprGb+6az5LS4jkDx+Yjg8Fcg19LS+CbO6cGS2gI+mP5Uq/D7Rf47WI+wSrUyW0z5pl1nVF2Lclp0QYAYcirlrrtlNGIZ48ZOeflYfjX0VJ8PfDrLhtPiP/ARVKf4XeE5x8+lp+BxVqp5GTR4fHH9kxc6RflCW5RmOc/yP1r05PEGtXPg/S2vJgJJWlQyRk5lVdoBP5ke+KuXHwZ8Ovk2kt7ZN28qXcPyYGrl54RS0s9L06yZzFDv3u5yxJ29qmc01oENHqV/C+lx3BlurhPkj/jPT/wDXWNr96t7qDNEoEMfyr6n3Negy2CWmjR6cu5cj5ivWsdfDlgOsTt9WrNm8ZK92ecPGzY6461BJC57GvUv+Ec08/wDLsf8Avo1JF4W0+Rwq2pJ9NxpJmntEePy2sjdFNZ09pJj7te+SeErVE8tbGJs9SOTVdPAVk3Jsxz/ec1SkyXNM+drqzkHOw1BDqF1Zna4aSLup7V9Lj4eaQVw9vFnvwT/WoJfhj4fl+9bL+Gf8a0UzCVmeGQajp+sDbdAB+0nRl+o712HgbXdY0LxBFYWxS+s7h1jaIPzg91J7j3rsrn4NeGJwcJPE/Zo5CCKTQ/hTa6HrUV6NWu7iKLlInABDeu4VXOmiLHZpxT8njFRL0p4Nc4kSgn1qQMcdagBJp27FBQ4nJAp5Yiod2WpSaBjixpjMfWkLU0tTsJiFj7UwsR6UrNgV5xcapqd343v9MGt3dpAGk8lY1Dcqm4L7Dg8mmlcTdj0NDlzU4xiuD+Her6hqv9oG+u5bjYIinmH7ud2cV3lPbQkeDkdxTwSO9Rg04GkUh5JP4UJkEmmlsChWOKVih5Y03caTdTd1OwhSajLfSnFhXM+N7+607w3JcWU7wTCaNQ6HnBJyKBG+7DHapwoPUV5PqWs6hDpEN9Z+IdSlDXHkZnRUWYhcs0ffaDwc+o+g9ZjOQPpTasTe48fL0Jp659aZUgPFIaH9qa2SQKM0mfmosUiTJAppY5o3cU3dQMXJphNLmmMetAhC2OwpIkR5dxUbl6e1ecT6zey+O7zS5tavbS1M5SMxSxosfAPJcYxjPvmtvwJf6jc6lrdtf3N1KbWVURbnG9OW644zwM44quW2pN+h2MtnFMwZwc+xpUsoAB+7/Op6UGiyHcRYIh0jUfhUgVV6AD6CgGgng0hgg6mnU0HijNAC5phPsKXIppIoARj7Co3YYrnfHeo3Wm+GJLmyuHgmE0a7064JORXDavf+KtI0mwu7nWL4S3RffGRgRY2lQTjqQ2cf/XqkmyWzto7qYfxfpTxezZxuH5UUUWQh326Ydx+VI13M45fH0oooSVxjEu50bhyfrTvt1xj7/wClFFOyGMN/cf3x+VH22c/x/pRRQ0gGG7nKn94a8m1rU7nTvGd9ewMpmjmbG8ZHK7Tx9CaKKcUSzf8AhjM8X9phTn/VDn/gVekJdSHriiioluBKs7kdqRrqQA8L+VFFSMqNez9dw+mKmF9LsHC/lRRVtIYfb5fRPypv26U9k/KiikAw302f4fyrlfHt3K/hiQEjHnx9vc0UU0hM4DVfEUmrxwRyafYwGJVSN4EdSqD+EAsQBznp1r3WGZyg6dBRRTmJFncQBTvMYDtRRUDIJ7qRSMYGfamw3UjE5wfwoop9BoebqT0Wmm5fPRaKKQDXu5AeAv5VA97Lg/d/KiimB5Fr2tyWPinV1azsrpJbjcUuYd4DKOCOQR16Zwe4NdV8L7+5vr3W7q5k3zTNFI7YxkndRRWj+ElbnpgcmnK5oorMYrSMF7VRN5Lux8uM+lFFUhlvz2CjgUhuHA6CiipQxv2h8E4WoWu5B2X8qKKoRyPxEuZG8JODj/j4i6fU15dda5qF5Yw2VxcySwwu0i73ZiS2OuTzjHHpk+tFFVEln//Z", "info": {"video_id": "22345", "label": "lifting a surface with a pair of scissors on it until it starts sliding 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": "7ab0fb8427eec8f60f19d7a09027cf29302f2e970bcc0e6e529d328d516ae792"} +{"episode": 84515, "episode_seed": 1390180735, "split": "train", "timestamp": "2025-10-13T03:47:01.854075", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1390180735, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a water out of a glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "136972", "label": "pouring a water out of a glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "136972", "label": "pouring a water out of a glass", "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": "da4640e076cdc3c9145231ae7e738df53466661240d15b8c49baca077f0c6ba9"} +{"episode": 84516, "episode_seed": 1413487762, "split": "train", "timestamp": "2025-10-13T03:47:03.454853", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1413487762, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 rice cooker'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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xIobGVHJz+AP44pNDk243ZtWscyWE83ks5uh5kqrHkbQ24KD16j8sU/xNKtnaQWSD5nIlmw24ZAxgH0znH+7V0Qm/uJDczBHLApaRpvWFduFG7O3jgHHvXLapei71CeaLIiHyRemxeB+nP41PUqgk3crxSKrJlCVzyM4/XtXURXUCy2BZ7YNtfLB8tHgn5Pp05OfrXJx93IO3GGJrT0a3/tHXbG04InmSPnuCR+lDRvUg5pO57l4E0waJoUuuzWx+36m2VDj/AFcQ+4PbPX8qtahqxkkAmkaWQ/djQZP4AdK0r6x1LU0EVvLFHGow+M4XH8I+gqpZ6BdWakBF3HqwPJrROysjCjUpQjzPczGXUn5FkIwennShT+VZl3dvGGhvLZGVhggMGBFdf/Y07feKinQ+G7YTiWYeaw6A9KLsv653R4L4v0eCwSK7sm2207lPKIPyMBnAJ4Hbj61yBkZXypIweK+iviTodpc+Eb1i0cHkRmdTjALLyB9TyPxr5zAJII60mrMzjUU02tNTtrbOk21zdKYvKMIeN4SGSRQeOoB++R9dp61ycMc97cJGjFpZG4yep7k10PiSeOKGKztd7wv8yl2yfLXKpn6/M34ineEtPGJL51OOUQH9azvZXNIRfKSL4VtrdFkvb1jxkpGNv6moLp9Nu41sbO0RPIQnzw+CzdcEdWz+lXfER8+MRpIEbdlifSsG2ZNOjDon75mysn8QXnP51EW3qy225WR6n8L9QexU2r42BmRWX7rMDuOP++sfhXscFysijJr5t8FTs9xdGEsrqqSLufI35OT+PQ17DouvJcwjna44ZT1U9wa3i7HFXjd8x1erQGayYKGZh821Dgt6ge+DXOadDHFeAQSLIzMvQEFVBySw7Ht+Na8eoqRyeKSS/hUE5OT14AzUVKXPK97f8B3Jp15Qi49yW7nCRE5618w+O7xb3xpqsykECQRj/gIA/wAa9v8AEniFLOxmmLD5VJAFfOU8xuJnnYnzJHZmPqTzWkmVh4u7ZseH4BcG5KsA0WxghUESc429c5JI6e9V9duRcarIqtujhHlKfUDqfxOT+NP0K5NnZahNlVZFURk4yZDuA/AZZvwFRaXYPqGoxREB4+rsB0ArPZ3OqCcryZtaJ4etZbH7Vf8AmYblYwccHpnvmpLjWbTRd0WmQxxSsNm4DJ989zW5dTJbQbeAAOBXHSQRxXH2k5C5MhZun0FZJuTuypaKyNbTG8vVbK6WZUkuMhvlCK/BJPtyBxX0DoOrrd2UUmeWHI9D3r5jF88t4hkCFndTkjP8QPHpXsOn6k+kz7mP+iyNkn/nm3+B/n9a2g7GFeDdl1PW0mR1znmubv8ATtt2zC3kkRmyrQgHI/usD0+vpUdrrCOgIf8AWrZ1WPHOD+OKc4qa3sctOpKm7otW5aC0AlxvOWYDoMnOP6V5D8Z9UV7Gxsg3zPOZD9FH+Jrv9S1tEjY7goAz7V4L441c6p4jbdzHEm0A9s8/4U0lGKiuhdKLnO7OYLcEZ25PUiu50zzdMhntp1lS3EO545QQGH3mZe2cDHtuFcI4OA2Cc12WuMNL0tNPEgkJzCGRcAgEM5/FsD/gNSzpfvSSZzVxcTXt1JMygySuWIA6knoK3YPCV5KiyXE8UCE5x95v8Kr+GNP+03/nscxQ8jP97tXQa3LMbYrBIFfgKDwAKznNp2Rum+pSXQ9GgUR3GpSmaYkRooA7/jkmu/8AhVfizjksJAymN3yG653Z/kQa8mjjFvK1xLLvcMAjn+97ewrqfBmozJezGOTzPLAnC7cHJOGGepGAMVUb3Mqrc4tM+kY5VkQVn63bI9kXZUJQjJkHAHv7ZxWVpOsx3NukiOGVhkGtn7YsyFXIIIwd3II9K0nGNSDi+pwRk4ST7HO6XHLZ3ZLoEyyrgIBkk9B+FdBcSBEY1US1tbaQSpnK/cDSFgn0HaszWdXitraRy2FRSSazo03TTvbXsaV6vtZXR4H8R7gXPjrU3DEhCiD2woqj4d1K5067ZrNgJ3KqxKAny+rAE9O1Zup3Tahqd1fMdxnmZyD7nirvhnZJeNBNCJIpMeYxDZjXBywKnjHvxVs6GrRUWb149vYaObu3lYNPFsEb7co7Eg/dAH3dx9siuSVxuwp+VccYrX8STnzLe0G7ZCuSGOSCegP0UKPzq54Y0mCZGvbuESKOI0bocd8d6i6Sua07xsjEtrG6usG3tJpEZsLsUkGtnRIrvTfFOmSzwSQlbhG+cYHrjP0NS61r9zBctbWy7Cgx8vGM+lRLqVw1pCt60k06OrxsowY0HcAdSAD1pKTauW6m8T6b0WRJNOhZCCGQHPrnmrzxjkgVwng3W1m0+OPcfkA254O08qfyrt4bpHXk10J3R5UlyuxzWoaje2s7RmaMEHoqk4rYspfPtEctubHJIx71W1WxaeYypGJVYfMoYKyn1BPr6H0qS1VreBvNwGY7iFOQoxgD9K5KUJwqu92td3p5WOipOnKkrbnLfFGRV8Canuyf3Y6f7wr5sI3Mcj34Ne5fF3VdvhlrVDl7iZVx7A5P8q8LZuPqOnpXTLcdDSOp2z2NlrpuXgIMgICylWQr82B8uSCNoPTGOK0pZEsLRbeFeFXFOs4Ra2yp8u89SB7k/wBao3ThrgqzfKOtckpXdjqimlZlBX80yXMn3FBxmucmnM85lwQeeAe1amragkkQsrYDbn58dPpWOVKsOQe/0rWC0uOPc6zwHII9QvB/CUX8Of8A69d9JE4k8+3k8qfHXqrD0Yf1615r4OnEWpTg8FosEfRhz+Rr0W0uPNgUOAs2Mumen/1qvrY56t1LmRZTxDd2423NpMD/AHoxvU/lzRJ4imnG2C2uHPumwfiTSAFyFUEk+lTNZXKxNKYnCLySR0pmDlD+U5DxjczR6JK9xIDNMRGqr91ATzj1OO9eaHCtj5gM8NXX+P74yXFvaIThSXb69B/WuQ35GRnpzQbU2rG14dmdbmWHYxL7RvUjC5OMkEEHrXYJaW+nPdTwqA8zljgYAHYAdq5vwcoeW6kYklFUD8c/4V0N9IBAeeT0rCpLWxvBbvuZl2813cLHnIPJ9hWPrVyBKLVD8iD5/r2q/easllHsQAynt71zhJkBkZyzscnFOEerKWr0FjOJIenDgg17PbuJIirYz0we/wDnNeKE7SM8jpj0Neq2V6yQrdyEm3aJTgDPXoR+eD9K1Mqybsafl3VqSbGZVT/njLkqPoeop39pavjb9mhz6+fx/KnCQNggggjPHpWnDot1JEJW2RoRkF2A4qrHM6n8yuYcyzyqZL6ZWA5EacKPrnk15Bfzm8vri5ABMsrNz6Z4r1HxfdHTtIugjqzbSoZTxzxx+deRISqkEdRSsXTlrqPw23gY55HpXZ6hpgvhIYJy8lumxFiZXQ4IGMjBBJYnOPWuLyd2Oh6e1eiaPbLaWpkVCjS9R6jJIP8A9aonLlVzeN+ZND7OCLR9OWJgDKRukK92rLeZr25yc7EOTmr1+7GVUzy1Y2p3kVnaNbwH97ISCepA9axjds0Zk3l15lxlDtiU7QuOPrXQ+BH26pdKSceWMf8AfVcpgqRlT/jXQ+DJAmpzgnh4ce4IYV0JWFP4Gj0uOa40+Uy2uXjY5eEHBz6r/hWra+KoJRt85VYdVY7WH1BrFtrgXFssozhhwCMEexomt4Lj/XRRyH/aUGn6HG3F6TWpuXXiWCNMtOg+rCuM8XaxPLolzL80cZXam7guTwOOwrUjsreA7oraND6hK434g3+2G3tFPLPvYZ9On86BLkT0OGyVbaGBIPQ10XhOYxz3pCAq8YWQZ+YqDuKgd84A/GudYqw6A5GcntW5oF3cR291b2/lKJ2i8zzIwwIBPc9OtD2OiexDcWl7NqZWaKVLqeTdhxjOT/Ku2/d6bYpCp4RcD3psNtAPs94wBkWABRjAUnJbA9yazb1pbqTYhJ559q55y5nY3voULhFmMl04UKW+bI5YVjTXzys0oLAE4K5xjjArQ16ZYxHZofu/M+P5Vikkqep9RWkVpcS0uevaFNNb6XY3VvkusCBk/vrjp9fSu403xDFcQqyv7H2PofSvP/DkwOjWfOVMK4q/NbB5PNileGbu6d/qO9aI4pKLdmejDWF2/eB+tZ1/rqrG3zAAc+griPM1VRtF1bsPVoyD+hprQSyAvd3BmxyEA2pn6d/xp3ZHs4rdnFfELWX1DVLePJ2IpcD68Z/SuObD7jnBznFafiC6F5rt6wOQG2Aj0Xj/ABrK2g/KXB9D3pHVBe6l0PSXuMAn0HFcvqt4wQqh+ZzyfQVq3NxsQn8BVE6Zp10Fa61VrWdl5jltWwvPr6e9c8I6mkmk9TnAVLbQTk8hqcdyj5mz7etbf/COQBgYda06TsCzlTn8qrT+GNUQkxxJOOxilVv61uJSSRX0fUF07XLe6c4jDYf/AHTwf55r0rHlyLNvJkU7cquSV6hfxHSvMn0HVY0LPYXAXqT5ZNdV4d15TDHpWqgxTR4WCSQbdw7KSehH60znqOT1O6sLx7VFmjkwwTAcrz9cetRnxHNqqurOdidcSZ/PtVV2yoRn2A/x7c4/CsfWdUtdAsWYTmWZ1xFGVC7m9cDoPU07vYystzhvE9wZdelyxbYAv49f61mR4ZiCcAiml5J5WeRyWYlmJ7k1r+FtHtvEGvf2bdXslsjRStEUj3F3VCwX2HBOfajyNU+X3mXvCreUbwDOPk6/jWjqV2EXcTwozWF4ZkKrdZOchD/Otu2tW1FrmRrGS8t4F/eJFMEZT1B569DWEo3mbqa5bnKTSs0jMfmfOfpSbUIDE7c9q62fRtKOwtpmr27SKGXZiZSD0wQOaoXOkaQy4GoXNs/926tiP1Fa3BTjqc67jaV9+BXe+Eb5b/SlgOfOtMoRnnYfunHcDp+ArmD4fSQkx6tYMOxMhX9CKvWWha9otwuoWSRTqg58uZWWRe4655p6GU25HeWB+Y4TCDgHeT3yQc1Jd6peLdpFCZNr43vtz/48ePwrNsNbtb1OCbef+OGb5WB+p4P1FJf6npOnwm4utgmxx+83MT/sr60GGnUxfHtyPskUOfnkbgew5P8ASuCXJ4545q9rGqTazqL3ci7E+7GmfuL6VRkYpGNhPXrTNIrS7JWKMAVxk4616UZ1AUdgK5XWtC0m18OW+r6ZqN5MGuvsubmARrcEJud4hnO1ThTu/vD3A2ZZwq59qwrLY6KU+a7KGqX5jEkgOXY7VxXNks0hYvmQnPNdC2h6hqqLPam3ZGBCqZ0DZz6E1SbwtrMMgLafO2P7gDD9KuCSRV02jLLN1YBfer2g3aWmv27SY8mRtj59G4/niqV1b3Vu7LPBLGR2ZCOfxqoQzHnJPbmrSJqS0sj2BJJYphL91eUZN2BgH731rXsJkVlkniEmFzsDYBP19K4/w9q8Ws2AhlfbfQgeYD/y0A6Njv710IYiIRRKN2MBQcfhQtDkeu5sXGvWtzC8NrDCvHzEIf0JrxvxdcmfXCCB8i9vcn/61d5IF0W0uLi7IjULubMu8/T6+gFeWXd1Jf3ktw6jdIxbHoOwp7hFWdhsY3EgdMVv+FbYy3ku7BSMq557jOKg8I6dpWreJIdN1a6ntYpjsWeOaONYz1JYycYxnjqTgd61dGt303WdasmSeM28/lBLgASAAsMNgkZ9cEj0qal+Vs3pyTfL1OgnlVY2JPAHFc5d6kLKI7RmRuQK0L24xCRnjNchdztNOzjnPAPpWFON2btiNN5ksjzHMjHJ3VEeFLL1XnNAOI8yDPpTHkH4Y4FbhdJanoXhmfzdItZxIAYS0YXPUjPH4giult7xbiNGI2O3VD1B7ivOvBmpCK8fT5WULOQ0Rbp5g7H6j9QK7mEMt03yqFHPK8n3z+lGxx1Jcz1OktNNW4iWSS5ii3cqrHkj6VkeIZYdPtpWhnD7V+8VI5qnqV7NGipA4Qk/MfMC8fzx9KxvFl6sGg4d8vIAi5PJJH+GapszUTzjezSGXPLEk/jQTgDuMdKiOQMA/lXT+IfCF/4a8OaPqF6ZlnvjJ5sJjIFvgIUDH+8ytnHbp1zhmqkloye5BmuIYCzBZJFQlTggEgcVoHxHqBvo1LIVtreVEUjIOG2AnJ54oorGGxVX4yBb0y6vHbNb2pie6n3L5C/dQYVenSqtxBA+rpAkKwoVjP7klTkgE9/eiir6mS2NexsiNNN5FeXkU8c7xBkmPIHqDmsPWNUvnVRPcG4GBxMqt2+lFFIS2G2Gs3u1I1mZEJAwrHj6c1pf8I7Z3k3mzyXDO3JYyZJ/Oiii447lHWtAtLGeNYXmwy5O5gf6VhafqlxoerLqFns8+LcF3ruHzKVPH0Y0UVUTWfwlnRGKxXOD2X+tWpr+5giW2gkMUc8LGbZwZMsRyfoMCiio+0N/AizNqd89jZSi6kVhczRrtONiqiqMenBNPvNQuV0W5hWVhHB5KIM54IJOc9cmiiqZj0F8LsLzX44J4omj8l3YeWvznjrxzV/SrOzvZpI5bSMD+0BbgxsyYXaT2PXiiigJaNkXibSI9I8x7W5usCRFCu4YAEe4rm49RlWbZJHBMB/z0jBP50UUdBHVaVb2OoTRW02m2gSRFJKIQRn0OateIPCek22kNcwQvG6yKuBISCD9aKKiL1Lu7GH4n8Qf25DbQSaVp1sbdUjiktlkUpGoOEALlQOcnAyTz60/UJWW2JB525oooqbo0o/CzpY9P0+4bQDJp9tuuoGMpVdpY7M54PXPeg6DaLNJGkl0gW5WIFZ2yBs3Z69eaKKpGN9jnda1LUNJnijhvp5FdckTEN3x6VXs9fuZrhEnt7OZDwVe3XGKKKGUjTubW0mdJ4rWK0mQKyyW2UIJH1qW3128ZGSTy5NgPzMvJ474xRRRElnIalrF5q8oF1IPLRjtiQYUe+PWqR+VgRxRRVmkVoXdM15tGa4jOm6dfxTOrmO+t/MCsucEEEEdTkZwe4NbGjajdapqGp6heSmS5uXEsr4xljk9B0HtRRU1PhCl/EJdQuXgKyKFYowIDDIPPcd6u2eoRX6sLjS9ObBABWDaf0IoorKOxrUbTNWHw5pN8kqtZiIr0MTsD+pNc5qfhyytZwsbzYIPVgen4UUVqiU29znZ4Vhc7CwKnIOeRXo3hvULjUtEjuLlg0oLIWAxux3PvRRT6EVklY1FkCgkwxO/Z2XJFebeLb6e512WCRh5VudkajpyMk/WiimjHqYrjbBkdcjmr994m1fVNKttLvb2ae2tpHlQSSMxLNtHJJ5xt49Mn1oopmk90f/Z", 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", "info": {"video_id": "59020", "label": "holding ring next to rice cooker", "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": "59020", "label": "holding ring next to rice cooker", "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": "b74938fd81a16418779a97014731d52fd4e68be023bd13a7a64362420ce842ee"} +{"episode": 84517, "episode_seed": 1603061016, "split": "train", "timestamp": "2025-10-13T03:47:05.384155", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1603061016, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending bracelet so that it deforms'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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yewyK7LVtCt9bgQTKqyofkkOcoO+BnBOOmenWqWs6bf22uaZrGm2ovI7KFoPsasEbDcbgTxxxW1zlRVsPhvZWmtnVpNRvri437xuk2nPuRya7C4jAQ5p9n5skULzxrHKVBdFbcFPpnvSXjDkVhU1Z3YfSNzk9Uto52BJI2HcAOhNLoEMDau0jNtkaB442x0J7/lml1Ntj4HpWPbsXAXvyKyvZndy88WiK+t4NBbyrWaW5jmkH2m6lbJdh0AHYdfqfwq5aW7atdhbc7Y0UCSQdvTHvWZPFc6rdDSogPMkfAJ6Ko53H6V0k00Gg6edOsTmVRmWY9c9z9f5VW7uzN3pR9nT3f9XKWk77Sdrt5BCGYq8MI+Rl6Bm4+93yPWujmQmNgrYJGAfSuMs7lrkWNpAN0khDP7DqSa7WTBA9aqLucWMpxg1y7nB6t4N1TxHrlql5dA2EIYvIMBsccAepx19s1r63rEnhewtdK8PaZ50pYQqojby4yegJ43MevX3NdGsLXMU0KyyQF1AEkRwy+4rFufDmoJ4Y1UQs1xqtyCsUk0oMgXoPn6btuemOuO1bxehy3vqYcfgvxPq+lIX1iCxF3K1zPBCjKCzADPB56dOnNd5pWmz6fpcNhPdyXZiUL5sigHA7cdqh8N6smqWCRrbXkT20aRStcR7PnAwQM9enWtyJQSx/Coqv3TahG8yBIRHGQBzXH+MbGafTJ3hQmWNS6gd/UflXcOvy1k6imUJz0rmPQUrM8k8M63NZ2RMuQkrFFHdq9P8AD9u62kshkRo5pTJGgX/VqQAVPryCfxrhrfSIYbu5eRf3cUreUO3JzXbeFpRLpko7JKcfkKuD94zxivTT7EHiKz88WoVJARKB5ochIeQd7LnDc4GD61fsraWG2H2iG3jumOZjAuFdv734+9Xrq2hvLeW3uEDxSoUdT3BpgUIBGM4UAAk54rVs817GBr39opG72UEUvy4+YfMP/rVSs9MtfBGhlbO3e4vJR14UzyYzgsSMD2H610snANZkXhu3XXBqBZigBfZJKz5kPcAnCgD07n2pwe4N6I5LStO8UeLJzf31/FYCONvs5ihXdGXBXr1GR756dOK6Twl4Mn8N3Essurz3TTfeToh9yCSSfeodG/tLRte1C1utPnuRqF39oiuYf9UidMMT90gDpXaRjMgxVTdkaUleSJbhP3X4VzmonYufSujumwmK5XUZNzkVzWO+L1OU8TRmWCOSAZLN5bKO4P8AhVbSlm/ta4mhiDiOYvI8pOD1+UDpj36ml1a62SohyVSQMR9K3NMSEaBK2QXeRmcj+L0qEdTV0dLFMLyxEqsU3KRuU8qawNFtJJ5hcT28skRkeSK4ncidGGBtcehABH8q0PCrGTSGY8r5rBfpWkLaO3uLi4RpMz7S6E5UEDGQOxIxn6V0p6Hi1EoyaRU1GBJ7CWOW2W4Uj/VsOGrntFsNNudTnvJNJFvJp6jyxtzjI6gdMjb+FdZJ09qzNQ0K31qPY+ElQjZIScpnqQAcE46Z4zTW5Celmcvqeq+JPEGpvpumwQW+nSAKZJgkhlRsjnkjkZ4HQDk11/hTw1f6TqE015qrXkQt0t7ePaVWJVx2zjsKztd068s9S0XUbC2a5s9NLb7WD/WNuG3IHQ4FdlpM7zaetzJbSWzSDPlSEbl+uO/tTm/dNaS94g1I4GBWA8zQSiRDhlNbt225jkVzt3w7VgzvgyTUNT+1NaicK8aOSy49sZ/U1NdzGGzaW3UYjXO0dxWPIucMe/H5iplmK2UkBYkgYGe4PSobudEYRSsjLlvpTNFaWg33LgAIo56ZqwNDnS7i+0tbyYYSO+4l0YcgKMYxnHJ9KvaXb2lpLNdxqRcTk7nfll/2V9B/PiqVzdfZ7kndheT1yTVRdkYVU5St0J9RuPLfJfkj9awJI2uY5JBcJFg5RD96Tvx6fWti0sv7SzfXpK2a8qp4Mn/1v50y7ureSRp1iWNVG0fKM4prTVkuXP8Au47HcRY28DJ96sLkjHT8KrxKR3qwpPQZJrc8omQYBbOR0zVC6Od3NbAjxZjI681h3rFN2M1k9Xc9GCskjm9VOXJrLtgGwVP7wkjHqPb3q5qc2AeaoWnOSRwp3VlLc7abNOO6isJJZo4wtzOgi87+6B6e/wDhXPSz4u5rNGZiWDISckhuv65rRv7W5kt5JUueF+by2QN054PWsi1jZVW8n3ecfn29AFz+pouPlinfudd4e0+3sAyqu+ZYwDMerAn07VtOec1iaFcG4u5m6oI1H61tSMB0FbR2PJxf8Vk1ocySZOOnSr8e0Hp+dZ1kS0j49q0lPritEc5KN3fAqaNPk696hALnA/OrEIxwDkCs6ux04fdgyfLmsHViVjYA9a6SQYSuY1w7oiKysddzlzPAonSQDeV3DNWvBrsmcnidSwH0PH6VyWvXMkWr2FvHn/SVaM+3Irq9Gj8nWYIkPyJE3H4U1o0FVp02deMkc9aY+MHjmngcZzSOBtrY8xlSThDkVNHjAO3j1NRS42kVLFkAZIxTiIsDJGRtAqe2TdLnOarqc9Oau2I+bNTU2N8OveIdQXaK5G/YCU12OqfdrhdTcibPYVD0OuO5yGrjdfyDsADV3QkubyxkgjbbFypbPII4/kRWdqsm6/fPdBitHw1drb2dypI8wSqQvqGB/qB+dZI7lsdP4eZbO5OnR5EYTcBnvXREDvXIeHWNxrk8zcBVIA9Sa7ADPBNbw2PHxKtNleQYPTinWuPMfAB6UOME0Ww/fSYOOlUc6LycjAA/KroQpb89+apIckAZNa86/uwMdsUM6KPVmHcYIOa53UB82R3zW/egrnJx7VzV/KSuR6ZrOR2Q3KsxPkIfRhUk0WxYZDnkAH86jx5kIHYYP61oXcW+0bH8AOMe3NZo6E7Mz9TDWtm84bgDf9COv6H9Kg0+wNyq6jqi7YMZhgPWT3b29q0JJBNapJgFeCcjIwev86ivbnfCV3fMepzTRnVu1Yfe3iSxtyAmOAOgrmljn1W7NvCdoHMj44Uf41OjtqUotbLLd2c/dQeprbVbfSrP7PAMv1Zj1Y+p/wAKta7nO58i5Ke52EaE9flFWBlcIrdeOlUxKXOenoKtW6MZ13dRzWsnZXOGnHmkkbJCm3C+1c3qXUgCt5pePwrA1Bidx7Vn0O9bnE6twzKOuTSxWx8pHU4OMH3FLfI0t8eOBzV1IswrjsOazkdUdigjyPE0R+XZwc9axZppd8arl2jkMRA6lT0/pW/dqIJQ/wDDINp+vasvRYll1Jpm5C4IB/vetKKuyatTljdnV6NZpp9msZA8xvmc+/8A9arzEc1BDkjJrnreS61Hxhc6Y+rXFpF+88oRoGyyoWC+w4PJ9PeumMeh48m5O7OvsWBkcD2rTRCDl1z6CuH8Bald3n243M8kpAjK7j0znNdors3ygHNPqIlkmIGcAD0qzaHKZqi6j+LJP6VegwkYArKo9TqoLRsnncCOuX1d1KsD1xW/cS4j5rldVnADZPNQdJxN2IW8V6b5vOxHI9iSBXSxuB4gt2Tpwp/HivPfEOoG08TWsoziOLJ/FjXYaNefa9QtJBnDkMCfQU2ndMcrOmzvlNEnC1CsuRWP4qvbiz0JpraVopRIgDL1wTWp5ZqSbQDk1LGjEAtx7Vw+rXMsGiQ6jY65qMytc/Z83Eaos5C7mePHO1T8p3eo9wOyWR9owMkjtVWsBZeVgQi4A9q0bT5Uz7VkQqxlG7rWk0nlx8VlJ3Z2UY2Q3UJA6fSuJ1YfOa6e4mYocHrXLapn5jSkbROM1gFJY5iOAcH6Gn6Q0ceoszn5SmMfjmtDWLJptOEiDJX7wrmkmdTlchl4NQjrjLQ7fS58axD5fAJxgV2yHIzXC+FrWQzfbJjkAYQH+ddorkj8K1grI8rEyUp6Cuc5psIy8hDAcCuXtrxrzxpNpl5ql3aW0kuyN4pY0WPoSWLjGMZ46k4FT6FPepqer2lzJcMbaYRqtzjeuCw5A4zwM44rRx0uc511mzeeiBs5PPFdA5DxnOM9q57S1beZm6jgCtjzt0eQcg1mnqdUFaJj34PmHPWuW1A4fbXV36nBPeuWu4i0x56GpkdMB1lbiSEZ/iNW413QPER8w60WS/uePXApJfME+5evQj1rI3TM62UjTXiwOC0Y9iOn9KxpbS81C/a0RGjiXG+XPUY7e9aUt3FBdXcLNt8weaoPGCOD/SrFvNtijYnliM0xT1QW1vBpsX2eFQijnOclj6k1lX1wMyDOOM1B4nvXtrfzIJGSTcBlT0FU9c0HWNG0bStRv7i5E94ZDJAyYEGNhQMcfeIbOO3T1rWMXJXOPnjSZ6wQPl4FSWn+skOec0UU6uyOfDfEyZ3PmH3HNZl18wbNFFStjr6nLuoa7lyO1SIxXKjoKKKhnWtinqp/0Qn0wR+dZvhkb45HPLF6KKqG5xYv4UdnHwuBXA6hqE+leLbq9ttnnRStt3jI5XaePoxooreG5wG38OowRqQ5+URAf+PV30bFFwvHHWiimwIiP3gJJPPerik7aKK557ndR+ErXjHy2Ge1clqTEqMnrRRUo0PO9ct45vFVgrgkSAKw9gTXa6VEiaoiqMLHGQo9OcUUVq+gpfBI6+EVieNOPDz/APXZP50UVa3PPOO1nxE2tQwRSabYW5hVY43t0dSqDogBYgDnPA5PNemEeWvy8cUUVcgW5JbEkknrTpHbaeaKK5lud8djPkdsNzWHqXK0UU5FwIURWgKkZBHIri7yJIrqTYMZ5NFFQjWXwne6N/x5xf7oreUfIKKK6Oh5D3PP9R1htM17UozY2N5FLMGKXcO8BlHBBBBHU5GcHuDWr4SvJ9RvdXvrqTzLiZ0kd8Yyx3flRRVP4QO4smITA9M1ZjciZk/hK5x70UVhE7hs/wA0Zz6VzmwNNLkUUU5GtPcLThyB04qe5AEgI9aKKyNTn9atYpb+zZ1yd5H6ZqGaRg6gHgNRRVCn8Ji6wPM06aVuWWRAPbrWbd69qWoaZBp13dzTQW8jyJ5kjMSWxnJJ5xt49Mn1oorel8J5tf4z/9k=", "info": {"video_id": "113389", "label": "bending bracelet so that it deforms", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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yewyK7LVtCt9bgQTKqyofkkOcoO+BnBOOmenWqWs6bf22uaZrGm2ovI7KFoPsasEbDcbgTxxxW1zlRVsPhvZWmtnVpNRvri437xuk2nPuRya7C4jAQ5p9n5skULzxrHKVBdFbcFPpnvSXjDkVhU1Z3YfSNzk9Uto52BJI2HcAOhNLoEMDau0jNtkaB442x0J7/lml1Ntj4HpWPbsXAXvyKyvZndy88WiK+t4NBbyrWaW5jmkH2m6lbJdh0AHYdfqfwq5aW7atdhbc7Y0UCSQdvTHvWZPFc6rdDSogPMkfAJ6Ko53H6V0k00Gg6edOsTmVRmWY9c9z9f5VW7uzN3pR9nT3f9XKWk77Sdrt5BCGYq8MI+Rl6Bm4+93yPWujmQmNgrYJGAfSuMs7lrkWNpAN0khDP7DqSa7WTBA9aqLucWMpxg1y7nB6t4N1TxHrlql5dA2EIYvIMBsccAepx19s1r63rEnhewtdK8PaZ50pYQqojby4yegJ43MevX3NdGsLXMU0KyyQF1AEkRwy+4rFufDmoJ4Y1UQs1xqtyCsUk0oMgXoPn6btuemOuO1bxehy3vqYcfgvxPq+lIX1iCxF3K1zPBCjKCzADPB56dOnNd5pWmz6fpcNhPdyXZiUL5sigHA7cdqh8N6smqWCRrbXkT20aRStcR7PnAwQM9enWtyJQSx/Coqv3TahG8yBIRHGQBzXH+MbGafTJ3hQmWNS6gd/UflXcOvy1k6imUJz0rmPQUrM8k8M63NZ2RMuQkrFFHdq9P8AD9u62kshkRo5pTJGgX/VqQAVPryCfxrhrfSIYbu5eRf3cUreUO3JzXbeFpRLpko7JKcfkKuD94zxivTT7EHiKz88WoVJARKB5ochIeQd7LnDc4GD61fsraWG2H2iG3jumOZjAuFdv734+9Xrq2hvLeW3uEDxSoUdT3BpgUIBGM4UAAk54rVs817GBr39opG72UEUvy4+YfMP/rVSs9MtfBGhlbO3e4vJR14UzyYzgsSMD2H610snANZkXhu3XXBqBZigBfZJKz5kPcAnCgD07n2pwe4N6I5LStO8UeLJzf31/FYCONvs5ihXdGXBXr1GR756dOK6Twl4Mn8N3Essurz3TTfeToh9yCSSfeodG/tLRte1C1utPnuRqF39oiuYf9UidMMT90gDpXaRjMgxVTdkaUleSJbhP3X4VzmonYufSujumwmK5XUZNzkVzWO+L1OU8TRmWCOSAZLN5bKO4P8AhVbSlm/ta4mhiDiOYvI8pOD1+UDpj36ml1a62SohyVSQMR9K3NMSEaBK2QXeRmcj+L0qEdTV0dLFMLyxEqsU3KRuU8qawNFtJJ5hcT28skRkeSK4ncidGGBtcehABH8q0PCrGTSGY8r5rBfpWkLaO3uLi4RpMz7S6E5UEDGQOxIxn6V0p6Hi1EoyaRU1GBJ7CWOW2W4Uj/VsOGrntFsNNudTnvJNJFvJp6jyxtzjI6gdMjb+FdZJ09qzNQ0K31qPY+ElQjZIScpnqQAcE46Z4zTW5Celmcvqeq+JPEGpvpumwQW+nSAKZJgkhlRsjnkjkZ4HQDk11/hTw1f6TqE015qrXkQt0t7ePaVWJVx2zjsKztd068s9S0XUbC2a5s9NLb7WD/WNuG3IHQ4FdlpM7zaetzJbSWzSDPlSEbl+uO/tTm/dNaS94g1I4GBWA8zQSiRDhlNbt225jkVzt3w7VgzvgyTUNT+1NaicK8aOSy49sZ/U1NdzGGzaW3UYjXO0dxWPIucMe/H5iplmK2UkBYkgYGe4PSobudEYRSsjLlvpTNFaWg33LgAIo56ZqwNDnS7i+0tbyYYSO+4l0YcgKMYxnHJ9KvaXb2lpLNdxqRcTk7nfll/2V9B/PiqVzdfZ7kndheT1yTVRdkYVU5St0J9RuPLfJfkj9awJI2uY5JBcJFg5RD96Tvx6fWti0sv7SzfXpK2a8qp4Mn/1v50y7ureSRp1iWNVG0fKM4prTVkuXP8Au47HcRY28DJ96sLkjHT8KrxKR3qwpPQZJrc8omQYBbOR0zVC6Od3NbAjxZjI681h3rFN2M1k9Xc9GCskjm9VOXJrLtgGwVP7wkjHqPb3q5qc2AeaoWnOSRwp3VlLc7abNOO6isJJZo4wtzOgi87+6B6e/wDhXPSz4u5rNGZiWDISckhuv65rRv7W5kt5JUueF+by2QN054PWsi1jZVW8n3ecfn29AFz+pouPlinfudd4e0+3sAyqu+ZYwDMerAn07VtOec1iaFcG4u5m6oI1H61tSMB0FbR2PJxf8Vk1ocySZOOnSr8e0Hp+dZ1kS0j49q0lPritEc5KN3fAqaNPk696hALnA/OrEIxwDkCs6ux04fdgyfLmsHViVjYA9a6SQYSuY1w7oiKysddzlzPAonSQDeV3DNWvBrsmcnidSwH0PH6VyWvXMkWr2FvHn/SVaM+3Irq9Gj8nWYIkPyJE3H4U1o0FVp02deMkc9aY+MHjmngcZzSOBtrY8xlSThDkVNHjAO3j1NRS42kVLFkAZIxTiIsDJGRtAqe2TdLnOarqc9Oau2I+bNTU2N8OveIdQXaK5G/YCU12OqfdrhdTcibPYVD0OuO5yGrjdfyDsADV3QkubyxkgjbbFypbPII4/kRWdqsm6/fPdBitHw1drb2dypI8wSqQvqGB/qB+dZI7lsdP4eZbO5OnR5EYTcBnvXREDvXIeHWNxrk8zcBVIA9Sa7ADPBNbw2PHxKtNleQYPTinWuPMfAB6UOME0Ww/fSYOOlUc6LycjAA/KroQpb89+apIckAZNa86/uwMdsUM6KPVmHcYIOa53UB82R3zW/egrnJx7VzV/KSuR6ZrOR2Q3KsxPkIfRhUk0WxYZDnkAH86jx5kIHYYP61oXcW+0bH8AOMe3NZo6E7Mz9TDWtm84bgDf9COv6H9Kg0+wNyq6jqi7YMZhgPWT3b29q0JJBNapJgFeCcjIwev86ivbnfCV3fMepzTRnVu1Yfe3iSxtyAmOAOgrmljn1W7NvCdoHMj44Uf41OjtqUotbLLd2c/dQeprbVbfSrP7PAMv1Zj1Y+p/wAKta7nO58i5Ke52EaE9flFWBlcIrdeOlUxKXOenoKtW6MZ13dRzWsnZXOGnHmkkbJCm3C+1c3qXUgCt5pePwrA1Bidx7Vn0O9bnE6twzKOuTSxWx8pHU4OMH3FLfI0t8eOBzV1IswrjsOazkdUdigjyPE0R+XZwc9axZppd8arl2jkMRA6lT0/pW/dqIJQ/wDDINp+vasvRYll1Jpm5C4IB/vetKKuyatTljdnV6NZpp9msZA8xvmc+/8A9arzEc1BDkjJrnreS61Hxhc6Y+rXFpF+88oRoGyyoWC+w4PJ9PeumMeh48m5O7OvsWBkcD2rTRCDl1z6CuH8Bald3n243M8kpAjK7j0znNdors3ygHNPqIlkmIGcAD0qzaHKZqi6j+LJP6VegwkYArKo9TqoLRsnncCOuX1d1KsD1xW/cS4j5rldVnADZPNQdJxN2IW8V6b5vOxHI9iSBXSxuB4gt2Tpwp/HivPfEOoG08TWsoziOLJ/FjXYaNefa9QtJBnDkMCfQU2ndMcrOmzvlNEnC1CsuRWP4qvbiz0JpraVopRIgDL1wTWp5ZqSbQDk1LGjEAtx7Vw+rXMsGiQ6jY65qMytc/Z83Eaos5C7mePHO1T8p3eo9wOyWR9owMkjtVWsBZeVgQi4A9q0bT5Uz7VkQqxlG7rWk0nlx8VlJ3Z2UY2Q3UJA6fSuJ1YfOa6e4mYocHrXLapn5jSkbROM1gFJY5iOAcH6Gn6Q0ceoszn5SmMfjmtDWLJptOEiDJX7wrmkmdTlchl4NQjrjLQ7fS58axD5fAJxgV2yHIzXC+FrWQzfbJjkAYQH+ddorkj8K1grI8rEyUp6Cuc5psIy8hDAcCuXtrxrzxpNpl5ql3aW0kuyN4pY0WPoSWLjGMZ46k4FT6FPepqer2lzJcMbaYRqtzjeuCw5A4zwM44rRx0uc511mzeeiBs5PPFdA5DxnOM9q57S1beZm6jgCtjzt0eQcg1mnqdUFaJj34PmHPWuW1A4fbXV36nBPeuWu4i0x56GpkdMB1lbiSEZ/iNW413QPER8w60WS/uePXApJfME+5evQj1rI3TM62UjTXiwOC0Y9iOn9KxpbS81C/a0RGjiXG+XPUY7e9aUt3FBdXcLNt8weaoPGCOD/SrFvNtijYnliM0xT1QW1vBpsX2eFQijnOclj6k1lX1wMyDOOM1B4nvXtrfzIJGSTcBlT0FU9c0HWNG0bStRv7i5E94ZDJAyYEGNhQMcfeIbOO3T1rWMXJXOPnjSZ6wQPl4FSWn+skOec0UU6uyOfDfEyZ3PmH3HNZl18wbNFFStjr6nLuoa7lyO1SIxXKjoKKKhnWtinqp/0Qn0wR+dZvhkb45HPLF6KKqG5xYv4UdnHwuBXA6hqE+leLbq9ttnnRStt3jI5XaePoxooreG5wG38OowRqQ5+URAf+PV30bFFwvHHWiimwIiP3gJJPPerik7aKK557ndR+ErXjHy2Ge1clqTEqMnrRRUo0PO9ct45vFVgrgkSAKw9gTXa6VEiaoiqMLHGQo9OcUUVq+gpfBI6+EVieNOPDz/APXZP50UVa3PPOO1nxE2tQwRSabYW5hVY43t0dSqDogBYgDnPA5PNemEeWvy8cUUVcgW5JbEkknrTpHbaeaKK5lud8djPkdsNzWHqXK0UU5FwIURWgKkZBHIri7yJIrqTYMZ5NFFQjWXwne6N/x5xf7oreUfIKKK6Oh5D3PP9R1htM17UozY2N5FLMGKXcO8BlHBBBBHU5GcHuDWr4SvJ9RvdXvrqTzLiZ0kd8Yyx3flRRVP4QO4smITA9M1ZjciZk/hK5x70UVhE7hs/wA0Zz6VzmwNNLkUUU5GtPcLThyB04qe5AEgI9aKKyNTn9atYpb+zZ1yd5H6ZqGaRg6gHgNRRVCn8Ji6wPM06aVuWWR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"info": {"video_id": "113389", "label": "bending bracelet so that it deforms", "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": "e9536a3f8dd73f9e6cf00e6b1a1381723d977be07602af3581f098603b92faae"} +{"episode": 84518, "episode_seed": 2442620548, "split": "train", "timestamp": "2025-10-13T03:47:06.666095", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2442620548, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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Jn5ZAD90/r+dMLHrJCqhjlBbau+MgYPuB/nvWPrV1FY6bLfbfKMWC8XQMcgjHocgVz1145N8EdbKNYwclXctz+VYniTWZdU0S3jgnKsWJkiKk9OgJ9OuO/SgDnr+6m1K/e7nOZJDuO0cD6Vi6qSGVc571atbjcxjYYYdqp3/728A5GUOKkDThnNjdLOmDBLhZVIz9G/pW0IHik+0WuDG3VRXPRN58PluBsYYNa2iXUhgaFuXjJVifakM2Y7ov1GOxz1rG8SMF0m7cY+Ro5B+DD+hrVJDRbzjevU+orD1ndNpl7AxBJifH1Az/AEpNXVhxdmmVNEk8u5thnnLj9a7eykBU54IOK840aXzJo5ySF2gqB3JFdxaybUGMncM818/UVnY+gi7o0r9hLAV79q4qVAk7E8ZyTXZZyOlcjq8R+1iBesrbB+JxRBXdkTJ2VxYoVOlQMRhmy4+hJIqViLmwYNycFcjrmtG9iQwYQcKAoA9K51p2t3JGdp4NfQQjyxSPCm7ybKd0RcQxIzENggEdQR3qezcajbtHKqpeQ/Lle57GsuSfF2QvI3MR7dKk8wwXEdyuVyQjj27H86ZJ0Ftcyxfu7hTvHGfWsm+ijfXjHIcJeRqVP92ROOPwx+VbSz+aqB0+Vhz6msrWreQokkRzJbOJIj3Pt+IyKzqw54NGlKfJNSNq2mZ7N7af/WxjaT/JhVyy1Iy2i7/9YpKt9RXMDVVnuIriNvkliAP07fzq9pL7hcIT8ykE14UoPqe7FnSQSsFVh91m4qtqMIS4WZeA/Df0p1pJvtl/2Gp19IssJT2xRTk4TUkTVipxcTA1N2mnt7HkpIS7/wC4vb8SRWVK27VEg6RN8x9MjpU6XFxLcyTPyVTyR7YJJ/Ostyxvpsk5CDA/E16ftFVrK2xwcjpUX3Ld1+6veOBIvQ9MitvRLtreVrR2+Qcrnup/ziuUvLousZbIdWFbxfyZbe5CnCNtf2U//XrvR5x16Qwu/wC6+V+uT0NLHcqsnlSHGeoPaq6XIGxlHJ4zUl5EWdXUlWI3K2O460wOV8b3H/Ez0+05+RGbPYgkD+hrY0Ftt7u7cVyPiu4ll12MTKMrbAAjv8x5rodAkbyosMchRXkY5XmevgtKZ6PJMGtyQe1cXq12PNJyM561spdlhtz2rktUBvdTjtYjzIeSOw7muSMXKSSOqUlFXZu6TEJ7c3Ls2+Y7lHoo6f4/jUGoxEPnFbPlJDCnljCKAuB6AVRv1SWMEHnHBr6CEOWKieBUlzycjInuFuLKSMjMirj8qx55UnEW8Z3KRj1q7exeWSw4z6VgNORLCoGSu4UyDU0uYZfTrrDKozExHO36+3StCHz7NtjjenYjnFc/MzBVuQMPCcnHde/+faugt7l3tkIGB64zTGXROHRg2ORViwbNmF68EGsu7+RN0WACM4z09al0y6MkpQtzjH40AXmf90BngnkGnQsGjaNgenQ1HPGWh4PzA5IqvDc5cKeJBwR60DEizFM8LZ9VPtSSs0ZGMlTwTip5VEuDu2yL0NQ+aRw/696BHP3xWC881Bg55xVfVCoWOdezA5B4wauarGBhxyOufSsK5nb7NJDJnGPloA0NNvPlCtyAO1aVvdra3vnF/kmwr5/hbsfx6VxulXe3D5yPWukhukmh27AwIwwIpDR1VlOGuXQsSCKq30SSI8bttwCpP+fasnTLx7e8jjmfIcYjf1x2PvUPiuaS41O30y3kKrcpvnx1CDjGe2f5Cpk1FXZUYuTsjL8MyFoUY5IRQAa7ixuXYKGGMCsW3tLa2hSCJcYHaty1hKQlyO1eDVkpSbPdguWKRoLdZYjPQVixFbnWzK5+WHO33YjA/rSyzGJjno1LBBGbGNlPzNlyfc10YOnzTv2ObFz5Y2XUuyOygqcFT3rDvlA3LxnrWgLsjMEpG8dD6iuZgjfWfFtxpkuqT2sTCQxeWm7cyoWC+w4PJ9PevXR5JjX0pjv0YHjnir6SpPbGMtt3DGcdK4xr+eaRDLKWJGRmt2xvFCBX6Z70xHT2l8ZLMoWAli+VwD3rSk2SWsUobgfKeOx6friuXaRmKyW6gSYwR2cen1rd0y4jvtOaPJ5UqRjkGgZzqf6PeXVrnBhfeg/2W5/nkV0Gkz/8TCTHSaAOPqDg1zeqbk1m1nbjzUaCQ/7Q5q/o05XUoEJ6I6foD/MV5WKhabPXws+aCO006X/R8/7Zp+oNhg69xzVDTZ/9DUnuzH9auTHzRzXAdLMEHymLD+I81QBEl7PJj5QoU/XNW9QfyCQezmsO6uHi0J5opCsjyA5H1rvwcXKd+xx4uVqdiPUsKpxj1rctJRIgXdwV+bdyMVg+IbK0t/D0Oqafqt9Or3Rtf9JhWNbghNzvEBztU4U7vUe4EuntIMfNgY7d69Y8o6iG9a1jW1mkDDrE/qPTPqK2NW1JbPQ3u87miwVBONxPAH45rmWCSwHeCy9yPvL7j3FYVzrs1+yWhdXgtXJLjpIw43fQD9TUTlyxbLpx5pJF2SB7iU3l9Jm5kHQdFHZQK6PSC8FnmTHTgisPSrC41KdZXDCIdz3rrZIEjgxjCqK8SrNyep7VOKirIhbURHbyOWxiptFtDG8sl1Hi4uAGXPUL6fXvWTbL9v1BIkH7tTvb3Arp7olkEqj50IYYrswVL7bOPGVfsIcJntWKSA+Wf4qbMEJ+XoR0ollWVA68q471lG7a2kMUmSuflNekecVtTfy4zu4H9a428k23MbA9C3Hr0rat5YdX8XyaXqGpXVrayy7EeOWKNYu5LGTjGM8DknArjNXM9lrl1Yym4UwTPGFuAA4wcYbHGemccelAjqoLlZIcNkbhg4Harem3O2FrRpMvGODn7y9jXOWF2qxhX6Z5rSaTzNrwqFkU/K2OD7H2oGdPbsJrIjcSy84xmqZV4ZvPgblTkoONw/xqPRLwOWifKupw6ntVpVUSuhJyp49x2oA0rXUIruIEHkjkE8g1DfRkuJY85XpWc9mElDxSFCe4qxFczwvtuPmjbjcBQBajm86BZV++owwFRvKsyHHBzVaRjaXG9f8AVPjP+NMuU2yF4m2t79DQBHcsXjKMBkfrXO6jtCkirmt6jINOZ45CkgdQSOtZ3ijw/q2gaDpWoXs1wJ70yebCyECAAIUDH+8Q2cdvqDQBiaadt0Y/4SN2D2NdZbHCpiiikxoL1iJI4wcB23cdQQOo96ztIupb3VLm7nbdLv8ALz6KBwKKK58V/CZ04X+Ijr7BQ8hZuTmulKgW/A7UUV4kj1zA1D/j72fwhM4/ECnwMVaaMfdU5A9M0UV6OA2ZwY3dFPU+Ig44YDgiuJk1a50vxBJqFuUM8btt3rkfMpU8fRjRRXpI85nNTKFG0dhx+Fa+mnzIkdvvUUUMRtxfMrA9hxUmj3Mo1PIbHmkhwOASAOfrRRQMTxagWDzBneskbA++7H8jVbSGJ1BWJ55/lRRXDi9kd+D6nXW52IirwK0dx2iiivKZ6JzHiN2UPg/xVzmpEw2pjUnZ8rYNFFengep5uN6EfiHxQ+v21vFNpOm2zW6LHFJapIpSNc4QAuVC85OByeah8P3s00G12ztOAe9FFeizzzd1a7mtNAkmhbbIcLu9MnGfrWbotvE11bQlfkJyR64oormxPwnXhfiPVbKJIrXCKBxWfrEjJYnacZOKKK8XqeqinoErRmTAB3kg5HYdK6VGLgZ78Giiveofw0eNiP4jMt3MN15a/dPUGobz5lKkAg0UVoYnBXGuSaRq+oQmwsL+GWUMUvYfMAZRwQQQR1ORnB7g1h6nfXGq3897eSGS4uHMsj4xljzxjp9KKKYi9pZ82BHblvWt2H5sqQCMUUUgI7e4kW+imVsOGEZI/iGe9dPJlponJOc4/SiimMJCfLY98VNbnzICH5GKKKAIrn54Np6bapLK8lsjMcnpRRQBzfiLKQkqSMuKydR8RarqWlwaZeXk09vbSPKgkkZiWfGcknnG3j0yfWiigD//2Q==", 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", "info": {"video_id": "131027", "label": "squeezing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "131027", "label": "squeezing paper", "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": "a3e4499f409b64a2ad3df9b3142e20a18b8e39aa094aeeb05307ab9763f8843a"} +{"episode": 84519, "episode_seed": 1368218869, "split": "train", "timestamp": "2025-10-13T03:47:07.474946", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1368218869, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing atomizer evod so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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nd0O3U8CrB7UUVZzAPu0gOJFI65oopFmJ4r40yTH/AD1X+dcve69qeoabBp13dzTW9u7yoJJGYlmxnOTzjbx6ZPrRRWkdiT//2Q==", "info": {"video_id": "32829", "label": "pushing atomizer evod so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "32829", "label": "pushing atomizer evod so that it falls off the table", "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": "122e7c1cf404926d98ced9c7d5861811e683c1858daf9c7c30a52df75d6a9147"} +{"episode": 84520, "episode_seed": 3195143967, "split": "train", "timestamp": "2025-10-13T03:47:09.262890", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3195143967, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving glass and spoon closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "187125", "label": "moving glass and spoon closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "187125", "label": "moving glass and spoon closer to each other", "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": "6a4899985c5a83d1d92ba169a636871305e10707bea735305394773c86ff7da4"} +{"episode": 84521, "episode_seed": 2155538416, "split": "train", "timestamp": "2025-10-13T03:47:10.345131", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2155538416, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing bowl from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "44628", "label": "pushing bowl from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "44628", "label": "pushing bowl from right to left", "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": "c181dc2b59459aa222c07caffcfb184082b7eb224f703871a3ed12bd48f5e1de"} +{"episode": 84522, "episode_seed": 231296409, "split": "train", "timestamp": "2025-10-13T03:47:14.089504", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 231296409, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 body lotion bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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YfKVxuUj/AL6IrhfJaVSOgrZ1/ULjWNXnu5335ZlQ46JuJUfhmqcY4rJy1FbQyL0tHFb2qcxBgxHcYPOa7fwX4tHhbVjaXcn/ABLL1hIrnpG5wD/SuZuEj3qWG4Z5Ap13aWs/+hzLvh4kjG7nB7E0c9tRWue4eKtfvNI0yK70y0W9WRwrjdwFIOCPxr4zTIZ0bqCa+ldCvZJdMS2d91vbAtGreuO/sO1fN9yA0ouVGA5IYe9axuzJJpu7IyxUYycVETkGpJB8pNVyoGME7qZZJZSmC5jf+46t+RrvI8M7n+8TXnwU+bgd+K72z3fZo9/3toz9azmupUSVo8qag8oit7R9EutZufKgUqrZAkZTt3DtmqWo2F1pt/PZXUXlzwuUdT2P9alwkoqTWjIjWpyqSpp+8rXXqVF27c1CkUT3aq4O1uNwOMH1qRY/mIPOKSdAy4x14qbmhNbzF127huU7SRzz7V12l+HrLXHtzdBn+xAnyv4ct6+vT9a5C0QIkecAL8xPrXf+Bp/Nkun3A71jfA7A7uv5V3YKmlVV/wCtDix05RoycX/Vz1HwtItlClkFVISP3YAxg+lb+oxQzabdRXGPIkidZN3TaQQf0rjIbgJH5kbcocjHqKq/FvxcuheDnigkAur9fLjGeQCOT+VbYynyz5u5jltaVSLjJ7HkejfEqfwlYaXZaIiNEsWLr7QM75C23dkdgAMCpptUv5vFF3qxu2824bfIq8KfTHpXlkkpZlUDAVNg56+9d5ptz9ptIZupaNc/WuOvNt3R6NPRWOx8SeMLnxBoNnYTq3m28hZpd33xtwM+/NcUU+Y5rRJyT71CY16mudyNEiNI1CYAzmq01qZJ0Ib5hgKT2q2rbSVApJYyxDE4I9KaYrCSw3LXNvPa3H2e7gcBnHXivSYtS/t+2tPtqIxtzuldh95un4Ad680hklmu5JHHy4+bHqOldbZTtBZLEoGJQCx9B6VcItrXYzkle56d4C8KW2laZDKYl3gfLkVueItYh0Sza8cDeBtXJxWhppT7BGExgDtXnfxivhHpmm28Zy012qtj+6OTXXp7W3S5j8dK/kcJ8T9dubjWLGWGd12wKwwf1r0D4Sahqer6VLc3dyzRRERqD/Ea8a8QtNqN/wCYwOFQKPwr2z4MxiPwIBkF/tMm71HTFTUsm0joU24I9DAxRRVDVtZsdFtDcX06xr2X+Jj6Ad6yIPKfH0Cp4jldRgP1+o6/zrl1jx8wHHQ1reItYGua1NeohjifARCc4wMZ/HFUYrmAQPEF3yn06Csq0lKV0Z4SnKlS5Jd39121+BnyBS4VuhOOKfOA+EPKnqB+tQS7y4MbBWz1IzipI7r7DumvFy4H7kKhw/qT6Y+tXQ2NpnVeCYj9rvJScoxVVz265/pXoUB8tCuMH1ryjwT4gWW71AyfMAyfd/hzmu+OsKk8MLkbJ1JifsSOo+tezRpylSi/X8z5vHf7xL5fkjt4b1Dpgu5SFUISxPt1r5U8f+Jv7f8AGd7eg5h2iCI/7IP/AOuvU/iH4ubSvB/9l28m26uXZcg8hT3r5/mI4GeRXnTjyVGke9RlzUot9UjvPC85m0mNW+9FmM/ga3dwG059jWF4awNIibj5hk49a1vNDcCuGW5utiSTANQMh38AgGrCAFQ3Uml8sufftUlETIoTGO3WqcEG66LlsBeQPWtORMLyDUEMeC7HpwAf8/WrprmlYT0Ru2cxi09F3480Hd7ivC0UbpYG+7IcqfRq9akvHSG5cqNhCqp/ugZz+leWR6dfX7f6NaSlQc7ypAHeutrsZIzjwCG4I4qOGOS4mENvC8srHARFyT+Ar1Twb8Iptfgm1DVrgw20ZPCHlj6/Sur8La54H8GeIn06xhR3A2tcsMnd6ZNQ1YuMbq557ovwY8batbfbRp8Vqi4ZEu5QjyewHOPxxXRWvw+8VSXcdn/Y1xGxO0ySACNfct0xXtv/AAnOlS6bdXEU674Udto56KW/pXHeAfGPiLxzrLI5MemWybriRVC5Y9E9cn+WaTjcrlaVzuPC3hiLRPCttpVwqSSYMk7L0Mh5JB9uAPpXkHxOt/s/ijynYvMIgWc9WBPyk/hXv8jpFG0kjBUQFmYnAAHU180eL9f/AOEk8TXOoJxAT5cI/wCma9D+PJ/GiU2oOHc5JYaEq0a32o3+enX9DDCfxdqjl2jr0q3DLCgZXyzEcKKozlixxwQfyNc3U6yWUfuwi9xj610/grTmvJrtoLiW3eLywjKeBnPBHfpXKJK0DCS7BKLyrIh+ZvQ1b8OeNf7L1ucSEGKeMLtH8LBsqf516uDlatH+uhw4yLlRkkeqqLy3uopnCnzVKTqp4LDow+vNeQfFDW7jVvFclrLvVLBRBGp+gJP416WNTutQglubRlZNylVI5B7ivI/Hsk48X3jXMQSdwhx6jbgH8hXfmMP3ab7nBlrtUa8jl3+Vga7fQ0EWmRjORjIrjYbOe6cKBgHueldrZIYLKOLOSqgZ9a8Go9D24l/zBkUuN3J6VCqfLk9anVvkFc7NRuznNOkX5fwqeCLzHC459KbdxmA7W+9QhMrW6DD9Qu7FXftyFDuLAeZ5Yx/cxyfrVVX/ANHzx+FP+zB1iEvyRE53frXYvhMZbnuuhavi1mVm4SuB8cTyarKpHLRvlT1xmtfSZj9nnCnlsVm3iDziG716GLpqFd2OHCVW8NGJyBtE2KGGSOCa7r4Vah9i1efTS2I5wSo/2hz/AI1x9wMbxj7rmq0OqyaVex3UMuyZDlCOua4HudcXofQWreIrDRZLVLqTH2iXywRyFPcn8xXhPiLxBNfarPNeXJnkDsqAHgAHjHpWPea9f3yGGWZniaQzZY5O4jBP5VlvJzgAeuaiXZF6HR2tjc6lYC5RwPnIEecZA75quZWtZwDw33WU+tULDU7qwcNFIdrDlW5U/hUE1w0jFs5JOcZrHlZd0RXWszyav5duY44beQNM0hPz+qisjWtUu9TuG3XLPEBgIowFA6cCodTgMc7Tr/GST9ad4R0+LXPEJ0+4v5LUPFI0Zjj3F3VCwX0A4OSfSto6LQzbuz0D4PxRl9WWXawHk5B9MsK9DvhZW0BjJ4hlDr/s14J4S8R3Oi38joxZbiIKwPbnNewaf5Ov2jTzHBuECnJ447ivdwC5qKbe3+Z4WPi41nJ9TgfihcrdeI7UWzFh9lCuAc4YMf6Yrl7PRWmZTNkLnoO9eg+JvDcFp4icq2QYlJ+uP/1VntCsajauBXk4qX7yVj1sL/Cj6BZQrb2ywxrsRRwBV5EVU564qFDjFK0p6AVws60yzG3yEDtzVu3AMiZPBNZayrFjcxJbgAdSaabqaQvGy7MZBHQ/Q1Nh3NjU/KVysT7vX61lJdRRIyOxU57jj86SS+jFmGZgpQZJPtWJdazHNodzcozRBZgicYMgx1HtWlFWlcmT0OoeKOK0SWeQIrMMoe9aH2FtZ0x30W3ljSBDI1xcDlsA5AHbiuE8RSofD9tqtjreo3KtdfZAbuFY1uMJuZ4gOdqnCncO49wPpTStNgsdH2uoJePDcdciu6FTlvYy9nzPU5jwzqem2WiwWcU6lZgkkuWzlmGSo/Svm/WFaTxNqDxKVX7S5XHGBk4rrNda48NeLtQ0WFm8lHW4teeinBxWPqUkV1qyTwrtMpPmccA5NVX5ZWnHqTh1KCdOT2K1jPqN5cRaHpiyPdXriIgNy2e3sPU+ma+pvCXh238FeH7LSbeFppGO64nQD55COWOe3Yewrxj4MS6Vp/ju6a/VRcTw7LGeQ8A5+YD0JHf2x3r6OrmZpO7Vk7HnXxd8SLoPhf7DHKRcakxQAdRGOX/PIH4mvB7SGfUoJXiYIEIAXON3413vxi8XQanNNoMmnNFdWN3mKZxgmPbyfoSePYCvL7O9ntHV4pCATgg8gj3FZzVy4pIvkvbSDeCHU4YHrVDU9RmNz9ntQBKVDMzHhRTri6e4keRj8zHOAc/hWLqKM0vngnsDzUxjqJsn1bUrm7cRiceUox5cfAH9TWfbMLeeKV13RhsMPY//AFq1vBthpeseI4bDVrma2iuDtWeOaONYznJLGTjGAeOpOB3pup6ebNdZtGjuI2tLxVC3AAkUAuuGxkZ6ZwceldNK/OjOW2p3nhXxVaW2lwQzycrM6FumV6gn86y/F8J1nxbc3hAZFRI1PqAOv61yOgw3F/OlhEuYzIsjt/dHQ13t5CBOQOBjAruxOJ9pSUXuctLDKnVc11MVLRISAFxV1QBTZV4FIWwBXkTO6JO0gCgd6WNwFyxxVOWdIlyeT6UywuUnv4hcMFhzyD0rKxpc0lvwh3Qnkd6W5m34kZtwb1pup20FmiPFJlJM/L6fSuc1a7cafsQkZfBx/dpxV2JuzsbsCQyWpu0dRHGcli2A2D0rJ1LxJ5037vBCnhAeAKwLm+3WUdvECkS9FB9etbHiDwbf+G/D+j6jeectxfGTzYTGQLcAIUVj/eZWzjt065x1J6WM3qz3Xw+gOlyyH7xcDPtiqV4P9JFFFenjP4rPLwv8NHJaxI0cjhTjLVzk/wAwDnrn86KK86R3xIWOMEcc9KQc8du/vRRWZYhYlwM8Y/rTWYlVJPUZooqSindDerq3QCsSw1S40PW0v7PZ50RYLvXI+ZSp4+jGiiqjsIdpbbdRtOhywBB9OleueDdQn/sTR0JBDeYhyOwJxRRXtZZseVma91FvXHaTUnZzknI5rFn+5RRXlYn+JL1O3Dfw4+gn8Ipk7mOBnXqKKK42daM/TZnl1a1Mh3Eyg8/Wuu19EFgZti+apGHxz1xRRUS3RpH4WcJrTt/ZVyueDj+Yrmby4lezUM2QpGB2oorohsYs0Nb8Uv4ghtYpdI0y1a3VI4pLVJFKRr0QAuVC85OByea+sb6Rlt0AOBtFFFarZl0tz54+KcjR+MknXiRrAAn/AIGRWVqOLcoIlAyoGfwoorV/wkYT/isylleN/ORiskbZVh1zX0rpPiDUJ/hHNrEkoN7FZSlZMd1BwT70UViij5t1bV77W7z7XqFw00+1Yy7dSB0qgxOQvaiioZbEJJUHNQTDKEHpiiihCY3S9dbRWuIv7N02+hlZWMd9b+YFZc4IIII6nIzg9wa2bG7n1zSvE2oahIZbmZkmd8YyxLHp2HtRRXVhf4q+f5Mxr/B81+Z1PhLTra08LW9zEn766y8rnqcEgD6VYvgPMH+7RRUz2BbmRJ0qjeyNFCWU4IFFFcsjZFAOzYJ60xSWPPvRRUFIs+Y7RIGYkAcDPSq0gEi7W5GKKKa3Ec9dHa2Bxg1q3niXVtU0i30u9vZp7a2keVPMkZiWfHUk8428emT60UVsyT//2Q==", 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", "info": {"video_id": "53806", "label": "pretending to throw body lotion bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "53806", "label": "pretending to throw body lotion bottle", "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": "8b63023e1059b4604ca2fabf8fbb3f2139e10afcee35727ca08fd07c7a0b2798"} +{"episode": 84523, "episode_seed": 77575259, "split": "train", "timestamp": "2025-10-13T03:47:17.846222", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 77575259, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 teddy bear in the air and letting it fall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13975", "label": "throwing teddy bear in the air and letting it fall", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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lSTfFOkRTJGRjdnOPc13YbivJ/hJuT+1gcgARYBJ/2q9KnvFghZuWI6BRk57VnUknJuOxdO/LqeE63KZ/Fd16yXT8/wDAyK7fSDs0rIODJM5/Ddj+lcRc2N5D4liSaJg7TbyW6HnJ5rrNHuE+xRqHT5WYfeHXJrqy1L2km+xOcO9KCRz/AIrYtcsDyDAx/JlrBtycgDkEAmtzxKBPNIykFVgYHB7l1/wNYdntaNF/2ctXPif47PXyh2oK5Km/cwZhjua6LwU/leMrLzCCXJQ/ipFc9H88pwMg/Niun8HaFqOo6xBfwKI4YZlYyueMg5wB1JqI3ud+KlH2buzoNekgSTxArtgtJAgy3Hv/ADrN1/wkdD8N2+pfareVJGd/3bc/MpIH61a8QCNm1eWRQytqMSkH0GDXHX7Qx6bp6pCUkbzDIVyCehGR7Zq20tz5qSd9CyfF1vLdyyS6ZL5UyfcEu7Ddm5Hr2r3SF/3aj2FfNSwNM2WZmG75c898/wA819HRP8g+gpVKjmkn0FShytnE/FW8KaVaWy4/eTFzn0Vf8WrjvCqsz26bjsaRm49AuP61r/FS536hZ2+eFgZj7Et/9as3wg6p5BP/ADwkIP1YD+QqsMuavFHTipOGDlY6DxFdJ/Zlxs4VUPH0FecTH/T5iw6Pz6YOTXc+ID/xIrpj3ikP6GuFmJ/tCZMZOFzn6A/1rfMFaohZC9GWGlCCMddvTvxTH2naF6huD7U4jbGOBgEBaQ8quOAW447VyJn0s/hPSr2wW403Q78DHn+RGyqByDtz39RXJ6nbzt4jnWDcu0y9DjAG3NdVa3RuPB/h3yzlo7wRn/gLE/yxVbRfELafc6nFd6La3/mmaXeZArIoYg4yp/n2rZvm3Plqq5JOxytroQvtLhl3SKomWMsqghcouO/vXe+Bbd7O91KCSPYyrEOmMj5sfpg/jXkuoSma6eb95EZACiJwB0x0PpXe/CqeQyaqZpXbiIAuxP8AepTlFwt1MYc3N5HqwYYryj4lXtvLr+nW4dXkhDNIqn7oGDz9a9Ma6jjjLfM+0ZwgyTXmnjvQpJJDf2tsE3ws88oHfOTn35rmb0Oum7SMDwCxub7Vdx+9GjH/AL6P+Na2tySwWV0MhlEZK1jeAfl1DUMkDfCAB/wKtfVpY/Jm84qiFGDMxwOle1Rs8Kl6nl4lOOOfy/Q4GKTyrhhzgEg1pIzMxyvB/wAis2YBpFkXOXUbvr0rQgy2B2IHftXjRkz7OjK8dTT0SUxeI9Plb5GWePP03f8A169C1ayittb1HywqhNPZz15O76+1ebWUc9xqMRtoWll3LsRBknmu/wDFRklvtbkDNGyWSKfYsTx+lbRk0jycwSckzjTol1FZtdSwyCNp4wpKkBhgZIPpxWFeRpZmEpLHKJoQ52uDtJ6g46EeldxeeJ9Zj8InTWu7eS1+0GCMNDtkUAtzuBweh7d687kgG4qkRyp65zx/nNGiPMvK+qPf9F1hdWtWdTsKHawA6Gm61pEGp2kqTLv3KANxzjFYng2fybHyWMYV2JQKeQe+a6pnyvtXOtjo2ZwVr4JvLd2tYpFiZVW6ErJlCTwEJ/CuHvvGWsw3MlnNaWqPG2HUowII/GvYLvxNb2wvFk3MifKu1e+MmvEWt7rV/ECXkrmWW6nV3z1ALDj8BiuuFX2S5YsyqUlVfNJXZPKkt3LbGCGQmOJQ2EPBx/8AXrXtvD2p3caCG0mIx1K7R+tek2uiQmfeQcs2R7c10MenEHHaueEb6nprFSgrJHmul+Abya4t/tbwxxqw3rksSM8jiuz8WWltpXhI20SxwxGVAqqMDrW8lukTg9wa5n4oSA+HYlz0mBrZJJHLWrTqv3jlIoP7e8W3wiZhsl3JIB+7UY2gv7Hpx61zl/oFzbxRXYzJbTyfK685JJOMVR0/Wr/S5GltJsMW6ONw4OR/IflUsviXVdWvI4ry7hgi3l0wNiq4zg55wMnr9KFyNWe5yS5ou9tDrvAUsdpNcBsn7RsVOcDIzXo/3l2nGPSvL9Nv5okh/tW1hLxDMVzFMDv9xj04r0GwvRd2scoIO4c4rGa5ZWRpB3jchv8AQLbURK5YRTnascmM7eeePccfjXm3xZ0fT7CWzntBDC75jaFBgt33/rg/WvRNYu54RAsIGPMDsSPTpXmHiya41TV83eJCsW1eOBk5P8qpTjBFcrloZHhzRbm902eSCRVjeQRsCpJ45/rXY6V4EZ1/eXW1QcEeXz/OtTwDp8UGhcKfmmZvm7Hgf0r0GytEeEHb3pR96VzphUlTjZM4yy8DabAQzrLO3fccD8hXa6Np9tY2flwQJEobOFGPxqw0Kwr0pgnCQSH/AD0rZKxlUqzn8TPEte1szXN1bsPLBvTNuwT0GP6frXRXs3h24igNxf2zQIrRvIWAmdgxwxxx0wOnauC1li+sTHP/AC1esqdEPzMoz9KlVLbmE6baumdZplja3tw0dvcplS7LG643Lu4IPQ8V7Gkj7B90cdeTXz/bXloIY0urEs6KFWe2lKOB2yOQcV7Xot3cTadD9sTZdKoEg7E+o+tRUkmlYUFJN3MPxZ4Z/teU3DPI05wqsMdB0GK5xdLvdE06XUIbRJorBGiuV8za24EE4GOcZr1IOu5WbGAc81zviHxNa23hu7nhMTXG1ysZAO45wCR3zTpNxlzp7Gk/fh7N7Hld743OoQPaHT1jjYFC5mJwD+FVrl1l1OWSAgqeAR26VF4a0p5vE1pBPGHjMhL8ZX7pNetaV4cjgnVlijAznaFFOvUdWSbZrgrYdOyPO4tLvLxVFtbyyDbgBFJ/Gum0DwLeXupw/wBoQmO1A+dfMAY8cDivRorMhQoXA9MVds4PKnU55pqJ1VMbOSslY53xBa2uk/2HbRRxwwx3OQq4AGFNcFY2smpxajdQzKhRJQ4f5UCljzu6ZBYcV0fxYlxNp7KxUqrYI65rgtK8U3+kWhhjSGeJyWZJRjJKgduD069aq6vqebPmauiK70m60+eOK7RlGwlWYdQO49q6TwbqX9jamIJV/cXpVDJ/dYZ2/gcmsEeINX1q6B/0dZoYykUQIUMpIyuG69OldFb6whby7vRzauAN6ypgOfVT0HeplBWbRkqjukz00HcuD09KguYkuInikUMjgqQe4qnpF+t9ZRyg5yK0DzWB0rQ8Y8aeFpNFLT2xYWobepB5X2rhZJpp5VMssjhem9icfnXvXja2jufDlzFIcK2AD6HP/wBavP7bQbaysLXMSyT3KnLsOoPb6cirVXljYJJzkmzptL+Gtvc6G08t3KbmRAyYACr+HemQfD6VH/eXkYGMfLGSf1r0rRYRHpyR/wB0BfyGKtvbIin5RVQirHUsRUjszE8JeGbXRrOVUYyvI2S7KARx0GO1cV4q1SA3uuwROWkkeKIKBzxuz/MV6lbOsatjAFeAeKpA/iK8IyM3BOQfxrSWiOWbc3dnRXXhk3umWIiJjluHaRYWO75toIJccAMHyAcc1yzaXNb3MlvMrCRZPLJxxkAHrTR4l1u3tjBb37iPjgqCRgYGPw4q1o+pak84uoLiG6uHZjPbSyBC/bIB4PH40rQkczc47mjoetZ1aGNCUXsCRz+Ven28wmhBz25ryCHRo4omvFWWOSNgUaFtwByOqnkj6V6PY3LKFJHXrXPLTVG1N3RT1mxItZsLy2Sff3rjtKskj1Sz4JxKv81/xr0i6ZHiO50AI7kVxdoix3UTE/cnz+HH+FRJM2g0ek2WDNGPcV0QUBc1xmn6ijXUYVXOCPauk/tBmhYog6dzXRSjK2xE6kU9xlw+JOPWuI+JMxbRoge8orrGnZpMMyDjNcX8SXMmjwGJt22Qbto9RWjhLlZl7WNzytTlffJP61ARiU4OQQeD+FSrhkGOo6+xqz4d02LXfEjadc38tqrxStGUj3l3VSwX0A4JyfT3rm5Xc15tCCGea2ikMIcKcFtoJA/wr1DwdqkdxpkbKwIBKsAehFeeeE2+2zyrNMFfapXLYPQ9K7LTJorSecs6kyybgVjxkYwM44zTfwmcWuY7i6jWdA3oOK4LWrHy9QAI++P6Guph1WPy9mGf6cVkay3n3FtII9uCQMnrUuLaNFNJ2NPwr+60hVP/AD0au70wg2ymvNdMnlitQiyBF3E9Oetdbp144t0G6QjnPWtaMGFSqkb944AxkCsuY/6PJhh06ZqOeTc5IU8j+I0xpW8hkXYDjr1roUO7OeVbsjwfUpA+pTOpyC7kfnVOVv3bdAQDxXQ6/wCG73T55rpAJo2diQg5AzmuXvJP9EZo256e9c04WeprCopIsxxFuhAIxj3r0jwtrbXN26F9yYxnJ/rXD6zpmn2fh231bS9Uvpg119lzcwiNbghNzvEOu1SQp3eo5zkDU0KyutM1SCUTxyxysVePBV14+9joR06VLjow5tUj1iY+ZaOAeq8Yrg/EdgPsAiUYHb8662zu8rsb04qrrdsJrGdtuSFyPwqHqtDRaHG+E7MR+IIWJ/gY/oa9X09QbheO1ecaGEh1KCViFGxuSfrXe6Xfwm6GGLYB+6KKV7lyaSOm8pQmcVnPJtmBHQVPLfr5B2IzVQ80uxOFGO5NdnLLoYOrHued/FCbfNag9lavOeNi+yiu++KMm27tSCu3YwOOxrgegBB7dawqpp6lU5qS0K4XLMGAYcVftzqL2sptzcywxY3BXzsz04684p3he00/VfFCadql3PaxTOFSaOWKNYz3LGTjGM8DknA71taIltZ6jrOlXrNDKl2sUYuwBIoUuDnbxnpnBx6Uo3TuROzWx0ngfVhNYFDw8T7XU8Ed67pZQygg8VwVrNFb6i7tKHDIqAgZYbeMEjrXQ2uqQhdp3n04qX8RUZLl1G+L3A0Ygd2/oax5LUNrelW+OEiUn2xz/QVc8R3KXWnBFjcYcHJxiqy3TN4h81UVSsQQBj04qZRdy4zVj0bSwPs341NeS7I8dzWLpuoOLdR5iDk5xUeo3kskyRxyszNgDA6c+tdShLlIdWNy4JT5T4z614Pr0m7XLk/9Nm/lXt8TvDby+erAoxRjngmvDNchlt9YuPOSRV818MwPJz60pwfKSqivqZ8mCvB/GmKoZF3AHAH4VHdsyQFlJHPatrXfDGp+GfD+kahdvOk995nnQGMgW4AQoGP94q2cdunUHGCT6Gkmupq2l/ctoDSvIWZQ7DPTp7Vs2UjtEmWJzjvRRVdDBGxaqHjYtz9aykA+2sMDAl4/L/61FFU9kOG7Og05N8iEs3Xsa6JEG0g5I9zRRW1PYznuR9BkVWvlWWPa4BX0IoorVGbPKvGOnW9lMLm3Uo7NhsHg1yVpqtzo2trqNrs8+Ldt3rkfMpU8fRjRRXPU3NaL0IbK4ls5GkgcoyqMEV0/hm6mu7y6eZyzHafp1H9KKKX2Sup3mnwrIAWz96pPEaLFaI6j5g45NFFJfCxP4kS6REjxRlh6/wAzXR2wA4HQUUVdPYKm5Yf7w+lQN91qKK3MDMvlUqQQCK8m8a2NvaSiWGMKZCNwHQ80UUqnwih8RQ13xU/iC2t4ZtJ0y1NuiRxSWqSKUjXOEALlQvOTgZJ5rubuYoYGREUxqCnGdvGDjNFFckjqe6L1ve3BVT5mOOwxV2V3uLdhJI7DaT96iilBCm2ZNio3xtjkKT+tb+mTv9rKDAGD0HWiirpDqHSLuMBy7ce+Kr5GM7Rz14oorqOcytasra9jCXECPtGQSORmvINVt47DVWt4MiI87Tzj6UUVnV+EdJ+8UbTXm0e5uozpunX8M0iuY72DzArIPlIIII6nIzg9wary6vfXurTalPcM13cSmWSQcZY89O30oorKHQ6JGz4e1O7vNXZp5SxMZX8sH869H06MSPyehHTFFFEtyOhf1+3SPTNw3Z3LyTXOanM0OsuiAAFientRRU1R0TudMVfskPyj5kBPHfFWLoADI6qMiiiuhbIye4/VZWOiiU43HYxOO9cprFhb6hZOtzGHyOpoorRjrHj2pr9nknt0J2Iw25PIp194k1bU9Jg0u9vZp7a2d5UEkjMSz4zkk8428emT60UVyy3NYfCf/9k=", 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", "info": {"video_id": "13975", "label": "throwing teddy bear in the air and letting it fall", "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": "6f60fa835293ea8f37da67a241e507e96eb0bd54cc5089a7b1d80bf2a1ecd86b"} +{"episode": 84524, "episode_seed": 2585889730, "split": "train", "timestamp": "2025-10-13T03:47:21.372804", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2585889730, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile, a chisel and a paint brush on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "96651", "label": "putting a mobile, a chisel and a paint brush on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "96651", "label": "putting a mobile, a chisel and a paint brush on 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": "8751c7c8c8409ff57acfbe9c0a2ae239dfd785703cc743183fb7f9108cd0d562"} +{"episode": 84525, "episode_seed": 1261490949, "split": "train", "timestamp": "2025-10-13T03:47:24.027271", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1261490949, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil sharpener upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "14024", "label": "turning pencil sharpener upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "14024", "label": "turning pencil sharpener upside down", "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": "cbb7e51bd7c61e23244d38ad78cc11bdcb609a0e09ae872695421a6dfd1636d4"} +{"episode": 84526, "episode_seed": 1843909275, "split": "train", "timestamp": "2025-10-13T03:47:25.065895", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1843909275, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fork up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "21215", "label": "moving a fork up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "21215", "label": "moving a fork up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ba10225ab94a1502d87964e8e3c099e355f2ae116d5c37d6f7f8949960692080"} +{"episode": 84527, "episode_seed": 101333385, "split": "train", "timestamp": "2025-10-13T03:47:26.437337", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 101333385, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 calculator on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "166530", "label": "putting calculator on a surface", "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": "166530", "label": "putting calculator on a surface", "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": "8b6019429430a9501c8a1eb9d3d0c2c39bdcab96afbc57f561463ade6eb5f26d"} +{"episode": 84528, "episode_seed": 882502445, "split": "train", "timestamp": "2025-10-13T03:47:28.299447", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 882502445, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing a grape'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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YwaYi4ArrvG2lfY9Sk+XAzXKJyMelNbEvc918R3StrWn2ydFXzG/Fv/rVoySLc+FbpFBxPfwKRnqMlv6VjatbPP4j3RjlLdWY9hgEnP4Vo6e+zQ4CzDab/eRjpshY/wBanoNHmGqS51C4x0MrfzqnEAW5oupDJO7k8sxb8zUSycjmszrR2nhbWtR0ay1WOC8ZbW6h8qODdnEh4Lgfw4XPPckVW0fw9ceIteSwjJSFFElzKP8AlnH0/M9BVPTpEEW5ugGa9d8E6cuneFI52UC4vibiQ452nhB+C/zNEXdiqWjG66kmo3S6dbW9nZ27OeILa3i+8xA4UfgOTWTdWevRlla70V7jGTYpcHzfpk8ZqLxPq8mjWmp6rD/x8xIlnaH+68nLsPfGBXkLSTpE8zTSpdl9+HH3vfPr+ta2OW56hpmo79QRiGjkjbbJG4wyHuDWb8RLASp56jrzWVomrSalHDeSE/aUPkzE9XH8JPuK67XVF7oO89dnSmwOM+Hz/ZdM8RTE42RxgfVtwH8677we3+naZsZQWlLHPfn/AOtXnOgo0el60i8b5bYH3GWruPCcrR65YcMRECzADOAAxoEcR4llZr6Yg/LNJJK3vmRiP0rmL64IgESnk9a3fEMym5UL2ijB+u3J/nXKTt8zHPWst2dSdo2JIbxliI9P5VJpjBblbidfNK4IVjxmoLeAzKQvBJGa9K+G3hO21bWDcXiK9pYqJHiYZEjnOxT7ZBJ+lVoJt2uzv/Bs95F4SikvFaISu0kMZByqHGPwJyR9ahk1K7v55Y9N0+7v/KOJGgACKfTcTgn2Fa+vySSxLBC+ya4kWBGA+7uOC34DJ/CvLPEfjK9l1X+xdFuzZaVZMYYkR9gkK8FmIxkk+pqoqysjnbNzUbtb5Lmwnimt5ihV4pk2uue+O/1pbnSUXwTb2qv5hiQjeRjJJJ/rXJ2PiK51mT7FqDl7y3BMEzctx/CT1IPvXc6VOt5pTxn0zg9qdgTPEbmDyrsgjBDV7NIyy+ILkAD9yhz7naAf1rzLxLaCDVXwP4/612lncSNeXs7ffeRvw+bNAjofF0RvoPD8BUr5dnJIQe2WAz+leZXEgVZFX+IkCvT9YcNZwT7h+40hSfqzuf6CvJpXzWc3d2OiiralFkkAdkJxis43DPcNjOBgY9a3UVUBVj96mWWioge4cludxPYCkmkaOLex0fwzGpx+IZbiwhEk0UW9wcD5CQCvPrmvYNX1mG0hMk0qxJxwT39AO5+lZngfw3/wjvh0yT4+234WaXPHljHyp74zn6msjXPEMXh6B9caGK4v5ZXt9NSUZWJV4eXHqTx+FWlrc5ZPUkuddt5SIpDLE7/dWaJoy30yOaz9E0921rVblpAYbiEAJ3zx/hXPXHxA1W7CW/iALd2lwM/OijbnoVIHBrd0C58i88ppd68bZD/Gp6H61Vrk3POvFVh9m1KQYwM5rR8GyLHp2ojHztJEo+mHz/Stjx7YgN5oXrXM+Fy3nzR5wpZc/rQPqewWMn2Xw/r64bKaayg9skYryzU4RaXCxkYKoCa9Fs52n0PXkJ+9DHGBn+9Ko/lXnvilwNavEBzsbZ+QqJ9jSlvc5y5BdyV611/wz8KW/iTXZptRkjGn6couLhH/AOWg5wD/ALPBJ9q5Pg8mt7Q9Wn07T9YtbdTu1K2W2LhsbV3ZY475BI/GpT7msk2tCv4m1Dw9qOuIfD2hizskkwSJW3XAz12kkJntjnmvoOfUbcQKLbCxxoqKo/hAGMV4t4O8HPq11Pd7cQWZQAY+9Ix4H4D5j+Fd/Np7x3x00TNHayjzJZd3zJEoy/Prxj8ablZoxlpoJd+I7bzJVV5ZBGcO8ULOqH3YDFczrgXXLSNbSdM+YHEgPHp/Wq158S9WaWSHw/FHZaTajEUEKLkqOMsTnOfwqpaa1DqzHUYo0hm3AXUSDarE/wAYHY561pYgv/EHThLbLOoydoyR34rybZtdhXuWpouoaDz8xVcGvGL+Hybph70Az1aO6F3ql7OTw0cvfoBhR/n3p19qEeneGo3lcKu+4I9z5aqP/QqyNKZkiu2z/wAssc+7CjxHpepazoljDp1q03ltLJIcgAZIAHPfg0rAjhGuVlbCtmpI0YsPSse7huLG6aGeJ4ZkPKOMEVoWV/5ibW++P1qZR7G0J30ZtxGRxHaRZMkzBFx6k4FfQUW22s4bZTlYo1jH4DH9K8F8KJ9r8SWTE/dlD/Tbz/SvZ47sllyfenBCqyuznvFPk/b7CC6GYH1WKSQYJyuwen0NcTrTW9/qnkQRN5qttmYuAGZjwBnpgHGfrXfeNtNl1HSlmgUGQgbQf+eiZZR+ILCvPbRo5J0uWJ8zefOQ/KwCgHB9D2quhiavh+K1W5uLXyil3DHG8pXlWG4AN9eo966zUUCWlxAMfuyVFYnhW2ac3l8y4/tGaG1g/wBpEOWb6ZP/AI6aqXE9zqnj3UtMbVri0gdpWiWNA2WClgvsODyfT3oSHczNOb7P9vh4/eSI5Hsob+pFdlZymHXZZMBRHbSEAdABCRXmegXdxc3E5mlaQuEHPvXV65rJ02LUbiPmRw8CZ7bvl/QZoA4rUbgSSZY89TWJI+5/aop7uUsSzE/WohKD0NTy2NedM1LBsTbe1e7/AA1jW38My3IXBuLhs+4QBR+ua8BsnKybh2r6D8PIdM8O2lmSP3UQZ+erNyf1NCWoTl7tjT1aUJNBOvSOR2BPr5b4ryeTTLCHwvbXMsqpPcRtMSy5LuXICcewzXql2FudMlCrueMCUD2HJ/TNePzW8glbTHI3WcrPGTgfL94H8R+ZzVbGJDpVjAl3DPNIYH8xRFIQdpOTlST16dfWvR7CAW0II+67Og/A1xcNuuoT6Pp4yzSXMcjqR9xFYuxP4DP410vi27mtPC0d3aSNDI92zKV4OCxH9KS3A4/xdBm7MgHfNdFbrH/ZzS7SZGmA542jBJ/Uj8q5jxPDGNDh1O11e+uA1z9mzcxKizkJuZ4sc7VOFO71HuB0dtKDpSn+/Ox/JVp2Huanie7EekXPQE2dpFx7gmvMJXBb2rZ+IOs3EeqvYRSbY0SEtjuwjAH+feuKj1Fs7ZTwe9Q4t6msJpaGlJcAvgcmup0RI7+fT9Nf7t3KqNjrtJ5/TNcfGqswYHg12vw/h+0eKoZ2GY7VGkA9+g/U0uW5q5NJs9ulKLAkcYwqgKFHYDpXluuafHrGq2NvOT5NjpfnbB/EzP8A4mvREnDTYZiMHkGvOfFRk0rX0kUsIpEe2PJ6Z3r7dCOfatDkOOvtKij1B7PzUeJXAzG4Yc4zt9T9PSuz0GwZLa3PnJNtjYLIn8SqQR+hrn9Kh+zOwkYDEectxuDEY69/8D6V1Xgm0WLQ7VyuHnW6uef7hYhP8+9HUaK/i1PtNkD7ZGa5XwbaRyatKkxIUugOBzjnP8q045l1TxZJpOo6ndW1q8vlxvHLGixepYvxjGeOpOBVDwvHNZeLNStJvtANvMyhZwBINofAbHGemccU2hXOz0x1XSL0so+a4tlyeuPMyf5V5nqt39pvp5s/6yRm/M112tai2n+EbqWJts0lzCE+oVzXlzX8m/5zkVDjc0hJR3LzTbTgVraVON2T25rCRVmAdTkVejYxIEU/O3pUNdDdStqe9eAFji8KRSjCm6lklJ/HaP0Wqni6Y2+l6pMpw39nOgPpudQavaKkeneHrOy5zDCqZB4LdWz+JNVfFlp9s0KQRE73Rojj1I3L+q4/GtUjmk7u55rrPh2DSbSIxSL5ihFb5xuZmXccDuB09KZ4c0xftDsk6bpFZZI853AdGU96ZPcSamYbx9zGKII4OTj+Huc5yMc8mtnTrdLjxXZMdrpZ2k0shHQYRUX/AMex+IofYSOlVDFYNEc4ZA4+hFeUa/bbLxyB3r0bxhPcafo9u1vI0UhhhUsvXlRmuG8XaBq2j6Lpmo309x596ZPMiZMCDG0oGOPvENnHb8DTFc6OwANlN9FH616J4agQ+GIGIySXJ/M/4UUVLGcX8StIs7nQ7i7eIC4tk3RyLweoGD6ivF4GKzqQe9FFNbAej/DqJX1G5lb70cXy+2Tz/KvRo5GBGDRRQglubtrGt9btaTcxuMHHUHqCPcGuT8mzvIIZr3TrO6lwRvlj54PcjGfoaKKBF7R3Nzq91I4UfZbdRCiKFVNxK8AdMDgfU15prepXGleN7y+ttnnRTPt3jI5XaePoxoooQMpeGEH2yVewaP8AnXdado1lrl5dpqEXmxxEuqZwCScZOOtFFDBHFfELw1puiGCWwjePzSQybsqPpmuDXhhiiimtgNrSUD3cKN0aRQfzr3hXJcrnjn+eKKKlFy2NbTHIm7ViXHhnTdV126s542TyWZYpom2yKu0HGehHOMEHiiiqIRVutEtfDmlfbrRpZbueN1aadgxVR/CuAAAeM9zVT4hRLb+GI4Ix8kRhVc/Tv+Z/OiihB0PO/EXiNtbt7aKXTNPt2hRUjkt0dSiL0QAuQBzk4HJ5rqof+Qbbezv/AEoooYI6G68HaJqlmbm7tS9zcDe828hgenHpwBXher2yWep3VvGWKRSFFLHnANFFCGSafIzQsCenSvTfh2oAu5MfNtRc+2Sf6Ciio6mn2D0GBiWySSSQai8T6ZaaiLOK5j3LcKVcg4I2YKkHsRuNFFWZHm1raC58WDQpZpTatc+QzggOVHHXHp7V6HpwUvqRVVRYEigiRRgInzcD/vhfyoopDR5fqestpes6pGbCwvYpJ9xjvId4DL0IwQR1ORnB7g03wxe3Gpa3qd/dyGS5uEeWR8YyxVu3aiimxI6a00Oz1+2a3vvNMUXzqqPt+Y8ZP4V5V4hsIdN1m4tIC5jjbC7zk0UUIbKVjIyzbQflPaug0hRLq1ur8gyoD/30KKKiW5pDY9xWRiQueN2cVqRQpcafcxSZ2lGbg8ggZB/MCiiq6GXU8v8AE1jDpltbajaAxyXkn72POUzgNkDsc++K19DtI08P2lyNxn1SYLcOTztEgUKPQfMT9aKKYId8SGIs3I4xMoGOwzXmesa9qWoadDpt3dzTW9vI8qCSRmJZsZzk8428emT60UU2HU//2Q==", "info": {"video_id": "188024", "label": "squeezing a grape", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "188024", "label": "squeezing a grape", "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": "5e7f25d071491155be6b7511a813588c891dc58085c32929bbf0bbf23e722b97"} +{"episode": 84529, "episode_seed": 2664504198, "split": "train", "timestamp": "2025-10-13T03:47:30.351097", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2664504198, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 safety pin next to dettol bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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PwzU0eqeIvE2h+bo+m29rYxyiNHmkxuPAJUY5Azgk5q6ehniYxnZSLcFx5ckYUPI6gIvGTwAMflTLyGOMAxtsZ+SD1A9BS6cJ7DV7nT7uSBrpIEdGToxOc89vT8KZJbvdTAs2ZpGAz1qN2bLVXJdK0g6nd+dIp2Btp9JDXcSpBptovCnYQxX2HJH5VhXurWPhizggklVZiOAfp1rGsdbl8T6ntiz9jhYea/8AfP8AdH9fariklYJRctTs5yAHO4FRkqc9ux/KvK/iNcRzTacEIO3zMn/vmuh13X10a0ubGRjvjKlAOrIe1ee319N4ivrZWQRQqWx/srxkn8qq+hnJaWLuhRfZYfO2YknGQ5HRe2PcnmtGCUPdSJGrMrxMkhY557H86XUERreFYnO2ElUCjjpTdIUR32w/KZkZFPv1H8q55SumzaEbWRW1Vmtra3iEyi7m3RQn+FZDtwCff1rvZPCuhaPaWNtdWsN1c2uHkmlXczueGJz79B2AFcR4ji8rUtJuMtskv4JAMcDkA/qK7rXEmbX9QDXZjUS52qPmx259P8/SnK1Pmul5s4sXJxehg2N/DaeItZVrYRQAxny04EeSdx/HritrSrVLm8M+TJEh3GQjg9xXEzXAufEOoCMkq6pznqACM11D3eqyaBaaVo6RLC6jz52JBU4+7gDmpou8E73Oii3OEX5GR4j1nWdZ1N10mJ3hhzhAOSOmcenpVvwbol6L1r/VFYXBX5Ef+Be5+p6VoaNp7aTaRzSSEzyblckcT89PYDtW1qOp2+k2FxdyDywE3bTyQehH+fWtorU2b0scv4wupo9WFtayY+1Q7ZcDOzBB3f59a4DUrcHUEjMjMCMlnbJFasmuPeXxuppsNP8AKyHkYH3QPes/7JNcanPNK21YhhRjOT6VpypK5zSlzOyNLQbc2VqHITzrkE8nkL2/xqeZVubguCPLJJDAcVZs7ZxqkTBS7bsMAucDBH5U21gfa/2lxFbwuyE9+D0A9a5JN3bOqCSVmX9DlWSJoJOVSQryOCjDn9aseB7NpPEni/T2YBnt4SCemQ3B/WmaXKLi7CLEIbYfLGvfnuT65pvg3ULTSfG+rPqV3HarPZqgeZsBmDdM+vBqqOk3czrrmpk/iZ5LKzn09VUSLDumES/KgxnGcfSsfQAohsXcsflQtt64wMiofFfim21TUruHTpQVuAFDPkZ+UAgLV/Rol0vTStwh+0hQrITjYPQ+9Z04KM5NHLhKU4czmtHt8jZ1bTtT8QSvc3t0F063UGGKIFdw9Wz64q/aahYx3cbWFxGySBd0itkHHGNvTjpXE6/4t1a/vLqx8NrN9iEBEhmj+aRyc4XPpzj2riodK1gR7jdyQkk70yeOe3vXRp3O1y6WPVvGniL7Jpq2tqwDTSFdyt90da4aKK4ubeYMFSBuFI6lsdP0qDSbG3lgkW5MhuYjgtIxOQT1/pV243xRxWsRO4PvOOuelWproYTTb1KF/bR20FvFGmMAlj3bpzVJPlFbWqTLcW9rxtkj3CRD1U8fpWVt3GhbGUtzpPCcQRprpyBn5Fz39a01tykxVSzYPWq2lKYIraDbtRcGRscknmtJFdrl7dMtLuIJPp/+qsJS9466cVyo0bgLeWKzpnegL4/Q1n+BVI1rxfMg+cQxLnGTgnn+VW7RoyLiG0Jby1Pzno7d8U74bskXiHxRIzBI/LhYsxxgDOSadHdojEK8Cn4nuF/0SyLFnMu9yRjHynHFW9PjW70gxK+JlO9QemR0/DtXN6neJrWuMliVeFJ3lmmX0yefpitR55GvoFslwBhcZ/h7k1ME3fXqZYWMo0/fVtSuSUlSaQEeXkYI5B71FdSknzwf3KJx7e9XNThEsSFXBMuTuB7DvWA87Wxa1kUtFIDjv+H41bl1N+XoZqWS3cc2AGLHpWWinzCPyq9IksEoEJYIx4wam0i1R78SSsBFF87H37D86tSTVzGcGnY6FbQ2OlWvloTKv3/TkZ/+tU2kAy37b+SYzj69aXc1xBH99hLnBY9NtSQRulxD9nTMiMGJ7YHWsG7p3OlRstCDxfPNZ6VdNGxQxmN4mB5x/h2ru2lWw0XS9Nt02ItlGSI1xlmXJPtySfxrhvGqpJ4WmbpIqnA9VyD+ld7qUaxaBZ6kruWFjAnlggBiVUA57YzVx1pPT8bHFjdEcHrMjL4ju1iYqzwxlsHnd1PP1rrNFt7eCxbVru5VI4BubPQt7VwhkdvEVykhDzOiDjnk5OK6uKzt7q1WDUdgt7Rt2TkDIweexA96mhpBaWNcNaVKL7mfFYW3im/fUdTjeW1mZkg65AHc46L/AFrrdI0my0SB1twq26ruABzn3z69q4nXvG+n6HqU+mwGOW34bzIWyVPpx2Iqld+Phq2kTWlhbXWShj8xRgCt4m0mij401iPU9YllhyUjQRp7+tV9GE8Foz+UAzjCOecDPPH5VViihSa2yu5wPmP1P9K3p5Es4vlwy4woXvjtRN2RlG8ndkspVRbeY5KSQhgvq2eanithiK7nlMUat+6H8Tn2Hp71a+zwvDZvJB5ZjV/kLZzkcZqq4Z3a5mJaReUHRQOoArlSOjoReL3ddOsV2/NFcRTK3sWr0fxswXTWfd5e+VVdwQDsOTjPpmuI1jT21nS7dYSu9X2Fs/dXIYH8q5rVdV8U+Jr9rOed2ghbarSBVU4JAYgDBPvjNaU5e44HNiqHtdL2JtPkW68Q3UdmNytsQc5xgHJzXRar4ytvCrafZ2aG9unbbJb/AHdo5Gc+pJH5VX0rR/sGiNciUyXSMPOlxgmP29s1RurKOPGqXUIaYEraxsOp9aIPljYunD2cFBdEc4vjbX3muriOBpLVZjsRiSEPoP61Zi1XWfE3mQahdCNMBhCi/eUe/qK25oBcabb3BiCopxIF4w57n/Pesx7RheQy2q4lDZyOmP8ADGarn00LcW92JYw/Y5yZIhtiDHPXJxx+uKt2Kfb4JJF4kGMj3/wNMuMSwSMZACH2Eg/pSROmniKVX2seJIz0YelXzcxly8po6ZBcy3iXUjuqc7FBwzc9T7VauGSdzHkFEdiG7ZPNVWvvtEn2eAnyycSSdCw9B6ColV2l2Lk7G2oo781zpN6yOnToXopJFv02As5B2j1IOab4m0qC4tLySJ2jkmkTzHU9s9Pzya0LaJNNiaWZ188gl37Rg9hWZdzteeYFytvtGB3bnqaSXNLQUtFqUdG0Kz0+JJlj3yrjMrckfT07GusudMGpbLtHCwSR7psdSy8H9P5Vz9sZ7gxwQDLP8pB/U11SsNLtAA2YkIz6yP0IFW2/mJWexxsoku9SWePMcUJxEvt7/Wn6nAsTRTwjEFx/443cf5960PNSfzNoUFSQQBwBng/TOP1pLA77mS0ljVosiUB+gcHj+VDVtSkjAltktbU3OQZJjtjU8cev0qS5xG9rOygxyJkEHowPKmrmtQodXRiw8l49yDP3eef1rF022/trxNcaJPqU1tbOshiEab9zqhYAenQ8+g96pK+xnL3dWQX939qnyuPqO9R24VrlFYA5IzWTpbTOH85icABfbit3TYi8zEDOBjp3NbJ2iczV56HSpMVMaJGHcnhfWta7KgPgKkkyhSV747VQto4tORprh8yAfMf7voo96gluZZsSnjfwo/uj0rlb5mdyVjQtpfsk8YRQB0wO9ZXibQleJnt7h4llmzKF7gjgfpWxp0OFF3Nzj/VA9z61R1K7FzFlHPlbyOv3z60km5aCk9BdBs7LSQFSMCKVdshPJbPrVu+sX0yzlMTGR522K4H3E/xxVLS4ze3aRO2IlG5x7DtV/Wb5oFEAbLsNxX+6OwrRN3Fo0VLaJTa/ZHbDHmJj2b0+lY00TwW8txcREPgpHnu2cE1pSs1xArRHDtwv1qh4tviuhALuEyyKFbpkjrVPsJ6K5mNEDYRsAxnizkZ++v8AjV7SrWMWmW6sd+PXsBVDWYbe30K21fTdXv5gbr7KDcQrGs5CbneIDnapwp3eo9wNSzjkuQkES/d+9Ieiik1yXITU5I1UtDNpsQhkUkTjADcgHrmkmkdY3tLUlUGPNlPV/Ye1TsYrCzWBPvvynqxznJ9qqebGyk7gWBwT65NZrXU19RfEsH2vwwTEM4UwnAyTnBWk1/4iRto1rodlZS/bYY0ilbcGAZAB8uOvTvWlYrJDpwaVeHxsQ+x61iG1tYddupI0TLNnzAB0OP604SavHoZ1KcZ2uM0Ownt4f7anQieV9hRjnZx94/yo1eTULrTbyD7b5GmysPtA25aTH8KntnpXQaa8c0kunyDMU6kZHY9Qaq6/YlpYII1C2iDcoHc9Dn6VUXbQqyWiOOl8M6fBIkkIJjnTdk9PotNs4W069CopaKUYKgdD2P4V1CQJNavp+dj8tCx/hYdvxqg8L2ViZ54dsrptiU9c9Mn/AD/Oi7aswcUihJGpmExAVT19q1NLVd0gmZGS35SRj9wN1H144rF8Pw2upeIk0rU7+6tYnk2xyxzRoE7ksZOMYzx1JwKjsobiPWNWs5TcKLW48ry7jAkGGYDcBxnjtx6VUotxszOMlzaHTXF75oTCkQdUB6ufenRebeukCpmQgg+ij1PtUUsMvmQwIoLhiMZ6ZrVVo9OsFIIxJkySDgt7CsnK2iNuW+5PNJFptmoD7lTGT3kYelY0LAXc8jABWcsBjsTUTzS3EsrvngAxr2UZoUNcXmIBySQSegFVGNld7kSlqjoNDm33E8hH+hkbZNw457fnUeuWsVzfxTFzuKZEZ/hx/jV2O5ttP0pWABWPhVB++9c/LLPLIZyTvU7z75oiubVDfmTI8cLtBMAbedfLf+hqtd2j6Np/nCTzJXzGGxwhJ/qKsNDHeHfx9nUCQt6f7P55/Cq+s30xtltGC+ZIFJGPuAHOT70bMbMyEC3tpYLgfuZ1AbHUHPBH86xpVnl1IWUpw+7bkdNv978afq95K+lCdHxsdQCOoqzrehaxoOhaRqd7NcLdXQlV4mjx5CjYUVjj7xDZx26dc07SfvIhyUfdNiygTEzYIKIpH5ir+lQoJ2lxl/O2gnsMZ4oorOpszWGxX1N2aQwEnYcsfc571UdysCsOpQLz6f5FFFXT2RnU6mroiBAZwT5hbGfQZxVjW5na+S33YjjjDAD1NFFKPxlP4ChH+7uoCv8Ay0JRh2Iq3DCn2e1U5PmMWYnqcA4/kKKKqY1scvqUrGeSQ43K4QfTNc7LqdxoviE6habPPiLbd65HzKVPH0Y0UVVPcyq7DbMbEIHYAV2PhZVJckAnBOfyoopz/hmVP+IW9Zy2oJGSdojDY96ckSyC3Q5wzDOKKKx+yjrjuzR1NzFYRiP5Qfk47DPasO6G2wbH8LZHtRRSp7BUNLST5VsjIAGcgsfWqE0jT3c80hy5Y0UVrDdkPZFrS+bu4J/gjLqO2a5nxvKyOkY+6iIQPryaKKr7QS+FmPrfi2XX4rW3l0nTLXyFSOJ7VJFKRrnCAFyoHOTgcnmvR1220WyJVCpFvx/ePvRRUYjoRh+pkrK9xBcTSMWkODn0q7plvHPfRpIMqF3EepHrRRSlomax2L2rXEgt3AbG4lTj09KybzEeouqgAbiPwoopU/gFP4jc0OFBp8svPmSS7C2eQOOlVdTnkGpCIH5Ebaq+2AaKKrqC2M67JSSMqSD5gGR9cf0rQ8QIr6crMOY5FKn0z1oooe6H3OEuNcbSdTu0OnafexTSBzHeQbwrIOCCCCOpyM4PcGrmjXc+palqd9dyGS4umSWVumWOc8dvpRRVy+ExXxm35jJqkW1iOf6Vq6gok06zLc4lI/Q/4UUVg90bdyg/y4x/EuD+VXFt47extnjBDS7i5J5ODRRV9CZbkUjs8yxtyoxgfhTLh2RRtOAUbI9cdP50UVotkQtzXtIUisLGJR8si+Y+f4jjP8/5Vw11cyz38zu3LsVOPTPT9KKKyW7LfQw9UldbN1BwC6mrN3r2p3+mW2m3d5NNb2zPKgklZiWbGcknnG3j0yfWiitVsYy3P//Z", 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", 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", "info": {"video_id": "213725", "label": "holding safety pin next to dettol bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "213725", "label": "holding safety pin next to dettol bottle", "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": "5d96c5aa094b108bb4463a3ffa5c1a39074e226d231799ecd9f3de25103df192"} +{"episode": 84530, "episode_seed": 2356424018, "split": "train", "timestamp": "2025-10-13T03:47:31.326552", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2356424018, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 floor with hammer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "56959", "label": "hitting floor with hammer", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "56959", "label": "hitting floor with hammer", "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": "5b778e200bee043d21ede93a83d414ddf653b350aab5d950cb9335309587e9a2"} +{"episode": 84531, "episode_seed": 1238668288, "split": "train", "timestamp": "2025-10-13T03:47:33.475164", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1238668288, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy car without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "72402", "label": "lifting up one end of toy car without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "72402", "label": "lifting up one end of toy car without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3c04ecde74074c0fb24928e97e224c09dbc4e7aa21fec6f2e8816554c20319e1"} +{"episode": 84532, "episode_seed": 1652535188, "split": "train", "timestamp": "2025-10-13T03:47:35.659926", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1652535188, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing a 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": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "74185", "label": "tearing a paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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IXKnpXdOKrywpKpVwCKwnBMuFRxPJrrQBsZgpBz2rm7xjo8rzkgGNCcV7Ld6WoHC/jXifxPV7S5hjHCzZB+i4/wAa5lTtI7qVfm0OAvLmS9vJbmU5eRixqNetIBT1Fas6YrU938KN5fhnTFPa2T+VdCk+OB1rn9EQR6NYIOi28Y/8dFbMQye9bo8mfxMuxqzc1ZRMHrUESj1NWo8VVjNslUAAZqxHjNRqgI6U/hR0pkMshlHcUyVgf4qgX5j0/WnOVUHgE07k2PAvEviQpu06wfaoG2WRT19hXJr8x5q5faVcWczJKjKwODkVXhj3SKnqa5OS2h9PTUYx0PSvhiAlxdju0Sn8N1eownAry/4ct/xNbkA8GD+RFeoIOOldENjxcZ/FZaWVQOtPWaqoUE81PHGM0zl0LySEpk03czk44FIWAUKKVEZyFXHuaZJLGn+0T9KsJhfc06G1wvr9K84vNW1KXx3f6UNeubOIPIII48HlU3BR6Dg807WJvc534/Z/4p/PH/Hx/wC068XHWux8e63qGrjTvt19LcmMOV8w/dztzj8hXG1zVNZHt4PSiiQda0bOIkjHes+FdzgVv6fCWkVQK5KzsrHepWRq6TZFpg7DpXcaTAEIdugrI0uyOFUD6108MAVAAcYp4eld8zODEVuiNSCYMCvrVSZdshHvUlqgDgk5p94o3bh0rqrRurnDSlrYgRqnT1qqrYNZ3ia8uLLQ3ntZWilEiAMp5wT0rGKuVPQ3X4Un2rgLSHzDwOKtapeTwaJFqFjruoyq1x9nzPGqLOQuWePvtU/Kd3qPcC9ZWwWIYFRWptWNsLU0YtvbKgHFXFjI6Cl3QWyb55VjH+0auWLQXyM1rIsiqdpI7GphSbZtKpbVi28DPjNaiWYeDBHOeKkt7PavJ5rRtYdjqSMgHOK7Y0Glc5pYldC/FLJ5imU5faMmtAPmqIUNLv8AXtVktwMV0LY4ZPUkJzUZFAPNPxxUyRNxjIrphhXiHxwsktRohH3na4Jx6fu8f1rrJtZvZPHd5pc2s3lpamcpGYpY0WPgHkuMYxn3zXn3jmHWdZmkS5murj+zpJFCXGN6AkDkDjPAzjis3F9Dowz/AHiTPOAKkjXc2B1NI0ZQ4IIIqxaLlyfwFY2dz2loe62C7LK3X0iQf+OitGI81WtkxFGB2UD9KuKnrXQkeHJlqNgO9WI5BniqyRjsSKswxADNPUnQsCXaOTUb3IOBUbEFsU4YJwoH1pMViaKbHepQrSck/lWD4tubnT/DjXFrM8MwlRd6dQCea5vVpfFGj6Rp91carerLdF/MiIwIcbSoJx94hs4/+vQkS2auu6TZ6j4du7m4iBntiqpIOCQc8N64rx+SCOIzso5Vgo+hz/hRRTqbI9XCt2a8zr/h0SNYkHrCf5ivWY/uiiilT+E5cb/GY9OtWk6UUVZyMcvLVy+v+KdQ0qTy7VYF5+8yEn+dFFJ7FU0m9SF9SvtYtIvtN5OvzDIhcpnkdcV5rquoz6T8SpLm2CGQTyIN67gAyYP44NFFCB7HLeI2J+ygnoGA/SsQdaKK5ZHrYX+Gi7aqOuOa6zRY1IViOaKK46u52VPhO8so1SFdo6itGMcUUV6MdkeLPcsodvSlk+aE57UUVU/gZjH40Us4asjxaf8Ainn/AOuqfzoorlhudFTY5fVfEL6zFBHJpthbmFVSN7dHUqg6KAWIA5zwOvNd/aRJtX5aKKutugw+0jkfGcQttauII2cpGxC5Oewrp/h5GraVdMRz5w/9BFFFbw+M1q/wTto1FWFAFFFbs88sJ92pAc0UUhMevWpqKKTJPG/EWqHT/FusIbOzuo5LncUuYt4BUcEcgjr0zg96Zo91Ne3N/fXD77iRhIzEDknOeOmO2PSiipLhucv8RtHsrC/jltYvK86BJWUHgFhk49q5CGNVvY4wPlBX+lFFTV+I9ig26av2PfYVCqmPSrSiiirPHJlFWNxCUUUgI+4HqcVpwIoA+UUUUIUjE8eqB4Tkxx/pEX8zXnM+rX15ZQ2Vxcyywwu0i73ZiS2OuTzjHHpk+tFFUQj/2Q==", 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", "info": {"video_id": "74185", "label": "tearing a paper just a little bit", "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": "cdc2bb109f49b0f300c8502a7c6a6858fd34bffb82fcde63e4f5b19a4af2bb0d"} +{"episode": 84533, "episode_seed": 3612263812, "split": "train", "timestamp": "2025-10-13T03:47:36.432722", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3612263812, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 car from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "171181", "label": "pushing car from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "171181", "label": "pushing car from left to right", "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": "2f207365a633f690699dfcb3ad9250c8f2691177a3c9f78387ea8db963000125"} +{"episode": 84534, "episode_seed": 1966604328, "split": "train", "timestamp": "2025-10-13T03:47:37.981135", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1966604328, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 nail cutter down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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"info": {"video_id": "149839", "label": "moving nail cutter down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "149839", "label": "moving nail cutter down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6caf8a5be007996b8ed5c2fdde5b05a878f5c3a06b4ed940bb9e52bdfa5fa7ef"} +{"episode": 84535, "episode_seed": 3032284069, "split": "train", "timestamp": "2025-10-13T03:47:39.978861", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3032284069, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gravel on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42078", "label": "pretending to put gravel on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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+OcK3pjj+eaib7VpF55Ewx3UjoR6iuGrTs9D0KNXm0Z6v5cdwvKq8ZORkZqWOG3j+7Gin1ArC0DVUmtFRm+Za1biQnJXkmpU3Y6OU1rO/SaVrcnle2evtWkOTghRnrj0ryqw8SyReJGtvLzE5UI4PXvn+Yr1BJF25Het6bbVmcOIgou66krNx24qFnK/zppcE9aryS4yP19a1OYju5jsPHUHFeF29w8ErRyqQVJBB7V7LeTnaTuIwOleLRJ9oeSaViuSSSB0NKVPnRpTqcjOn06/TjLDHrXT2N8I3HzZBrzVI7mCNJ9rrE/RuxrWstXaMqjHrxzXJKLR3wkpLQ9SVku13AjcOo9amR5oB8krAenFc3o+o5CoSD7+ldAZVkjyDzVRmxygn0LSXm3HmOTnqSelaCOMDLdOmTXI6pfxabaG6uJNsYIUcZyT0H862NJ1SDULUNCykYBJ9PatYTd7M5q1JJc0TWZ8kjNV5JcH3pjyArkcfWqktwSDjsea0ucthLqfC8EDHPSsojzmcEcfSpLmXapyBzVOzuFMrLtK8DIJ5pTful0V76OL1vQjp8sr26fuZ2A4H3cn+VPs9NaTAAwP1rt7uFG4YZVu1U7WyVLjbuG3PAPFCnzaMurS5feQuk6WiYIUn3rrLS3WJQehqrZLGFO0qQOODVwzBQFH3jxzVWMCZpcnBPHSnRuM/eI9aovIFJAOWI/Kp4CVUFx64oFcttIuBgioZJML6imGQHjrkZqrLNsGB0PtSuUOmnxk9OKxrucnI3E4qxNI3PPSsW7ucFjtH+971VxDxAJLZiME44ryRrOa61K4Fwv74SEyD3zXfaVryzoIi3Ap93osN1c/bYwM4JcDvxXLGSvY9KUblHwPdGF5LFo2wpzyO2a9NsnZ0ZvLKgdM964SwtzHdRTRMqHG1gRncK71ZgYVEeMsvHtW0VY5q8oytYlkmAwgPfk1FI+DtUfUnvTUgKZy2S3qO1Hlkybj0HSqOcsQ5QAtyac0oyB1z1yajYkKRioXfgYzQCFlmCDjofaqM8rc55watM4P3hjtVGdfkOOB0yDSA4jxrdmMW6qCHbcM+nTNcxbq0Fv5gA8x/lUHrzXQ+Lo1kubUswKrvz+lYeko2paqjbWMUR6e9bJ+6TbU7LQtNUQQxlw20ZwK1tS0Sx1aKO1mEglU/LImMpn+Y9qbZlLeEgZEjAAYHSty3WOBTj7w+8xPJrJq5adtTg73TbrwrKqtJ59tKfkmC4wf7p9D/ADrW0nWY55FRyAPet+5Rb1Ssyo8DdUcZDD3rmb/wvAgM2nSyRzLlliY5Q+w7iuedJ3vE7KWJVrTMjUdO8rWluYpdix4bnspZjnH416jazhrGFic/uwevWuDsrqK7tkdwBMvByO3cGuu02YPYp0+X5Rj2q6equTiZfZsXnkzz39qpyzE88jmpN5wcjI71BMwb0z05rU5DMvJSsbZAPHT1NeVlt0sdlDjDt85Bzx3r1C/UBSW3DnmuI8M6K5Y31yh3ucqmOg7VUXoxWOo0vT42t/KnAeEL8yt0bjpXMa7oL6XKkiAm1nz5bE5KH+6TXcw2RKAyHan90dasXEUV3atb3KK8TDaEYfr9amUOZGsKnI7nnGmavJZ3CrJnHQ11ttrBIGGyrfpWdceCt1wfs96vlZ/5aIdw/LrUjeFby1x9jvI5l7rINhB/Wud05HZGvDubNwLXXdJmspmHzr8rf3W7H8DVLwWLjTHm0q6jZZUO7OPlYeoPesOOLUtN2zSoQjFyU7qFIySPTmuostV+0x27RENJzjv25/lRG6dmXKzi2jpPMxkY4/lUExVuABkccmoobhZ4Q4Pyk9fQ06UEjnt710HmmdejaDu3DJwe9ZLSmG4Hbite63HGcj0GOtc3qsvl3MS9CSc/pUT+Fl0fjR0dvMJ49rfeA4pDH1BFZllcDAIPzCtVJd4B71ijvsLFJLb58tyoPap47qZ3yxBP5VVkfmnRyBVzWnM0Q6cXujVVyzKzEVbZgFrEFyeeRxV+2nLRjd0I4rSMzmq0bK8Swz4xjJqOSTOdwHPpUbNg8cU3Oc4PPpTMCvOoZemR6A1hXIyrYByeK25gQpwOMc4rIuSVAI554J/woA43w74fvL9GuyWhR1zEvT8T7VrpqE2mu9tcHbInB9CPUV0SSrBGsYYbguTiqeoW1rfxjz0G9eQ+eRUzpp6o2pVnHR7DJlltktX8rJuRlEXkg+9dPAwEScDcMKCfaudsJZZlUM+5AfkbpnFdBFtjjG7BYrzgdKaM6jTloXBKWJBwc1JzxnkdKrQNlWbPO7GM81MG5+lMkfkDvVd25496eScHPPQVExUq2On86QDc5zg/hVWU7M4zk1IHAGdpVveuOju7zUfGN3pjavc2kRMnkiNN2WVCwX2HB5P9aaQzO8Zw3Fzc2MFsA0kpfJ9B8vJrV0TRRYWqxoMEfedupPrWZ4WvbnUGuJbyZpvLClN/bOc/yH5V03n7jgnjpVdCS4kaQjKDL46mo5LtV+TJ55PNZ11elSsYDZb07e/0qsEkkQlyeBy1K9gNCXVH27QePrz+dQreOWJyeTVDaXmCKeMk4/CpTE+enHTikMuWNgq6nJcxqDFOrLIhONhPVh9a6aGGK0tY4YR8iLgc5P1z61iadE5KjoOOtbmQBjPINSkkXKbkkn0E3dAT9D61FMM8ntznNEhXzCNpIPU44rC8WX9xZ6K0trK0UnmIAy9QCaogtXeW65+mOtEBiiAEagH1rk9YuZYdFh1Kx1zUZg1ybfNxEqLPhdzPGBztU/Kd3qPcDeWUYz7ck1SQGrJeJBFud1A9T2qoty80mCcNk471nO5uJNzEbEHTHVj6/QUfaGjTaGwTkA0MRoyXWzA3ZJIH41G+olMAcVktKS248DqKY7O3P6ZpXGkSa8l3qumeVZPtnBPVsbgeoB/AVF4QsdV0+eOW7tGBQlRlh374zUsMzBwSOCM4rcsZt2M89j+VTKKZrCq4bGjFDHaxrEisVGSWPqTk0rSYIwOPT0o8xSpG78B+FQvIu4HIG0889KZkQ3Lb+c89eK5DxHL5N3a9MMW6fhVmC7N341uNMutWu7S1ll2RvFLGiR9CSxcYxjPHUmuY1X7b/aF5BcyXLCzmaNVuAA68nhscZ47cUpK6LpO00zpdLnzkk1uW8wyfSuL0i84ZSelbsF58201i1Y7ovQ3GcNzmlX5vpis6GfdIFJrRj4XHcU0Uyte3SWNurPIqNK2FJPQDqafpev21zAwDdDhR+OBXGeIr77brTWzZVE/doD6Acn8TVXR2Nr4git2b5V+bHqe1AtOp60H3Q9MnHT1NMLkDkEN+tMSVVQDjPb34zTZXUZyflJ6nvWy1R581aTQ2STKgHj6VlXSgDBIGOeag8T3kttoTSW0zRzJKoynUZNYHiC18QaLo2m3t1f3gmvN5khZMCHAUqCcfeIbOP/r00Sa0RKxs+SWYjJPeop5nVTjsKKKYmasICsigAAYA9hWnAS2MnOc5ooqQNCPgBe1KCdwH+zmiigYrccjrj+lRvwAR16frRRSAhflmz6V5fqmoT6V4tvL232maKZtu8ZHK7Tx9CaKKaAPCrMLh4gSEYoDjvjNdeSecHFFFWIgjiV3d2yWYhc+1L1AU9AM/lRRUMESWsSFixGTV0RqMHHpRRSGjStVHQDGD/SrGN2c+1FFMCNvun6mub8bcaE3p5sfH4miigDjdZ8RPrMUMUmmafbmBVjje3R1KoOiAFiAOc8DrzXXxfNKkZ+7gGiirAU8zsCeATUBUMNxyTnP6UUVIgUAgDHeo2A8vOBniiikMZ/y0Vex/wrcsUA3DnrRRQBonjOOMdMVCfnJ3c8ZoooA4PWNWOma/qkZsbG8ikm3FLuHeAyjgjBBHXkZwe4NO0SV9aXWLq/bzZrhklkbGMsc8j0ooqhx3MkDybohDj5sVrxu29eaKK55HfE0IHbcTnnbXRIf3YPfaKKKEWcD4rjWO7llQYdWBB+tZUM8n2q1uN371s5NFFMR61Y5+xREkklRyafIxD7QeB/jRRWkdjhrfGzF8WqF8MyYz/rozXCX+u6lfWEGnXV3LNbwO0qiSRmJZsdcnnGOPTJ9aKKpGZ//Z", 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", "info": {"video_id": "42078", "label": "pretending to put gravel on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6e8377da161efbd5377e78784ecc369b1f07248618e1be36f09891fd759db258"} +{"episode": 84536, "episode_seed": 1209605738, "split": "train", "timestamp": "2025-10-13T03:47:43.721252", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1209605738, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ceramic coffee mug with yippee noodles packet on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "194914", "label": "lifting ceramic coffee mug with yippee noodles packet on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "194914", "label": "lifting ceramic coffee mug with yippee noodles packet on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d73fb223c25fdb4a9a2a52a35f3c3b66d59ba56634eb68d32f8f2b67c5cd6ab3"} +{"episode": 84537, "episode_seed": 1025463170, "split": "train", "timestamp": "2025-10-13T03:47:45.745425", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1025463170, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 orange'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "119765", "label": "holding orange", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "119765", "label": "holding orange", "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": "528577eef37a90fa24caac5fbb2e5b26568fb6544a25e9c52938379145c2c4c8"} +{"episode": 84538, "episode_seed": 2513612510, "split": "train", "timestamp": "2025-10-13T03:47:47.096814", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2513612510, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying glass on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "78625", "label": "laying glass on the table on its side, not upright", "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": "78625", "label": "laying glass on the table on its side, not upright", "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": "737a193787951d6b5f97f4f61965c9efc7b268b7b8c5a465596acc96c7f3ef27"} +{"episode": 84539, "episode_seed": 1539392947, "split": "train", "timestamp": "2025-10-13T03:47:49.586093", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1539392947, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sewing thread into tea cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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IB28ZrFuruZgsauRGDuAH971rptKlXV9PjnvI4mkhckEDGCKSknKw+VqCZzT+FbUyT2s0z+cAHjkXjKn1HsRXHy6Y0Wp/ZJOok2sRXXarqMFzqcd0LqSBoxgKsecY/HnNZOq63FNI/wBkh2b3Du7dWI/kKT5eg1zdScW6xIqKuAMDAr20Rr5Y47V4hbXsN6PlO1xjcp7V7c0qrCPmA4pIUdG7lZ0VZuKWZV2cng1TuNRhhO4nOPeoftyywtIzALjipaNbmdqKQ+ZIrHgrnPpXN2a3McstlbMPKlBcKRkB+Bkemc81DrWqtdXnlQy7RvCuy84HcV0Hg6OKS4eYq092vyxo+FjHPDHnJ+la04u4nJPQ5bTbWb+04ldcyPIHK4574/WtGTT21fXGlWFQtvIFkLNkNj0FWdZD6JrIZSJJgRIWIwGP+FVtD1V478wvEHFw+cjjBxzTlZNRZEU9ZIj1rQobom8t2iESD96qDBODzjHfH8q5zX/DYsIluLeUyQscHI5X0+tdzfxWmkWE0MbbGuQxVpCcA1y6XttFpb21/drcR5BjSPJbg9CT2oajfUScraGFo1irBrlhkg7R7VoyWiTXMRkUFEO4A9z2/rUEGrQm6m3osUTnK7RwvatKNdzg5yCM1C3FO97lXVbOOa3iCJmfOECjqO/4UGKO3so3tVPm20mGlA9R1+lTzNHc/aoYwzSIgxtHXByRU4mtYo5UmmHnzgI2BlYx0ptouN7FfTJhBBcXARnn+7uPRc/1qxbJ/o+2RcNFISB3Ktz/ADzU/lDTtI8glTLK+cjnKg9fp0qc/v4km2hd4K8dTjv+pojvYctY3RPCjQibYzIGQDAPJ5qzZWTCaEgsCxG4N6k1LYLLPHMA7cRnGD2x0qOWeRMr90qvykcVqlbUzlJvQsQWB1TVJL2Ro0WCUgEJy+O5+lVNX0m11HOowzKYVwJVVcE46n645pdEv54dRSHeDFMcMGGecdq0tcktNNsXs0UQLOpO5VzjJ5496mLUo3LknGVjg/EPhz+zQs8EhkgY4yRyD/WqmkaepT7S3XJCjsPetz+0bKPTPs93O92AwZE2kYx2JPas601SF5ZUdUiDtuQLwPpUtLdCblaxm2lzF5lxLcZkMgwIxzn/ADxU7I7TZvpjGFwwjTqPYelaGgW0IjlRgGdH5yOvpWdqCyLqkokIL7sHHT2rJPS5o7OVkX7q6W6gi8sv8pOVbv6En1qe0fbAEYch+PoRg/0rOhxvGTgd63dH09tSuUgRgu7JJPOMc0XdyuVKNjoNCsyCkxx8wzzT9TsEwDEp3DnHrV6wtWScRIwAAIwT0xzViaPfdIqjJyqjH5muzpY4b9TiLqF4ZGRo2UjqCKL24v7i1ha4kkeIj92T0x0rsvFVhEbQTiEmTfyyjnGO/tUGiTBtGgV442iEhjlD9s9P5j865VTs7XOz2l481jza4Xk8Cs2SM78DndwK7jxbokenypNbjbFLnK9dp7/hXFyDawbGcHNJpp2YKSauWbrSp0SC1tWd3lPznPC4x0/GvQfC/grfILmdSZCACx6nFSeCLCHVpJLgqCEVCPbOf8K9LiMFhAOg4rqpRSjchPTzPHvFtlDousBC7DzRkccKcda461YrdLI3OGySe/rXV/EbUI7zWlCHJUdq5i2AYqueT1NYVn7xVONlqbGmQfaZginCpzk+xxXWzWcbWihgCVTAx2rL03SWtbSOdnAa4G4Y/hroHhZbBSxBLgY56fWtoP3bnNP4mkcbeWUkKF/KbYDgN2qvaPfFJ4LV5Au3c6J3HT+tehWdmsunlZYgyliQrDtjFcroitaa68G0xsylBu6g1hUp2lc3p1Lwt2ORukYMdwIPfPWsude5xkdhXqes6ZFqukPcFUW7iByyjqR1FeY3KYcjGTUuPKUpcxZ0zTIZ4hNMSSzcBWxgV6lqWsx2duWd+3SvNtEnVoHgOAyNkAehqxcSSa4/mtKyW6t90fxAetEWQ3q7jrzXbjULvbCvm5POThUqO+1K8ijjhW5YwuuQRjr7YrEnnLXEqISkROQoqaIbiEP8PQntTZpFMv22wIr92yWz6jv+RFdd4b82ykW4UHcFxgjgg81y9jaPcyqkSFucnHYd67Gy3JIsRU4xgY74rWk9DGqrS0KniZpL2/W5fAUAKAOw96wQ5t5ldDhkbcD712YRX1GJSoYeYFwRwT1NZnijS4LRkljJHmbty44PPb86mtBv3kVRn9lmHq2o3eoMpudowvyqowMHnNc/OvPTNenW1tZ6hp9pHPaKwkh+WQDkEDpmuJ8RaQ2lXphyTGw3RsepFQ4u1y1JfCc0sDSTrCvLM2BW/FatYQsYpmYYxluT7BRWLG6wXUcpGQjAmuwto1eXIxx0/HvSJm7NGVpVteTRyvbsqFiAzN1/Cnv5VhePFCiyOnAd+ee/FbGjfu2u3LKsQlIGexrH1FYv7XlSMqE3cYOQKUdjS95tFmSeS7SMS43pkZA5Iq5bu6wCHAI3ZB+tZ8Jwd2Of5V1fhjT4r+djLGWRFOD2DdqcbuRUrKLNfR7WOKEEDlkwc/SodQsDdThIkHmdh0zmtLTxCJHDMFbO0gnGDVi3geW+SYKdhYnd2wOBiu1q6scN+p53dxy20pyCjqeMdQc03VLe/G2S7819yjDtkgjHrXW+MbQhIZlRAACm7pz1x/OrVnL9osbUS7Wgnj8sqy/xD/6wNcqp2bjc6nUulKx5NOvsKpRWrXFwsCnlj19q6nxTpSabqDpF/qXG9Pb2rnLeUW19FKyjaGwfpSatoO91dGla3q2OnPN8pklkOAe/NZk1091ftMcAk546UzTLc3k+JDiJBlj6D0q9fxwrfARoEARflH0qbWQacw2Mndgj3613Hge3WSSWdlJZMBeOma4aPC9Ofxr0PwND5djLc5xufaQOmAM5/WnBe8h1H7ptXVg/nyTxXKwqfmIZMjI/lTLHVYGL+U73Dbs7VXDMcdfYVLLei9ilhtF8xGUqZTwozxx6+tR+GtNNi9wkpBl3DgdAMcV0Ob2RyqCtdi6vPfX9jJbxWTxgjLNIR25wKwfD9wqzS2M7bY5x8oIH3v8AP8q7i8YrZzuqklYycD6Vwt/oV3BGlzCDKDghoj0rOaadzWm000XPEaNPocsbKWngYZOPve4+oNea3UE0SAyQuqMcAkYBr1PSjqH2Rzf4JAwqkfNx615s+pXHiXxddaTcalPaWrea0CIgf51QsF/2ehyT6Y702lJXFFuOh2Xw2vk03S792b77pjJ9M0eKPG5SN0gfLdBg15XoviK8jsJoTM7b9rAHt1zW3HCi6fK9x807Jkk/w5PFNT5Y2RpdJXKkt5NdyGeU7mPOc9Kt6cnm3sMf95gD+JrPVV4x/OtnQIVudWto3ICtIATWD1ZVz1KawjewSBAYwmNhXqKz2uYdNu0ikvpJXLB1/dbQvua0p71YEESq8lwVyqKM5+p7Vk3GmyT6nBfXBVVV1VkXP4fzrpcnFaHIopv3jVF7e7MQWDMP4Xkkxn3IrjNRW70/V/tEpAmLCXKHHXt/SvRxwgAHGK5jV9K/tLUZgZkSRQoRW6MMdQfrWdSLauXTkkyxDNHKq3MO6SG4HzDj5Tjr+PQ15xqOjX/2ucx2rmNWYg44wDXWaZpWp2V0DJIYIA3K5yGPpWN8Qdb1HTYfLtHaHO1hIvU+2aXxR1H8MtDm9HjDX5JHIQmrukSrb2LSyyBUMnGe1ZWp+VY6PDrOm6xqEu+6NqxuIVjW4ITc7xAc7VOFO71HuBBHNNepDaRDhTnjv7mo5bM03TJLiSOTUZWU5QuSMDFSxHjg89/eoZrRrW7aPeGwAc+tSRnPUjJ9KGWjvfBVqZUluGOFx5eMde5rSkW6s7sLHA0g3/IytjIxyPyqv4JVk0xyVGxnJU+uAM1q6vMjWc1vGxa4KfKqjk5/+tmtqdlG5zVLymLazW8H7+48qMhz8+7dyewx6etVvEt/Be2IjtVMpRtzyKpwo6U7wrYD7KZpkyxbChuwHt2ra1VI10ycJGMsu0ADueKG3JXGkoyOZ0CZrmxe0UxrNA/mREkg/wD6u341V8YrHcabDcoMurFGHce35iqU8N7pF2swV45P4eOD7V0EN01xpT3V9aIoGZNuM5HrUQd1ysuas+ZHlU442lSM9OK6LSZDbacszMSqoTz9eMVmJfWniHxkdL1G7ubO0eXZBJHLFGsI6ksX424B4HJOBVOG8ubSfVNJmNyPs8xiRLjAdAGP3tvGcdcEj0qZRsivi0NNb6a4txZwqdzvubHVj1xSy2UtrdCOTBYqG46c1Z0i0ktUNxKAsjgCME8jPereq2ksVzHKWBR1wCO2Km1kWpLmsinCOeAR6A16P4HQDTZQchi+eR14rzlfvgfngV6P4Vvo10nyIgPtCu21M9c9z7VVP4gq/CaOqwW8EEt29qkjp82TkH6cdqg0q4ur21326RREHBZhuHXoBV59PkulLXcm/eBmNcqoH071JpcKW0cltGuBG5Az1x710Nyb8jmSil5mJr2n309i8tzcIRFyqIuBn/8AVWToN1GyyadNIVJO+Jt3Q+38/wA67DV4TJp7q2SoIL46lQea5G58Ppe7ZdMuo2TOCW4ZTWck1K6NItONmQeLbO5v7S3eO2YyqWVgv+elef6jZXNo6pcwtGWG4Z713fii4vdF8GySWt5KbmOVAZAfmGTyK4LxXbeI9M0LSb7VL26aa8aQvC0eBb4CFATj7zBs47fUGnKKeooStoXrC2jgsIWTOZSu4k1d1q3ijMEiIAxU5x3oorHoUviMojnrj/8AVXWeFLiQS/Ygf3MzDf68D1oopR+I1n8J6FEiooUAAUtsoGqzgf8APND+PNFFdLONdS+wDEAjivO5NSu7C/uFt5Sq72G08jjNFFTU0SNKSvc0tCvp9QNzNcMCwYAYGABivIPEl9Lofj/UL2yCCWGd9gZcj5l2nj6MaKKF8IfbMvwzbRz3bRvkqqjHPpXb2MaTfaA6gjJXHtRRWb3HIxCMFgOx4q3YsYZEkQ4ZTkH0INFFZs2R6tortPYw3MhzLMu52q9dxq1k5PUFSD/wIUUV0r4TkfxF/ogA9MVyPjMmOW0dDtYKeR160UUp/AOn8aMbTb67utWtoJriR4hltpPcCqHxRAOgwOVGRMB+FFFZw2ZpP4kec694ofXYLeKXSdNtmgRY4pLZJFKRrnCAFyoXnJwOTzWxow2wXEg++MKD7UUU5FdCW8Ja/l574/SkjGXTPfmiis2XHZHoHhueQ+GZADtKzFAV4IBIz/Ouis7OGCIbFO4gEsTkk+5ooreOyMJbssaYc3N2vbzD/IVevYkks5UYZVoySPpzRRVLYh7nLaZqtzcyGG42SqrZUuuSOKtWcpvIbnzgpUyMm0DjHSiiph0Ln1PE7/WP7E1zU7cabp97BJPu8u9g8wKyZ2kEEEdTkZwe4NLol9carrs19ev5txczrJKxAG5iTnjpj2ooqZbGkTvI3Y3FwTztViM+3SprobtBtnJO4uaKKh7CjujGjcmbHFd34MUfbJ3x8wiAoopQ+JG9T4Gd5EORUI+S/mC8AqrH69P6UUV1s4kLdDNnNnvG38q8qlkeKV/LdlwSMg4NFFZVuhtR6lnxEoXwBF1O6WMkn1ya8m1TX9T1Cwh0y7vJpra3leVBJIzEs2OuTzjbx6ZPrRRT+yhfaZ//2Q==", 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", 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", "info": {"video_id": "138705", "label": "pretending to put sewing thread into tea cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "138705", "label": "pretending to put sewing thread into tea cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "80f857ac38e27ab227272a8267b621be9e2743562ce8683c478cae60c23f8822"} +{"episode": 84540, "episode_seed": 2649509600, "split": "train", "timestamp": "2025-10-13T03:47:50.264220", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2649509600, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "93790", "label": "moving color pencils up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "93790", "label": "moving color pencils up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "00d91ba7e72d17cfc5fedb0cc2e23b29368e38800cb4af0bbe86228fcd5db6ec"} +{"episode": 84541, "episode_seed": 358332092, "split": "train", "timestamp": "2025-10-13T03:47:52.390304", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 358332092, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 higlighter next to dollar bill'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "122261", "label": "pretending to put higlighter next to dollar bill", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "122261", "label": "pretending to put higlighter next to dollar bill", "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": "bd47a1acc81f6e9e123214c83da1fb26c946bb6f7720a13ca0f5cd1b02b07fa6"} +{"episode": 84542, "episode_seed": 2493044201, "split": "train", "timestamp": "2025-10-13T03:47:53.436615", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2493044201, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hand soap so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155617", "label": "poking hand soap so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "155617", "label": "poking hand soap so that it falls over", "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": "c06a5545c78be87b20c7273fb19bc23f1a03e28c8b9912d6c36c1ff39f170e1f"} +{"episode": 84543, "episode_seed": 4283054397, "split": "train", "timestamp": "2025-10-13T03:47:54.440533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4283054397, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "208240", "label": "lifting coin up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "208240", "label": "lifting coin up completely without letting it drop 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": "37a26161813c3d630ebb62bcebbc82da03aab9c7b08ddb2d7ee3aab673477005"} +{"episode": 84544, "episode_seed": 3972004837, "split": "train", "timestamp": "2025-10-13T03:47:55.759961", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3972004837, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'big book falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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xRD3G8/0FRyRSz8XF3NIOm0NtX8hRz0obaj5akvI1m1GCNgrywwsT91Dk/pV3SrxbOZJ5J9gVtwGcDNc4lvbwDCoqj3rjdY1Ga+vJAXIhRiqIDxgd6Od1n6HbhKkcPCV9W7fqfRon02fQL27SKITzKWMjDLMdvXNZnheaURSRykDP3QPauF8IXlxb+B3tpnO2SVmjB7IcD+ea6KK5Nrb/AGkOUZIwSw7d656jSkonZU/gOdulzu+NvNMJ5qhpV9Je6XBPMAsrL8wHrmrbuFHqahnnLVENrbM5mVBl1bj6Bsfyap9Rng0qww75dn34/wCA4qjLrC6fIyou6Vx0x6//AKqzTBLeT/aL1ixJztPb0rtnWUbS8jljBu6JYn863VzxuGaiYYJI6VMW28AAD0qtJJsRmxnaCa4b3OxHKarL5t5K3bdt/KrHh3b5WoeYUWA+WJHbsMn9KzGfzFYnqTk1c0IO0GoKGwjoqEe5P/66md2tAg0pXfn+Ro+Ktaa88MaXZgktE80sme5ZuP0zXAq7Jzk5rrNRhLuV7AYrDuLP5SVHI7Vq0aqom9B7ac13YLcZOQK0vAvh9NR1ppLhN1vbASOOzNngf59Kq2F+EsBAa9E8F6Z/Z+jtK67Zbl95+g4ArNNmtSVom/Ii4JFQeUNo46+tWd3OKjkA5zzmg5ClIqqME5JqnJgAnHNXJeBVWTBznoKYFYkdRXHa2BNcz+7GuvfjJBrjbt/Mdn/vEmgGdQzNHpkjyNvd+FxXB6jqk9vdR2dngTyH7xGdi+uPWuovLxBosMayiUAY3jvivPoJprvVZNQKbIl/doD1assFHlpuTO7nau477f5nUW126SolxI8r+rdqoeILmWyvEdY8rKOG7ZHakglXzTI5yTzUusmO70thu+ZcMvsa1XxXZEk5ROeu9RuHVPKlxuHK967n4eWDS+bc3S70YYG72rhtKsHv79I8Y+bDZ7CvadLtI9PskijwvHQVU2tkYOKijQby48KiKo9hUEkgxjJNRsX3Z/rULM27k7faoM7CM/J9KrO2MknAFTPn1qnPJsRj1wKBnOMVuNRC5yHfiniePTtcltN5EMy8gHpkVntIxYzRZGx859DVG5v4/wC2Iru6TeDJkrnA6YH4ZxWdSHMmjanOyO015xDaQWw47/p0/WvJdU1i+1DUTDBLKqK+yKONiMnOM8dSa7jxDqr3tpvsmXzTENmT90k8/iAKwdGsrLTZxdb2mvFQ4ORhWPcCt8KlSormWpo+ecHy7X1/L/M6fT1ujYt9tl827KDzWzklgMcnueK51SsSH7Tdvgkk7n2/yrW03cjb2JweOtctq1nHY61K6xhlb95Er/MoJ659cHPFFNu71sZ1YcyXUvHVtLtf9Wyk/wDTNck/jWnZQ6vqsAnsNKcwnIEs0iopx+tchbwyXd0pVDJI79hyzGvZ9Js30zRrazzl0X5/948n8OaqVkYuDS1OWj8Ma9N/rbqwtR6KGkP9BUo8HMQTdazdP7RIqD+tdWzsq4IzjvURLEHJH0FTzE2OdHhHR41LPFLO3rNMzVw1tpNhDtkvJC8ucspbC5r1OQkK30rxsk5PPOa2oqUr2ZpCpSpazVzs4dWt7gpaxnB4AwOOK6HKtE6N0YYI+leVxyOjggkEdxXbaNqRvLcCRsyxjafceprDFUpK0kddLGRrtxatodfpWoMhWEnC5zxXQmZWXdng1wsUjI4I7GtoamI7YBm46Dmpe5xdDWaOJphMceZjAPtTHIVvm59+1Zo1BSFy3WrQlDxA560hDpJFGTmqF3OywSFMZ2nGelR3M208VUmuAYH57UIDmIJ90roeOK1dDk2fal9dv9a5dbkJfnnuRWrb3RgkcgZU4ya1S1JbsbFwzMxbFUpRwWqzHdJPCcEZxUEi/I1XYVytp0EZvWuMgLEN7AjgYr1nTbr7TpdtLsCFkB2+ntXk2mg/2hJEfuSRkH+f9K7fSdSKqkBOFBzWcmti2pP3mzqWcLz1JqCWXLYzULShhnPBqAjkHdgmswJJJMnrj61VZjk8jmnN8pyefeopGFMZXuXK20pUZIQ4/KuOkO6Hr0rqb0sbaTYcMVIBrkEclCp69DTEzmf7Vu4YRCTkA8ZFTWPn3Z8yST5B7cUk1r9oYKvU1tpp4t7FVXqRzXXNR5bIzpV6kVy9DLuBJBKPQ8gjoakjWW+iljTqq5pvzQsyN88R6qf6Vc0uRbS5LdY3HBrlasrnZSqc7sSeGo/KnaVh8wwM+teiW12HhAJ5FcVZhFeR14DNkVrW1wThc96hkz3Z0pkBxzzUbsO/WqccwdfcU5nJxTMhzvVeYBozmkeTn6VhWBm1TxXcaZJqtxaRkSGIRpu3MqFgvsODyfT3qox5nYTdjLlvl0/UPLlXNtNlZR6DsR9Ky9VtALnytwdRyGHQg8g1nS3U1y4aaRnJGRntmrEE25RGxzj7p9vStFGzRm3pYz5kkQ7GYkYq5pKMWcgHb3NPuofNXIHPbFbMdpNp2nxxA7ZQNzehJ7H1req04eZFGpOMrN6IrxXuyTBPArP1iUXkkYJwdp2n8almRZFeSNdrD76dh7j2qw+nh9FinI+cMST7f/Wrktys9GEuZaF/wbZRxXC38igleI1PY9zXfiVWwQe1cfZH7PbwqCMqoBxWvbXOAWJODxyaTepjLU1i/oagcgHjgd6i37Tx0rK1+7mttLeSGRo5A6gEelNK5mzSkfOeea8hlQqTkYr0HVglvoUOp6frOoTBrk22biJY1nITczxAc7VOFO71HuBw+pRlZIgoPIya68PFxuc1Z3sUa1dDujFfquRhwVOTWLcKwfAPykUtqkvngRgszcAD1rWdtmQoyteO56bHKCitzg4qK7mKgc8VVs2mFrGJnBkA5I6Ul+xMP1NefK19DthflVy7aXJIAz9K37WYGMDPSuJtZmXAz0rotNuc/Ke9SBcuwckismeQ+XIPY1r3JyM8Vi3YKRSEdxQBxN03l3zn/bzXTaVGLm1lJ5wB/WsvQ7DTdY8Yf2bq13PbQzvtSaOWKNYz1JYycYxngck4HetLRopbDVNX0+RbhBbzmIJcACRcFhhgMjPTOCR6V1RjszKTIoXNvfbCflNbEhXyGA64zWZqEO2XzAOnNT+fusvM9Bz+VJiRLp7xNIzow3Lwa0oJyjgjP1ridEvWXUMZJEoIP17V2EcgKKexrGVNxbbNo1ozUYrdHU2l6DCN56dKtGYcZNcxbz4IGeM1qw3G4Yz9KzRTRfaQY61XeTOMUxpBjlqiYkk4PApkjpWBjb6Vxs37ud8dNxrY1+7mttMd4ZGjfevzL1rE8SaDq+haNpeo3s9yJ74yGWIoQIMBCgY4+8wbOO31BrSMG1dESZU0pQ8wLDNal07BgB0oorVmaMa6/wBaajt2OHXPAG4fWiioZpD4kblvxEtW42IIoorJmq2NO3kbYDnmpwxbJJooqEJgx6muLuNRn0nxRNfW23zopG27xkfMpU8fRjRRW1PciWxzcg2uAOgGKdGTjr0oorVmZv6LEtxdQiQZH3vxFbF0dzSKeQBRRQJHOSnZKSO1XiTHbPEv3BwBRRWMzrw3U0EYkH2q3budw+tFFSyTQWVtnasvxCx/sqQHkCROtFFOG6IZk614kfXILeKXS9OtjAixxvbI6lEXOEALlQOcnA5PNYWqfej+lFFdsNzmqdDOIBzn0rX0OJArybRvzjPtRRWdTYuBvxk0tx80YzRRXKdCKQAA4rW04nI+tFFJiNrGV5qhfRqYW46UUUIDhhrraPf3sZ03Tr+KaQOY76DzArJnaQQQR1ORnB7g1qeHr+51XUNUv7yUy3NzIssr4xljkngdPpRRXYtkYyNXUFHldKooxGn3HshxRRUy3Eji7SeRbncrYK8jHau/spnks42OMkDpRRV1vgM6f8ZehfViK0LZjsHNFFcLO5lpWOfrTm6UUUIhmJ4kJGkvz/y0WuT1HxBqmo6dBpt3eTTW9u7yoJJGYlnxnOTzjbx6ZPrRRXRS2Ikf/9k=", 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", "info": {"video_id": "164072", "label": "big book falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "164072", "label": "big book falling like a rock", "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": "e7d6375567f18fb50cd04d7fcab51987206e23c002e77c674f0e5e68c2e6b358"} +{"episode": 84545, "episode_seed": 1419980219, "split": "train", "timestamp": "2025-10-13T03:47:56.946977", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1419980219, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning sewing machine wheel so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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CKQhQxkfn0GB/M1lWm42sa01qn2PBdVcSanMw46ZB656VJp+h6jqflPbWVxLBJcLb+bHGWUO3Rc+uOa9U1+bSdT2td6da3DDnzGTDf99DBq1oWs6FoC+RbC5t0iUkxRylkZj1yD7+9KnUg372htSoxvaT0Oq1PQtN0DTodVuzBYabZ28cSRWSgTyPtH7vIHJ3ZOST614X4k8S6hrWu3l5FEkVzOfMlkRNoPAHHtj869C8feLrW/8AAIigkYeZqABRvvJtX7345/SvGdTuvMnVYmOxECrg9q6akk9noRjKrlNQ6LY7b4ffES+0DVfsl8i3dldkJPDKo+cdh7H0Pr19R7Iwi0+9t7zTZibS4UT2sncD+6fcHgivmKzSW8uobMuFeV1WN5GwEYnA57CvddP1a5j0V7K92m4tpIbkFWyNsqlJMe29A3/AjWalrqRhmozTex3HinwpZ/EPRBd23l2+t264WTsx/uN6qex7V5Ro/iaXRvtHhjxXp73mkq5jns5f9bat/fjPb144PavS9I1aSymiuoDkYwy54YelXfHfgWx8eaSmq6ayxatGmYZgP9YB/wAs3/l7U2rFYmj7OWmzPK73R9Z8CXEXibwfqj3mi3DDE8R3EDP3Jl6HHqeR7VzWi6qyeP7W+uHH726PmHtlzz+pqTTtZ1jw1cX2nqXtzKDDeWUoyp7bgPUdjWDPGMiRHG7zCRtPK4xipqr920ZUk0zsfGYitPEF/DFxFvLpj0PP881wt3NkdeK6i8aTXba2uA374DZIa0NG8KW1vqNrqKa5CssR3JHcQHAcdDwTnH07VxUmr+9odi1aRx9tot9qGiz6pbxvLBbvtkKrnaPWus+HPiZ7bVIdPuZCIpWC5z0r1LTdW05WNlbG0YwK88sUSqqS4GXYAcZJzXhGj3kMHiOG5CI0LTdv4Du6EfqK669KCScHc0qKFNxSe59STS+VaQJD822QpAB1JYdPxrD1bVp9W8EafdIuVWXybof3JEOPw5BH41i6pr9vDpU8EsoCW9zbTKxOMBiO9cj4T8WNHqcehOHltNSuLgXMg+ZIxI2IW9j5gXn3Nc9J+8ZztFXPTdJbT/Emjv4b1uJZreRf3Jbqp9AexHUH8K8s1W38RfCnxOEWYz2VwuyIyjdDdRD/AJZuOm4A4/UV0WkXxk3DJWRG9cEEV6CkOm+PvDc2jazGJJVXk9GB7SKexH+etdj7ixVFL95DZ7njV34ctfEFufEngJ5LW+tj5lzpSyYkt2/vRHuv6fTpXP8AifxtrHizTNPg1ja09izx79mxnJxyw6ZGMcYqzr2i638N/FKIt1JFKh3Wd8nAlX0btnsQetZ2v6pJ4m1KO+a1hguZBiSOHhWcDkge9Ppc4kra9Ds9afVdN+xx3seY1JSKRDkOx7fXjpVKePWr7CQafdPJj+KMqB+JrsviTYyReGYNShlMcljdI/QHIb5D178iuvit0Gmx3CZdBAHUnuAuaxdCNxLES5UeISxaollDqDCUeepd4lBDJH0B/Pr6ZFY+vrc3OlWkUDNOJHluV8v5sKABkj8DXQS3Gpwao4tNRwrMTt2gj5sHAPX0H4VzfiO6uNIhtYojGN0U0e4LgLlsnGPr+tNOlzWhueriVQdJKLONKGe4bJ4HJNauhyf2f4k0yeDnMwRlfnqdp/Q1lwH9+V4G/pW94YsJdR8WWMMahvIfz37gBPm/pj8ab7nlLc9dm0+WY6kACpWxgv0AHBKSNCfzUj/vmrWlakLi3UMw3AgVPoqPe+JNXO8Olho8EBU8rukmZ8H8MfnXOFm0vXXjCbIn+ZR29/yNKnK1kdVOo4NvoeueFdb4XTLlsqRiFm/9BP8AT8q87+KfwyltpJvEGgRZVstc26j9QK1bWXeisDz2Ir0XQdXXUrb7PcEG4Rfmz/Gvr/jWrVtUc9T4ro+avBGkXGrrffY5UjMZTckueCc+n0rU0zRJ9du7u1W9iiNrI0bkAsx2ttJA7DPrXrl34U0vw5rd3qNpsgTUQrSREgKrJnJH13VyXh+CCD4n+I7aNYwlxHHMu05yxUEnj1yT61nKEW+Yj20ldHGa74Vj0qa2jGoyNJKmT5gH8JAyB9DyPasS6tGtEv4mkR5I7YKkkT5STe6gjBGcjpXf/E0WYeG0ljVrjKsue0ZBz+bY/KuEv7aJfD9x5SgTNCxBJzhQQcDP0rOVSnGShbU9KnVpvD8rj71tzlPFOnLpusi3jlSWIxo6SCMISG+b5h/eGcHPpVAgC3dQBtI/lUTwXLxJOwkdX3MrE5yR97+lCSeaRGCVDcMQM4Hc1ojz5NNto9V8O63YL4I0K2hvLZL2C8gDRAgPn7SDkjqflPX0FdN4jhj0DxndxQH/AEaciVB/d3DJH4HNc7deEdLttc8H2Vtaqt/JcReY8bf6yOMbnY445wDn3rs/iZZt9vneMb/LwylhlhwCeep4NQpcv3m0JOMr9iXStTls7qO8tmxIhxg9GHcH2Ndr4j8P6Z8RPCwRgA5GY3/ijf0ryrQr4TwKC2SBXdeGtZbSbr5yTaycSD0/2hW9r6oVeSnqfPeuaLqPhzWjpupq8VxE37qUcBhng5r07xboFppOjx6jA7RSebHCQzfIdxxk+nrXqvjfwTp3jjRvKkCLcqN1vcqOQev4g1z3jayR/A2tQugLR2xYZ6BlIwfzFKyktTmlUkmjkLXwEuoW0M0mpSvBKgYCOMKSD7nNc6+iaYk0tj/aQhuYpZN0jrlsg8ZGfmGPToRXsXhSP7X4W0uUjDGBFPGORx3+leN6hLFe60xaJVdHCY77l4Jz6kioc4UVdq534DEKMpOav0Mae1hurayhkdbZvOneV0beu9QoVsHoORn2rg1G+7djyfvfia7TxrFG1paeQqqROw2L15wMn8QK4y4t59Pu3iuI2SWNikiHqpHalGSlFSRliXFzfKrFxOb2xBJ4nUA+nIr3SPT7G81k2qyf6zRbtl9d0csZTP0JNeWfDvQ28QeJEmmjY2VkDJIewYg7f15/CvU/BcEd34r8SXoZjFplglmrg8eY7bnx9MYpSTTuZRelitouokKbeTO9DjH44rufDutHTLoRyN/okp+cf3T/AHv8a881mC40/WlutpMbtsLgfxDnn6jmuisJxPCrA571rB88dTonU5o8rNj4n/DlPFFp/aulBU1SJdwK/wDLUelfP9lpN/eX8lkllKLyM7ZY9vINfUfhjWMBNPuG9oWP/oP+FR67omnwasNRit0S5uV2yuBjdt6H680pJ/CzkUnDVHgum6NfSNLp1lAPtEblZRI4XawxkH6ZFSar4W1DTYbdrm/iaSTcojRTxjnjPXqeldrYWlvafF7UokRVF5ZJMORy5xkj67f50z4lRWqWkUU3E67WhAODglg/6AfpWahCCbkjooVl7WPPsedtbXOnXMglcpNFaSyq0Th0cFSME9u/6VyevadJo1xYlXhcTwLcRyxZ+YEkYIPQgqR+FdebKJ9KmOXeVo5Ej3sTgbTn/Jrz24mvLtVmuJJJQPlVnJOMdgfx6VMJQmvc2NsXKne8Eauoa7qOqRyR3E/7t1QFFHHyDC/lXa+HtXso/hncYnto9QjdmZQQsjYkRkJ7npxXmYm+XCglzxjFei6j4Q0q38KaEY4c6nePDGkqMcSF3yTjuNtNpJI5VKTbbO68Twrofi55ImH2e8RZxt6At94fnk/jWjpmpSW1zHd2z7ZYjx6H1B9jT/iRYfvSIV8zyokKFvvD5eme/Fc3oN950KqWyRWkJXujohUtDkZ63rOj6Z8RPCphmUBiPlJ5aJ/SvmHxJoGoeGNXbTdTV0ZCTDMOjDtzXvnh3V30m8D5Jgk4lQenqPcV1Hi7whpfjnQjbzhd7Lut7lRyh7H6VXwnJflehj+LNEfUvDt9przCFnddjkbuFw2cdeTxwc4qla+MfD1j4eFtd3jrPbWqrJEwJd+Np2/3ufyH0q7e3Nxf2MzrKrKMKskhVfOALdie2R064rwjxTNI2vmOQKGUtI4CAHI+Uf596dR8sbmVOKbsLY39ul4GuJhHGiGQjI3YHYZ6nnpVLxNc2N1DZrbXJnngcu0BTAweThhUNvEs7TTOg3KmABwKxtTc287vGxDose0jrnFefRS57nbUb5TNlK3N+wWHyWeT5I05CZP3f6V6X4A1PRvCmi63c6txcbxEUCfvGwPur6c461wMlxb38kM0PlwXYIDI52jd2Kt/Q9PWtvRtKfWb+S61KdZkjnBliXO1nPcnv0NejCVnpqcc1db2PZPAVlPD8Pr3Wbs7b/WbsXLL38sHCL+AGfoRV+zl8MaxqV1puptapc2w87fM5Ty1ON5zkAk8YHbGanj1S2OjWsEgC75IwzdAMDH4dMV5Np9zBeePdQa7hjlt7icxOrc4jw2cenHcc+lc/JK6maTqxhHU723kS11qSwhSaa2KPLBMvIMefkY+xB6+uK2I757SaKeCTbIjcEevpWLq2myaEjvpvmW8kGlBnjwMBm/gHoBuAH4VHcPffZLa5uhEJk8qO4ERXG4r2A9QM56V1xaskEoWXM5ddv69D0DVNTg1aHT5Nj7CHMwQZMZG3gn0OR9a4DxH4iuPDuqyanZW0UkoBWTemd6nnaSPcDpz61s2+pWljYTNfagtlbSMiMzhtrHOQCwHHT2Fec+PbndqDgKmx2LqyfdI65BHXLYNKXuxMt5Gb428Wv4m1GPUUszbeVbrF5LMCQ2SSc9xmsyfxDcQ27p9ht2TYI1SX5sKeDzgHOec1QhhaS4jGc8gZPPSmavMgLKOSZF/IDNeXfmqHba0TOvo7n+yoZFvt9ojukduXOYicbgB05z+NT+Fr2107WLG9vog1nbzFpsDl1K8r+OMD61kQ3kkPmD5Xjl+/G3Kt/8AX9609HjsrvU7KD7OT5kgVw7kqDnsPpjrXdF2asc0ldO56p8Jre4vvEa69cyTG2tENrpiXDZaOMk7QT9Dtz9a6rxf4jstE1Zrq4ia5t5LxVWPHJ4HHPbPBHpxWJ4Mv/sIBQDCkMAenHt+Ncz8Q9ettU1TTjBMv7uR5nC84bJIz+QqZ03K/kCqKMbnaeJtT0K6b7R4dMbXNrxcjyvJ3l+YwFwOBjHsCKu72jbbJEYH2j92zZIOBnnv3571Vs7EX/gVbqaBXuZTDbxOPvhxy54BJySvJz09BVWC1vY73ULa5vh9mmvFhgWdiMMqkZJx3AOMenbNa05rlT/r+tAtFw9pJ202Z6F4L8QA40y4fgk+QxP/AI7/AIflUuo3sYl1FfKAViNjP/GOOMHtuPpivONHuWe2Rix3A53A4PXg10viHWZdLDfa9PklFyHTJuwpiHUKcc9uua0UUncym+hzU3xF1Hw2zWMKW01sFKQAYBiY5K49QOuCPxrziG/u4tR82NUlkZWkLEk4Y8547gnOKk169j1HVfPt1YRDcw39QTxjP4GorRBFDPIx4C4rzsTLWx1UUkitq2v3V3DHaXKwC2XbKXWP51PPIbr15rntQtJbbUVMsvmLIQ4cnduB789frVjV51Z5QvAxGmfzNZ8V+4iS3nVZ7dTkI/VfXaeoralZRsRPc7jRPFH/AAio1Sz0uJL6/u5lS1dcgAAEbiB169K9k8HaKnh34avazEvfXMguLmUHIaR8Hr6bePqDXivhCG1YXdxHbqhjkQIeS2Du7n6CvXj4ijsNCt/tLAQiRF/LP9K3nzTSRlDli2xNP8c2lh4nvdIvbad7dIA8ksA3EYH3cdupyfbFVre9W+8QpPpcMS2V3HJc+RINjRKVOFx2YHnHTmvPdJ1X7R4+n1GKRnEl15gJ4DKuW/8Aia9T8SaQ53eUpaez0075I85MrHILEcZJfv1wailaEuT+t7FKSqSad0l1HSzmIKCSj8Edj7Ef41s3+spqlnYpcsFkDNFIwXJzgEMBjHQH8a4qaL7Fptvay35lu7SKDhwQzo2cdzjAHT6VvWeo2tjpl3dXV3FaQbBG80gJ2hgRwQDg+9bp8yUiJuN5Ri72djM1/VoPDusLq9rYwyypHt54BjxgD5eO3De54riPHPjS38VNp91a2c0AtoGEyPjIct0BHUdOfetP4gXSM5eCVJLaYgiWGQkNxyT+AH6151teR1DEsTgHPOSa5cS+hrQj1NWPxFHb2i79O81EiB2u+NxPDcj36cVzko1E6azWpP2CKbztg25icjn3PFaWrlI0kXIJ2ogH/Aq51b14pJhtV4ZTh426HHQ+xHY1jh0rXNau9i94deK21awuJgoWO6jlaTP3UVucj/PSvTfAwXxF8QkvbWSf/hH9JmeSwS4AGx35A47A5x6DFeWWUVlPPBGPP/fShHjLAADIxz36/pXsfg2SPS5GhiRRGjfd4xwfT8DXVryWRhpzHV+NNbs9KvLm9uhI9qJIxtUZYcDKqD36j8azfEFz4amto7rQHtftkSie4igXYqREbQMcZIb8etcr8Ttat9TS2iikQNJds8q5yRjAGfbn9DW/olpBqPgm61O6t08yK2EYnACkOWyCT3ATjnp+NRGPJP3uv/DlOpdqK7GjbTEwQPLC9vI8SsY5DzkgE/Xr/Kus8HeIBFL/AGdcP+6dv3LE/db+79D/AD+tcFFDqcOqXlpNcA2ipBbqszAESYGOcYAy23NGnTMPOjkbLpIyZHscZrp0krBOKhKylcu+NdOSJ45YII4kRHhd95PyjBXOep6Yz3rxqK5a9mlnkVgwxH83fHX+ld/448RPb6VuCJm4yqDeWZ8dG/AdSfauEsllksYXkJLMGkP4n/61c2IlpYmitS15wisJSP4zj8K5i/3yLNPu6SAdfQD/ABrqprYxWHmMpKxrvbHpnFVNN0221jVI7N7a6SNwXYqcKMDPzcdeK5KUoxu2dMk2rI40Zzx1r0Tw1D9g0lnunWJ7iRXVWOCFAIBPpnNa+n+DdJiCu1nu2scl2Jz0/wAa6gaLpUEX7jTLVSMHJiBI/OuqnXjujGdJvQx/Edx5nhmLZLyksb/IegbK9fxz+NYvh7TIIfEtjBDIWZ0DO5PdmAH04BrQ8Y6XJe2zLDcOiwqxSJANp7/zxVfwnfael5azrA6MVaSWQdCQpOM9jk0Vuaphaqgtf89BKC9pC+1/y1PTbi9lvm1udvKcF4U3sOUXC4Qd/mIJ/AVwniLUmj8Q6syqfKhvIbYkA4Ajjx+HOa6HwXewaut1Dc34tI454Cu6PcrszjGexOF2juO3euVso5rnx/4g0mbUZIomlvJYysYbc4Bx1HGQDz6D3rCjV/ec6+FaW/rysPF0edpbWa/A6CJre/0y6tr6J2DKu0eZsO7nA6fWvM9aDf20Egnc28MRG1myTjjn8+tTaf4ink0OcXbmSV1UpnhSxZiWbHv+ZrIsY3kmubiVzI8rBdx6nua6q0/dJhH3i1bFg+QOVXP51n3MUhk82RCYxuyQM4JBFdDawARSSbcruA/D/IoGh3N3Owtr5oEdyU4PyqBnsetefGaUrnU43Vjh1sbmWQiK3lYdsIeldN4Z0S9guReS2F5I0fMSJCSM+pPtXoK2ASVELE4hAPqflHWtO2bYjLno3NbU8TfWxnKjpuYelSvZ2089zBLAqcnzcKAO5/8Are9cYhspreUIA91JL5aHGfl38kehx+hrv7+KG7s/KdBIrEgg9D7Vw9s76bqV5Y2kMbByGQN2yP55BrrpTc5NLdowqU0o2PWNDldf7EtIJfLaPM5Y/djLKfmI+jDHuRWP4ku5WGjwxbj5lzc3jZwCBGmAT6Y5qpo2qi68c2URh3WkQAmQNtG2NMknscY6Go/Hl7Csnh+80V7iBBZoESWQlwXkLcnqeB1z6V5dByiop/Ys35tpr82zpxlP2sJRS0enyK2jXssVnGsysjA4Kng8HB4+vFdl4yu7Weyd5rZRtw4zxl1BGCPTp3rgvEl7t0u51fT9b1CaO61AW8guYlRLl0Xc0kX8W1TgHP8AeHfIGV4t14yW/wBiMe28dgzqGJWMY4x6nFeuql43ZyThroZcEZxJN5m/z5WbjoPp+dWmWQ2W0D75p9paCG0iiIzsQDPua1JbVTbeSQQWj+Rx/C3XNeXVmnI64LQ4690+48mRPs8ryyOGXahPGAOo/Gqtv4b1e5I8uwm5OBla9H0Lw20eqJdPfSusQKeUehJU8n1ro7e1EcJcAkgnn24rRYhX5UDpdTldI0XUdL0tYV0q5LOwaV3KruPoOeBir3iq+htvD0NvcERylkcITuYkN83TjAHH511k8iiEljxxXOeJtPt7+3n8yFCwU4YrkqSO1dLrN/Ix9kkZnh6KC48R2SwwbLeJQrnbjLFstgnrwDXpMVybuHVpxNJuuHjESLgmUgKPrtXjOO7V5j4Z1m6jSG7k8sxW0Tkgj5g20jr9c8V2PgHUIvKuZdRshdQz3ltbxfOQ3mFi/HbjGawxinDEN/zpJfj+r/A1wyXsbLe/+X+Rk68b6717W7i0jeaO3u47f5OTshjwePQda2dPUXWnXlvdvMsTpsbyyMZGeeeDyMd+tc9o97DL8R9ctf7WnsrK7nnUTRyxIqB2wdzScdB07nArItdVuNMi1PStQu73ZZFoILa5K+agDthTgkKe5IOBng9K6cPLlgqa2jojkVHl5n1buzM8SJJFqVrbW07GGPKnzCCV74/KqNuxMynHfdVaN5rvVJ7q4fcQuBg8DPHH4d61rW3H71gM7Vx/n865sRNNnVSVkYt7vknDuP3Yfcx7DFYLx5mZYwWGeMc5run0y8uLhlsJ4xHIyiPzBjk+vH1rqLTSvJis0k8tpPJG91UDccHJqFXjBWLlTcmeceHNPJv0uLhJPKiYOFWNmLkdBwK9H0adjJPKYpkwC3zxlQeeuT7Ek1uWJMKMinGD2NVr9Y7i3ljclwzEEA4yD2rpVe8bWMXS1uefXP2GWXUZ2ZXmEjrB82QSTkY9xuBr1Dw+8kGi6RYwMd812kgTsSMhc+3y5PsK8yjSLRtamt4rZZkdQ8aueh6Hk9DkLXW2mpmXWdFsEjcblit5lTG47j8w5+p/Ws8ZJpU61tEn99rfkzTDpKU29/03/wAje8WXcr28casJXu9ZRCyr94Rgsce2SPyrmtH1KRoZZJAynzGzx1PXH6j860/iTdWyaXo99ol3clVuLmRmkIDKS+zAPUjsOvA61i+MLTW9DsbLUbi5mD38TpNCYQBb7RHtG7HDMDkgdgB2OLw85RvF63bfpd3t91jCVG1VyemiX3HJeJJJG1GYs7MBK0SqeiqD0A7VrJGqoFAwAiiiioxHQuiackar5eBwUwffiuk0ZQC2Bj5//ZDRRXmS+A60XoY1NqSep3H9Fpbhm+ynBxgLRRXZT2IluZ+oKHt7jPZAfxxXm8d9PYG6tYCBGZHj5GTjNFFd+G+36HNU3j6ne+D3Ih06LA2za3Hv9wiEqPpk1xQ1e60vXNZ1O3Km5ill2+YNw+ZnU8fQmiiuDC/wv+3jpr/w16mLYn/QZl7eUn9a1dKRVtbYAdcsfr1oorpxWyMafxM3Io1GnggdSR+lbWnRIIg2Odr/APoJoory5dTpRtzIBNNj+7j+VR2/zqxPUycmiitaG3yFMoP8i8dpa4TxQDb6zHJCxR3DAkH6H+poor0MN/Fic1X4WavhHcdL1q9LsZ49Ofa+f77hG/QmpvFh363pefupZWqKo6ABWOPzoorkj8Vb1R0P/d3/AF0Oc1/xXJr6RwzaTptsbZ0iiktUkUrGucIAXKgcknA5PNXvEWlw2fidrYPLKvnA7pWBY5weuKKK757HJ1NVUG5hj+MD8K0ZY1F0i44x/QUUV5Et0daOk02NVJwO7f8AoFSSjbbLjjBP/stFFKl8RT2C6ANu+R0Cf0rPmAkZ425Voxmiiu7uYs8zlizrt3bK7pELkjCnHBI4/WvR/DWIE8LLGoHm3txO59XXaoP4Amiitcb/ABaH9dAwX8Q4gap/Yr6+DYWN/G86sUvofMG4EkHgg9ScjOD3BrMivrjV7q/vr5/NubpfNlcjGWJOeOgHt7CiitqezMJdQ0qNTAScktJya6G2QLBIwHO7/GiivMxHxM6aexr6PChMJI5Ei/yrdCBTCQOkA/8AQTRRXO/jNlsEHKysTk7lFU5vleYDpvB/Wiiu6PQxZxPi0fZ9ShuIiVkJYZH0z/MVb8Bzy3Wu/bJZGM8MVxMjf7SRkrRRWmL/ANx+ZlD+IyTxYSNP8LwZOxbIMOectNyf0rm9a8SatqFvJpd3ezTWtrO8sYkkZiWcrnOTyBt49Mn1ooreH8R/L8jTE/xWf//Z", 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", "info": {"video_id": "2621", "label": "spinning sewing machine wheel so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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+bHGWUO3Rc+uOa9U1+bSdT2td6da3DDnzGTDf99DBq1oWs6FoC+RbC5t0iUkxRylkZj1yD7+9KnUg372htSoxvaT0Oq1PQtN0DTodVuzBYabZ28cSRWSgTyPtH7vIHJ3ZOST614X4k8S6hrWu3l5FEkVzOfMlkRNoPAHHtj869C8feLrW/wDAIigkYeZqABRvvJtX7345/SvGdTuvMnVYmOxECrg9q6akk9noRjKrlNQ6LY7b4ffES+0DVfsl8i3dldkJPDKo+cdh7H0Pr19R7Iwi0+9t7zTZibS4UT2sncD+6fcHgivmKzSW8uobMuFeV1WN5GwEYnA57CvddP1a5j0V7K92m4tpIbkFWyNsqlJMe29A3/AjWalrqRhmozTex3HinwpZ/EPRBd23l2+t264WTsx/uN6qex7V5Ro/iaXRvtHhjxXp73mkq5jns5f9bat/fjPb144PavS9I1aSymiuoDkYwy54YelXfHfgWx8eaSmq6ayxatGmYZgP9YB/yzf+XtTasViaPs5abM8rvdH1nwJcReJvB+qPeaLcMMTxHcQM/cmXocep5HtW58L9HtvGMfiuDUtx8y4t59yHBD5kJx7HJH0NcFp2s6x4auL7T1L25lBhvLKUZU9twHqOxrv/AIJXqWV7q48xMTPGCM9AN3+NE3yxuY0+aLuvkcP8T43TXrtZIVhkW5BaNRgLle3tXA17f4s8M6T4u1S/1CG9ntJZZycn94hxxnB5HTsa5TRPAq2+vJLe3On39nDlmhcsgk9AeOnPrWMZxk9zdUm5aaXKXg/wPaa/oF/q1/cXCCKVYIIoAMsxGcsT24xx3+ldn4702C2+Hmm6NLBDpk0N4txDBnkxFCC5H1yOeciu98J29h4WtIbOwtEghmmDuDKJSSW6Bu+M4FeDePNcutd17VZbu5eRkkYLg8BAxCoPQAc8d662lGKS6m2IapUlTUd+u5r2vxAsXGmaVqDk6dZSHaIosEBj8xzXpk+l21tb2+o6bdC80u4P7uUdVP8AdYdjXzKWhkb5wUY/xL0/KvXfhNr8n2e40S8kzayuluxJyFL8RSf8BcBfo49BWXN3OGlaEk0ewfYtM8caE2i6ygaZBmCcffU46qfUd/UV5PcXPiP4a+IZtOv1W8s7kYaGb5oL2IcZGejAceo9xXY6TfM2WVjHNE2OOCrA12d7pulfELw4+namgE8fIdeHifs6/wCH4UNW1OvFUVH34bM8cu/C8WoQf8JT8PLmeOW2+efTt+J7U/7B7r7dD+lcz4m8Xar4ti05tX2m4tVaEsI9hb5sksPXtxjpV3VdP1/4c+KVj+0Pb3SHNteJ9y4T0I6c9waz9d1GTxHqwvvs0MFxMuWii4XeBg4z6nmqRxpW16HTa3pN5osVvLPcQMs8whXBIwSCcnPGMCrcfgJprY3Fxqkmx4t2IEwAMZByfwro/iHBbXPga9w0TywNFKg3DKneBn8iR+Nb6NE3hSO+O0R/ZVdjjgDA3f1rFU4p7CVacktTxF9NaOylu47mKZUXPlFsM+R/Cfz4Pp3qpqemLcWmoSJOM2NnCY0lQOHBUBhu/vDfkfjjkVp+RYz6zO8MW2FpHKgE/cycD8sVy3iaGaTW44rUHEsamNEOOgwB9eKzjVpzk1BWPTxNWlOF4xt/TMC3UZJPXOK6XwVf2mn+N7O6vpIYodkis8o+UEoyg+xzjmuYG6A4ZSAwyOOtd38OdCstbuNRuNRhSeKODYI5ONoJ4cf98kcdK0ex5y3PQ7SK31vw14qmguI5Ws9Qjnt2Q7gcxRhwD78/iKi0nURPCqMfmHy1c+GWlQw/DnXLq1DpDc37PbZOQYwdgzng9DzXMiRtN114yAiP8ygcDH/66ISs+U6KVRxu+57H4P10YXSbpgUIxAzf+gf4flXmnxY+Gs2mXEviDQ4S1s+WuYVHT3xWvaS7gjqxBHII6ivTtA1aPWbBre5CtOi4lUjhx64/nWrVtUYVPiuj5K0fT7rVZPJsY5Juc7B/Ca6rTdGvpGl06ygH2iNysokcLtYYyD9MivXl8Caf4Y8QX19YgLBqAVli/wCebLncB7HcK5qwtLe0+L2pRIiqLyySYcjlzjJH12/zrKVNSdxe3a0RxWq+FtQ02G3a5v4mkk3KI0U8Y54z16npWa1tc6dcyCVyk0VpLKrROHRwVIwT27/pXonxKitUtIopuJ12tCAcHBLB/wBAP0rz42UT6VMcu8rRyJHvYnA2nP8Ak1Ep0oNRa1PQo1KcqFpL3tTkNe06TRrixKvC4ngW4jliz8wJIwQehBUj8KdqGu6jqkckdxP+7dUBRRx8gwv5VlXE15dqs1xJJKB8qs5JxjsD+PSmib5cKCXPGMVdl1OGU9Wo7Hpnh7V7KP4Z3GJ7aPUI3ZmUELI2JEZCe56cV2fieFdD8XPJEw+z3iLONvQFvvD88n8a4XUfCGlW/hTQjHDnU7x4Y0lRjiQu+Scdxtr074kWH70iFfM8qJChb7w+XpnvxUJ8v3mkJNSTGaZqUltcx3ds+2WI8eh9QfY13Ws6PpnxE8KmGZQGI+Unlon9K8k0G+86FVLZIrufDurvpN4HyTBJxKg9PUe4rotfVBXkp6ngniLQNQ8MaydN1NXRkb9zMOjDPBzXpPi3QLTSdHj1GB2ik82OEhm+Q7jjJ9PWvWvFvhHS/HGh+ROF3ld9vcqOUPY/SuZ8bWSP4G1qF0BaO2ZhnoGUjB/MUrKS1OWVSSaOQtfAS6hbQzSalK8EqBgI4wpIPuc1zr6JpiTS2P8AaQhuYpZN0jrlsg8ZGfmGPToRXsXhSP7X4W0uUjDGBFPGORx3+leN6hLFe60xaJVdHCY77l4Jz6kioc4UVdq534DEKMpOav0Mae1hurayhkdbZvOneV0beu9QoVsHoORn2rg1G+7djyfvfia7TxrFG1paeQqqROw2L15wMn8QK4y4t59Pu3iuI2SWNikiHqpHalGSlFSRliXFzfKrFxOb2xBJ4nUA+nIr3SPT7G81k2qyf6zRbtl9d0csZTP0JNeWfDvQ28QeJEmmjY2VkDJIewYg7f15/CvU/BcEd34r8SXoZjFplglmrg8eY7bnx9MYpSTTuZRelitouokKbeTO9DjH44rufDutHTLoRyN/okp+cf3T/e/xrzzWYLjT9aW62kxu2wuB/EOefqOa6KwnE8KsDnvWsHzx1OidTmjys2Pif8OU8UWn9q6UFTVIl3Ar/wAtR6V5J4HtdWhutTNtbFLy22LNCx2kk7sY/KvfvDGsYCafcN7Qsf8A0H/CnavotlBqp1CCBUuLkATFRjft6E+/Jocb+6zj5nBXR4VbXt86SRw2877CVkCRltrdwcdDUYsdalu44JbSe2hnDP5jLztQZPHXuOK7XwZZGz8YeJtJedpBby+ZED/dc7zn3+YCl+IiyW8NosM5gkTMoYdTyF4+nWslThH3pbHVh6ylVUZ7bnAWrXialBBcStHLEwkXcxAdF+bKnvwK8/1RbhS00yui3JMqbhjcCeo9ec16Kh1C5SCW6uUm8gOsR8sAjKEYHpXmuoX81+sQl2gQxhFVQeAOv404OGvs9jbHKldODIobVGX94WDEcY7HtmvSPArz3vgfUbdAN1skxjYDldq+aPyYV54r/wCjiXIwK9K8LxTaH8NdRvZCI2uLWeRM9T5i+Uo/Hj86U1occNzq7uQ6Xru/JEN7FHdLnt5ihiPwJNdFpupyWl0l1bt86HBHZh3BrK8W6S9rpVpCI981pawrv5DZEa5H5VT0K/8APgUE84/OtIS5ro6Y1LQ5Geoa9oWl/EDw15MyjkZRv4onr5j8S+HtR8L6wdN1RWUqcwzjow7c19A6Dqr6ZdZJJgfiRR/Me4rovFXhXS/G2hNa3QU7l3QXCjJQ9iPaqfu+hybPQ46/kiOhO0kDb5AHeORTjGOAB1xzniuHufiReWelX+g3Gnq4+zNBBOny+XkYAYdCMdxz0rqfEmq2l3aXqW+oRXl5C6iaPawkjwMZ2kDHGenrXiV45mndlyNx6ZP4foBSxErRIpRTZJaalPZSTiOBWZFADlsgc8+oPHFQ3WpXGpavb+S0OnXMJ8qG4iJU89mI9j1AqWNFi05yx4dsAe1c5qU3mTuV4BkZgfpxXDQs5XsdVTYhIeC/CyFJWjfnJ3Kea6q01B20XTtF0kzx6y0k8E8qHCfZ5CAUb8RnPauZF5Hcyhr2Mu+OZUO1jxxnse3PWu08JxQR2sN1HEqO8rqSCcnGOp/Gu2N3dI5ZW0bPcLK2g0j4e2elQuR9nKIuO7Zy2frw1c7pHjLwlPb6pFrVuFW1nwWMG/zs8BVYD5QDj0JPNTXviiCz0VI7l0UHdKpb12nH6kV578N2lu9XktI2Dm7Zh8wGN7MAG59gfp25rFxcffZcqiVkl1Ox0rz4p722aJZYrfaPPR8gEn9Rjv8AX1ratNUk0++gubdxvQ9D0YdwayvEmlSrd6g+js1kpu4oIyhOxcck4A7YHTPoagvJWXUIpmnR2lllSVQ3zB1IDbvQ5J/CuxNfCKcYxSfNq+h6Rr+o22pWmmTq4WKcuh4y0bYBPH4Ec+orh9f1aDw7rC6va2MMsqR7eeAY8YA+Xjtw3ueK0LDUbew069uLu8jtLfaEeWQEhNwIOMA4PA5ri/iBdIzl4JUktpiCJYZCQ3HJP4AfrSatGxlvIzPHPjS38VNp91a2c0AtoGEyPjIct0BHUdOfesKPxFHb2i79O81EiB2u+NxPDcj36cVlbXkdQxLE4BzzkmpNXKRpIuQTtRAP+BV5cmpVDuS5Y6GbKNROms1qT9gim87YNuYnI59zxTfDrxW2rWFxMFCx3UcrSZ+6itzkf56VRW9eKSYbVeGU4eNuhx0PsR2NWLKKynngjHn/AL6UI8ZYAAZGOe/X9K7YvVHMz1PwMF8RfEJL21kn/wCEf0mZ5LBLgAbHfkDjsDnHoMV3fjTW7PSry5vboSPaiSMbVGWHAyqg9+o/GuU8GyR6XI0MSKI0b7vGOD6fgazvidrVvqaW0UUiBpLtnlXOSMYAz7c/oaVSEpN39RwkopHVeILnw1NbR3WgPa/bIlE9xFAuxUiI2gY4yQ349amtpiYIHlhe3keJWMch5yQCfr1/lWdolpBqPgm61O6t08yK2EYnACkOWyCT3ATjnp+NEUOpw6peWk1wDaKkFuqzMARJgY5xgDLbc1tTkrXCKU4c97adf6/q53vg7xAIpf7NuH/dO37lifut/d+h/n9atajexiXUVMQCsQEZ/wCMccYPbcfTFec6bMwaWORsvHKyZHscZro/EGsS6WD9r0+SUXIZMm7CmIdQpxz265rRRSdzGb0SObm+Iuo+G2axhS2mtgpSADAMTHJXHqB1wR+NecQ393FqPmxqksjK0hYknDHnPHcE5xUmvXseo6r59urCIbmG/qCeMZ/A1FaIIoZ5GPAXFebiZa2OqikkVtW1+6u4Y7S5WAWy7ZS6x/Op55DdevNc9qFpLbaipll8xZCHDk7twPfnr9asavOrPKF4GI0z+ZrPiv3ESW86rPbqchH6r67T1FbUrKNiJ7ncaJ4o/wCEVGqWelxJfX93MqWrrkAAAjcQOvXpXsng7RU8O/DV7WYl765kFxcyg5DSPg9fTbx9Qa8V8IQ2rC7uI7dUMciBDyWwd3c/QV68fEUdhoVv9pYCESIv5Z/pW8+aaSMocsW2Jp/jm0sPE97pF7bTvbpAHklgG4jA+7jt1OT7Yqtb3q33iFJ9LhiWyu45LnyJBsaJSpwuOzA846c157pOq/aPH0+oxSM4kuvMBPAZVy3/AMTXqfiTSHO7ylLT2emnfJHnJlY5BYjjJL9+uDUUrQlyf1vYpSVSTTukuo6WcxBQSUfgjsfYj/GuvtdRk1rTYnP+vt2CS9gQ2Pm/Q/jXmk0X2LTbe1lvzLd2kUHDghnRs47nGAOn0rp9Ev5I4Jo4G3PMu0RY4f5TyT2wcGt17yTIm43lGLvZ2In+xeG/HGoa3e3Ti2vIsbVUnYVwOcfeBAznGQTXJ/E/xHpWpX1gmm3ImMEbGSVfuYbBAB7nrn06Vp/EJ5obeaR2ikiLbi2FfpkgHB49OfSvHI3Z7YBgrGUbnO3oWOeK5cS7K3c0oLXmOpttU0yK1hM18YysfmM8ah9u4ce+eeRivP79o4YZY44VkjeYvHc8gleRtx2B/pW7qVukFnIFGAIQPzIrEjv4YpZrS5UvbPwCoyUb1A7j1FY4ayWhtVbGaXZJPNBNIr/ZPtCRtkcZJ6Z+ma9kvr3T/GXjbRvDWk/PZW8qzahIi7YzHHyqAe+MduSK8ggFwtsYLe7gW1kmU5DEneOh29QcGvX/AIb2Nv4ennRx5k0h/eyt95iCD17dDXY37jSRzW99Ns7fxNqltp1/e3l3In2eOVWDsNwXp2HXA7d6zdYsfD1vpsN/oTwLIwE5t4ZdxWAj7zDJwdxH54rmvihqUVzocqwkBri9KuM4wB7dutWPC2mWOp6Dc3z2gSe3tZU82IYyM4RT7E7jnqcc8CsoQcZa9bFzqq6j/WhvWF0J7G3naKSEyRhikvByc9Pb09q6fwtrwgn+wTv+5dv3bE/cb0+h/nXBQTapDfG0lkSSxjsI8mTaCjMdy45/DPTBFWLJpYri5t5/9ZDKUPOeldOklYJw9m7c1zl/GkVmi3F5beZDcTR7CfOyu7uOPTFeeQ+asEXmPvfZuJ+tXPFN8dVvWjhdhEzgHcfmc+p9OOgp8cKkhQO4QfQCuPEz6F0YkFysjQRxqOgzWDeW77UjET+cudwCnjJJ/rXaXFj54MKM0UwdQHH93ofxzWnoOiz26XNxPeGVZE+ROcJhuv1OK5IVlBXN5Q5jze20bUbiRBHaTnJ4IjJrv7CxubK1traLTr3YmSXeLbuJ6nn/ADgV1FtCIFifJzxz+dXZ5F3xBj/F0rpp4h9jGdE4/wAW3Ns0tjaykHDHchPJUr146ZxVzwObeLX7m8txtggX90wGM4GM/izVl+KrKBYTqCxL50TBt3OSAeR+VWLHV5Y9OvJZIY1EsaQxsO53ZOffgU6ydXDNLo1f0vqFOKVaN/6dj0uwlc2ml+ZKTHJcyT+WR0AJYsx/2uo9hXmsF5eSNZXToxF081wzHGMs5OT6cKfyruPDl/YnwrG17DcLqEllezxTLL8pUAICw/DjOcc4xXC6B9ov1n8PTaxPaRM58nyl37pIoywA9BwefT61jQrPn9rvzK1vRv8AzFiKXPOMmrJXf4WOy0ySLULC+gnlmELoFPlkd8kHnr0x+Neb+JEki1K1tradjDHlT5hBK98flVrSfEs89vqk2o3skkkqoQowC7Y7f3cevauejea71Se6uH3ELgYPAzxx+Heu6rO0TOMfeLNuxMynHfdVK93yTh3H7sPuY9hitq1tx+9YDO1cf5/OnPpl5cXDLYTxiORlEfmDHJ9ePrXnRklK52WurHCvHmZljBYZ4xzmtvw5p5N+lxcJJ5UTBwqxsxcjoOBXo9ppXkxWaSeW0nkje6qBuODk1uWJMKMinGD2NbU8Sm9EZSo6bmHo07GSeUxTJgFvnjKg89cn2JJrkbn7DLLqM7MrzCR1g+bIJJyMe43A16DfrHcW8sbkuGYggHGQe1cDGkWja1NbxWyzI6h41c9D0PJ6HIWuujPnqW7owqU+WB6b4feSDRdIsYGO+a7SQJ2JGQufb5cn2FN8WXcr28casJXu9ZRCyr94Rgsce2SPyrBtNTMus6LYJG43LFbzKmNx3H5hz9T+tXPiTdWyaVpF9ol3clVuLmQmQgMpLbMA9cdh14HWvKouaUYPRxfM/nzafezpxVJTpuEdrW/r5IzdG1KRopHkBUmU5yOpzk/zH512fjK7tZ7J3mtlG3DgHjLqCMEenTvXCeJp1g09tVsNVu5A8osmFxAiLOVRS7w4+YBSFVs46jnqBkeLdeMlv9iMe28dgzqGJWMY4x6nFeuqnNG5yShayRlwRnEk3mb/AD5WbjoPp+dWmWQ2W0D75p9paCG0iiIzsQDPua1JbVTbeSQQWj+Rx/C3XNeXVmnI64LQ4690+48mRPs8ryyOGXahPGAOo/Gqtv4b1e5I8uwm5OBla9H0Lw20eqJdPfSusQKeUehJU8n1ro7e1EcJcAkgnn24rRYhX5UDpdTldI0XUdL0tYV0q5LOwaV3KruPoOeBir3iq+htvD0NvcERylkcITuYkN83TjAHH511k8iiEljxxXOeJtPt7+3n8yFCwU4YrkqSO1dLrN/Ix9kkZnh6KC48R2SwwbLeJQrnbjLFstgnrwDXpMVybuHVpxNJuuHjESLgmUgKPrtXjOO7V5j4Z1m6jSG7k8sxW0Tkgj5g20jr9c8V2PgHUIvKuZdRshdQz3ltbxfOQ3mFi/HbjGawxinDEN/zpJfj+r/A1wyXsbLe/wDl/kZOvG+u9e1u4tI3mjt7uO3+Tk7IY8Hj0HWuq8MwLd2V6txAsp4i+diFwdwbHY8gDNcbo97DL8R9ctf7WnsrK7nnUTRyxIqB2wdzScdB07nAp/hLUL+zn1TRrl7uVbR/IigvJAHhQO/BAyu7IB4OOuDXThpcsVT6R0Rx+xUFJ9W7s57xa81gYLRkO6VTGUDZIxwpb3x+lZkIXzFQYxuAH0FO1LWJtX8TjaymOLLM6fdcgdRntUlrbsZVz2Uk/wCfwrDEyuzpoqyM/WrgzyNGCfmZVx+IrmbpSlzIhOQGJ/OurvljgmeGSCRnAD5XsCAR+Na+leEdPvbS0vJ7e5LzkkrM/IG7HOAKiFSMI6lzg5PQ43QbKW+v0iUYQMGdz0VQeTXrmk30Jv53SZOCXIzyOc9PfOKdpXhnRrZCG06F2GPvgtj25NaElnBaxS/ZYYrZv4TFGFIyK6Y1ly2Ri6T5rs4bVrSG51rU3upXKW8jyqhP3sgN/M13HhWV7HwM8Yl8v7TJEjnvtDKW/PcRXnjWUGm620V8ZLuKdNy7uCSCR69cEV1Z16Kz0vTDCrK+55WVkzt+f5fl7kcH8KyxbfJSqJaK9/kml+LRph4L2sm+i/W/6HT+NZ3t9I1XdFDFJNLbWuyLpGCQSox6BMfSuasNTlN5fBldWSZt2Vxjk4/lWz8SYltfCiXdlqnnzR6pC0g2YdGWLPzE8k55yRnnFcn4ottb0LTPD9/cyTLLeRS+fC8QAhYKGUk4++RIx9s49arDVGr315nf0XQ550b1ufbS36nIlFk1tCw/hzj36VtWCK8sGR1PNFFc+J+I6qWxp2savfgEd/8AGultY1FmwA42L/6G1FFcEunyOhCy8PEO3yjH4f8A16S9UfIe/mGiiuunsZy3MTV4lm0+4jcZXeRXnljPM7QxtK5jCk7c8ZA4oorupfwqnoc8vjR6hd/6NbajbREhIvDkUaZOSA4DN+ZY1582p3GhvbahZ7PPiuJQu9dy8qUPH0Joorkwv8Kl6M6MTtAp6Uqlb1CMgDAJqzpUamAk5JaTk0UV1Yr4TCn8R0NsgWCRgOd3+Na+jwoTCSORIv8AKiivJlszqRuhAphIHSAf+gmiDlZWJydyiiitcPsEynN8rzAdN4P61xPi0fZ9ShuIiVkJYZH0z/MUUV6GG/ixOar8LLfgOeW6137ZLIxnhiuJkb/aSMlak8WEjT/C8GTsWyDdepabnP5UUVzr+NW+X5s6F/Al8jF8T+KpNdma3m0rTbdrbZFFLbJIrLGp4QAuVAycnAGTzVnxFpcNn4na2Dyyr5wO6VgWOcHriiiuuXwo4+xqqg3MMfxgfhWjLGoukXHGP6CiivJlujrR0mmxqpOB3b/0CpJRttlxxgn/ANloopUviKewXQBt3yOgT+lZ8wEjPG3KtGM0UV3dzFnmcsWddu7ZXdIhckYU44JHH616P4axAnhZY1A829uJ3Pq67VB/AE0UVrjf4tD+ugYL+IcQNU/sV9fBsLG/jedWKX0PmDcCSDwQepORnB7g1Ug1K91KLU7+5uHN1eSRNNKuAW3byQMdB04HpRRWtPaRzz6lbRVDy3RI5VQo+ldLZRqzTZH8GP5UUVwYndm9LYu2KAkEjnKjPtuNdYFDS2wPQyMf/H6KK5X8SN0PX5GyO8QNVZ2O+4GeMA0UV3R6GTOM8YoIrq3nTh1cAfiDn+VU9KvJdT1mz+07WBmijIAwNu6iitsR/uL9TGH8V+hueOrqWbwmkzN88+t3TORxnC4A+nFcj4g8RarfJDpVzeTS2tqrzIHkZiWdVzkk8428emT60UU6O8fRGuJ/ifI//9k=", 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", "info": {"video_id": "2621", "label": "spinning sewing machine wheel so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dcf6cedeadc236fdecf45c4240f23bc4047047dd85eedbea74fe5b97dbc96073"} +{"episode": 84546, "episode_seed": 1028182590, "split": "train", "timestamp": "2025-10-13T03:47:58.511805", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1028182590, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet closer to shears'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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n1Peues4nvr0I5CozZkkIPyjvXcQ+GNFhkXzbgzc8K0gA/SsjxTA2lzQpZMIonUsAox07VdJU07IjEKq4pyWi6Gpf2TpYbLNi1qpD+V1xgYyv4dah0vQtS027/tWHVbXTxImC7yKwZT7HjsDWz4d8DWupaLDd3+p6hN5pLCKObYijsOOprEv5/Cuk6ndWVt4Va8ltZDE0t3cHbuHoDnj8Kzk03uCrcy5Ix+X+Qajc6bdzbLjWtQ1y4/54wIzrn6A7ayNUj1Gze1WTSX062l3GMO3zMBjJIHTqOtaj+NNWjh8nTbTTtKi6Yt4dzfmeP0rEmu72+uPOvbye7kHIMrZA9gOg/CiK5pcqN4upTXPNWijZULp2lE+ZunfcmAfuuy4P4qh593A7GsWw0aO5voYVZy0rhck8Dnr/AF/CtRlsLmCxSPUCQkCho0tpGcSMSz54AzuJ79hWtp+mpE7tFHcLIyGMSTBUCBhgsFBJJwTjJGM5qpKUXZaDhOlVhzNXl+RXmvn0rXLHXfKD2pc4X+4uAEH4qB+NdJqV74d19lvP7RuLWbYFYeTvBx06f41n6kFMC2McYcyALtIyAvSsiTwYygNa3pQ90cHH4EU501KKbdjCN4ztBXsXL3UtN0u1mi095nklQxyXVwApCnqEUdM9z1rhb68FxMNqny14UdzXUp4Iunb97dxbT1IDMaXU/D9vomnm7gzNImMmQdz3AFOlCEXuOvKtKDSjZde5Lomn3FlpBkhkBluFPnQk5VlIwFPuP51mx6DqmpzRTWMLiSCTiQ4AVhzz+lX/AAnpmr+IZpvJ1JLKBF+crEGbOcAAH881o6zo2i+HJI49X1vXLue5BcQ2xCbwOMnH+NFRrmtfUzhWiociW+6Jb+41K1tcan4hstLjxzBZKIyf++eawbWJ7mYvoOk3uoSt966lBRT/AMCbrUsWuaFpx3aT4UVpu0+oS7zn1xzVXUfFWv6kpSXUDbQ9PKs18sY+vX9ax0RvBVn8Ebf15mZqGpx2ScndK3Rc/qawXunu5N08rY9xkD8BVTe8zmSQ5Zjkk1Mx8uBj7VtPEyk9DzY00tzXsXm02eG5hkxnlJE6H2NdpPfLfrHOOBIqnHpx/jXE2QlOhRGf5iWHl/Tt/WuyltWs47WJhhvJUsB2PepdS8G3vsejSpfvYqO2j/MpzXNxJei1tYTLITgBULEn6Cpk03xC+FWyZWPQHapP4E0miuf7Q1aUOcrbOOO2XQVbjYB1bAyCCCfrWcmo2VjaCqVnJ81kmWNJivbTUp7LUoTFMqYKsMHB5B9K5rwzcNZeLLYLjdudB7kcj+Vd341LQeJ450O3zrJRn/gTA/oa8xlP2bxECCQRKCpHbPf9a2ow507dThxNX93Fy6JnueuWKa54bvLReftEB2H0bGV/UCvEYZDLbo7DDYww9CODXpvgLXJLu3msLq4aSaI5jLnnA4I9/X8a5rWvA2ux65dtpdpFPZTytLGxkC+Xu5KnPvWNSk6cnTkPL8XB+/0ZzcUixrI7sFUdSe1Z82rTTuY7NDj+9jJP+FXtd8Oarppt49QktVWYk7IZNxGMdfz4q99i03SrVYpfNubphlobdwqx57M5By3sOnrWscT7OmorcudCNetKo3p/wDDh1zVrKdS19MpH8LncuPpXVHxhZX1nBG5aOb+Ndvy59j6Vwl/Ftu5GVWWMn5VdgWA98VGWKKCOoqfa3fMZOTi3C+h381/GIlkd2fceMGqn9rxKTiJvxYVQ0Vvt2pabbTKDHJIisp7gsMj8q63+0ZlkYRGKBM/KsMSKAPTgVn7qSb6noRqVakmqdkkZuk6os2owqIihJBBzn2NUdbYWfi1pDnidJOnY4z/Wu318CXw34f1BlBnErI0gUAkYPU/8BrzzxVK82qNMSFEi5HtitaKUrtbHNiKjdO097/ke5xeXqOlhJBmOaIxuD7jaa8JEL2jzWcufMtZWgb/gJx/KvS/BniV7+4k024RAwXfG4P3uBxj6c/hXI+P7P+yfFs10yMLa/RZQ4XjzBww+vAP41nOlOm3CS1McBiYOaknpsc+5qO71VLdvLiAkl6H0FCG4uji1sLyfPTy4GP8ASrmk+H44rRb/AFCUwwsSEYJueQjqEX0HdjxV0avsU79TrxdOOIlGz0VzLTWdXgGY55YkznCrgfyrsdC8RSXunXEVwV+0ovDLwHB46eoqndWumm1WezmnYZKyRXCgEe4xxisbSpYE1BzEr4VWBAPHNCxEJStMxnTlSVqbv5GjqPiGOzkNuA0jj+ANgLWafElwG3C0iwO245qjqUEEUklxJcbpXPCgcCqhz5WfasuZTbYp16lNqMXZI6i08Qx3KhvspHIVvm6VreKR5mlabMT2KH8h/hTPhsPtnhrxPaygSItuXRWAO04JyPyFV9duGl0K2C8LFg5+ta0opy0HKvKVKXO+x6D8P7sT+GYYu6D+uP6Vxvj2y+xeMHlUYjvoFlH++vyt/SoPBviWXSDbQkRyW7yMrk8FckZx9K6z4l6ZLd6NbahaxNLJZS7mCDJMbDDf0NFSlKnK8tpHJhcRD2vuv4XqebGmo6xq7OwVR1JpYIr+8/489Kvp/dIDj86j1DQNZEtsl7p81qJiRGhwWc8cBR35pUX7OopM9XFzhWpOnB3b/wAxYfEkVncCSK38/b0LttGfWuo0HxPBqlwsEsRgmP3RuyrewPrWOPB13FaySGyR/KG6VBKryIPUqDkVQs7A29wblJGCxENHg9D1rWriISu5HLSo1KEVytNdTrpdQdbx5YiNzEgEjOB7VjXni9o3aNZ5ZnBwfLIVR+NV7bVEu2kKZ3KDx2zXNz2QsY0Mk6tM7covb8axqVYyl7r0L55UqScd3ds3W8YT5/fQSmPvtmycfSukS6j1PwleyREugQOu7rjrj9DXm9xkRGus8J3R/wCETu4W5Lb0Ueg/yaKavJWJp4mUlJTeljpvhlcpFqF3ASPnxj8R/wDY1pfFGyzp2n6mo5tp/Lc/7DjH8wPzrhvDOrtpOpS3Rj3LsXgHnIYc/lmvVtWjj8U+C7pYFP8ApVuWjU9Q45A+uRitK1OUZKbWhwU60VUsnqtTx89aY9Vk1CDyVMkgWTGGXuDU8KXt+wWx028uCf7kJx+dYODPofrFO17nOwjgUXZ2wgdzVzS9NvNSdo7K1luHRdzLGudo9TVaSMSanb28gwu8BgfrzSSPCOy8IaVLfpa3t0hFrCo8pWH+sb1+g/Wt/VJA+osOu0KK1LYKsKBANoAxjpimT6ZFdz+aXZGIwcd6ctVZHsUUoPUw/Ck+lxarfJrMxht5oWTdz1Dhuo+ldX9v8CwHCmecjnASRv8ACqaaFbDkmRiepwB/SpDptjH1XGP70mKcrSd2jCNFxvadjP8AE+u2+u6ray2MM6xQQtGWlTbuJYEAD2xXM6ro1211HcWyp9plG1ElOBx/Efw4rsWfTbRyRLbow7mQZ/nWFq+s2ENxazJeQOUk2squCcNx/hW9Cbi7Ixr4en7O0novy6/gc0j6pb3LtayxW13EfMYEnGRwQD9R+ta+k6Jqviq2kupdfuY4g+wxO7uwPcdQKz9Su4G1qQwMGRnClsY+YrnA/L9a3PD2uafo5mXF1J56q5WG3Zjv53cdu1deI5pU+frY8mhGFOs6cdrv5roZOueEYtDNuVvJJzNu3l1AxjH+Nc7qGp/ZEKRnkcZro/GOuSXrxy/Y7u3jAIQ3ERTcOOmf8815xdztNJk+teLJNzdz1+ZQjoXIJ3uZd7k9atyjgD1qvpdtLOwWKJ5G9EUk/pWvLpN/E0RltJo1Y4BdCo/Wto6I5dZSN7wlEJPFWloSF/fIMnt1r0dfAckYzcanBGO/yH+pFcTpvhiSaJJZAqnjpJj+lav/AAi6tzLKrnPVizfzNU7SSO+FOrBtwaVze8WCysPCdjp8V7FcTRXSEBXBZh8244BOOteea7ZtcRxTKMpHnzMDoprq08O2sTBvlH+6mP1pmsRx2+mMY0ASNldgB2BGa2oSUXbuZVsPJ0229dX+Bxdlq81pdR3tlDceci/LHsw+4dsH2NdQvj7xPrLbNL0m2lAGTmEsyHodwJwDmszxC6w6hbXasRvUFWHrnGf/AB4VpeEEa01hpyyrDdxsCCcfMmDn9a7Kz9rTVSS1sePSoxw9aVKLdrr7nsLLcfEe7QmW4is4u+DGmB+GTTfEokTV7iJRtjiRI4FHRUCjGPxzW94g1mzhQW/2y3XPLfvV/Ada5XUNW/tO5+0bNpYAbc5xXjV5aLSx7NOHLqikyOLHbnLtVVY4NMsW6eY3LGr+4BOa5nxDdsISFPFcsbt2NHormJNcPd6kAWygOcVqv/qyKx9Mj825DEge5Nei6b4Ssb7RZr658R2FnsBxE5Bcn6ZFd0FZHnTld3Nf4UpbW2h63eXNzHGkiNGQ5AwADz79azZbdrzRhCg/eNGNoxyT2rP8F6PHex3ErsuEfHK5ruo7OK2hIjGXIwXPU1tTlySuddPDucNXvY80ik8hBAYpleNgxdkO1vXB74z+ldPa+PfEwjh02ztVW5B2oJ49zOp6FTkDH1pl6Fm8NgHhoJNjD0OSD/OqOnlp7i2v0fDWhWTcx525Ax+v6V6baq07SWzt/keLKgqFXmTd5K/+aN11+JOogiW/S0Q9lkRMf98gmsqV9V0QXCXeom8urjCC43sxiUZ3KpPTORkj0rudV17TrK1fOoWqyHgDzlyPfrWHpP8Awjuvrdfa7uJlt9rBxLsxnOee/SvJlJ8ux7dKNOHvy6HNWs8tnaT3MDNHIFOGQ4NNuC8Wjbiv70qMqvqewq5fNafaJ0swBamQiIDP3e3WmE7lOeg5rglJtmzlzO5mxW0Wj6O6lt0z5Z29z2/CuQhnkutVLMcqnArc8TXbR2xVe5xWNolsZ5mK45bbkmtaKvqzlrysuUuXJzEfpXQ+DjnS5F5/1p/kKJfDIbw9d6mdTslMA/49y/7x+nQfjV7wFYCfSXldsJ5zAgdT0rtpy5ZJsyoxc24rszGVVtb2aOeRY2ctHGGONx6/4V1Hh/4gjQrP7BJAbl2XzIo923nuN2D6dPap7iwtLu+vo5LeJnSNRFuUEoMdR6c1zIj+02b2gwW37lwOQ3avUUo1abptaK34nm1sM6VZVebV3X3afidEvjLVr2Zp9J8H2iSSHJm+zF2J9c4AqG+v/iFcIPPufsSPwEQpGfyGTXa6BM8vh+0aUYZI9jgdAV4P8qwtUv45LhpJZURRwu5gMCvMlaMnG2x61CkqkVJnDw2V1oWhzXsWqSwTyp80cLYUqOxPesOyuVvNbinkLMGblyOrY/z+Va1jb3PiF00/c3lyNtyOy5yRXZa54Z03wz4WhtbVC093exZkflvlyx/T+dY0JPnVzOrFJaEuhx6pqszadYPHEI1Dy3Mq7hED0AHcn0rp4/BNztLXPiS9IA58uNUFRfDiHbod1dkc3N25z6hcKP5Gug8QzGHw7fuCQfKIBHvgf1rStU992CnKbSjc4yS18MISsupa1d4PVZcA/TpxURm8IQnP9j3M59bi5PP61wsty0srsXbBbAGccZpnBw2cgnGKpU5PdmrnSTtZv5nbTa54ZgG1PDVhx08yXdVGXxhpCKyxaBoqg8cx7v6Vxtxg4G09+lZr5HNP2Xdi9tBbQ/FmvHf20E10d6SwzxtGsTqWEQJ/h7544NWNI8V3OgWskFjdOokbc7+WCxPTqa5vrVnw5pkWu+Ijp1zfy2qtHI0Zjj3lnVCwX0A4PJ9Peia095tijUjH4YJfIueKNevdYht5Lu7ecLu2bscZxn+VccWZ5AAMn2rovDluuppNHc/OqhSue2ev8q1J/D9nbyF4lwwrkk1G5Un7SV0rDfDNpqNsv2qC7+zHHJCgkj8a1Xu9b1bVEtUuGvivO12CKKoRSyvItrEeWOOK9I8I+EYNOVr+aRnlxubPHA5pRm2wlBR2EtNJ8UJbJv8A7ItRj/lrOTUp06/H/H54q0qA9xDHuP61xGp61cT38shIdzlmZuceg+g4qk2o3RwQ6geqLXTGM2r6GkpRi7Sm7+R38tlY8ibxrOSO0UAFZ1zY+G5FZLnxNrU6kYKou0EflXGT3tyf+Xhzjj0rJnurksQ07n/gRqlCfch1KXXm+83Lm3tBrQty9xNpeNonPEoT0wTjOQOaNKl0+K6nbW7L7bB/yzRX8vcc/ebn07D1rmWkdz8zsfxNVrt2WAspIbNaylVas5GChhk7qH4no/8AbXh6Ff8ARPCWngdmkYuf5VlQLtOO2aztQ0+xsvDkGo6Vq19Mj3Rtv9JhEa3BCbneIddqnCnd6jvkDUgBOK8vEN3R3QlTavBWLTLuTiuS8TRMsfyqx+grrlbiqBlRrgpJjaT3rGn8QT+E4jR7Oa9u1iAdV/ibHQV21xPp+naJLCsaGTGNxHzH8ass0cSOyhVQDgAdfc1xl1cNd6mEQBlByQeRXQm5ysjHkjCN2d54Dszc6TJO/iG30+N2P7soGf610VxY6IFxc+LtSk9oI9uf0rgorqaGAIjKgA6KoGKr3l5cuc+dJt9siuyMJ9yeemluzY8QWunWvl/2JPd3as++VbzIw3ZgRjP0NUnFpDqkBWN5dPABkSUgOT/EoOehOfpmsGSaRjgyM31Y1Cc9+a3UqqVuYxcMM3fkb9Wehx6/oMH/AB4+FNMUj+KQ7z/KorzWH1i3lQWlpaiNDsW3j25z6+vSuQ8JwWOoeKY9P1G9uLSKc7FmimijWP1LGTjGM8dScDvV+AzWOsapZS/aFMErRBLgASLgkYbHGemccelcFe6TVzshOlKOkbMuwFgkQY5wMZq+Vyh+lVIl5Qddo5q6hHHtXCy0cf4sQx28Z9ZP6VkaLHLe3iWkLspcliwHCgdSa6jXZYQ4Mtus4HRW6A+tX9N2x6csr2lvbvgn92mGI7ZNbwnywMZ0+afkRai2n2nhmaJUVrhWADnlj7/jzW34CsfEM3h5pLDTYXgeZisk0uwHpniuEN15+tqoBaNTuYA9a6ZtbuI7NYk8zy1BAXzDgV1UYyava4vdUrqVjoNZ0rxDpay6tc3OnKUj2PDbSbnxnrg8HFcisrW9jHqUFwzs0mzYh2yqV5D49CTj8Krz6tOxJ2pz3K5qi1/cnjzMD2AFd1OpVirJI56lGhUfNKbf4a9zvLVfD50+I6hrGsyyMu57a3crGpPJA6UxrnwbbNmDw7NcsOjXU5Of1Ned3F7cxx71nkDAjnNdFr3h/VtA0DSNQvJrhZ77zDLC0ZAtwAhQMcfeIbOO3TqDXLWc1K7e500lh0lGzOt+HVrF5rybcsiDafr1rR+IUjf2lo0WfkWOaQD/AGvlH8qKKzw/8RHNV+FnUeBEVPBWlbRjdEXP1LEmp/F7FfC93jvsH/jwooqJ/GyqPxx9UeLQKrgKyg4GaTaAXIJA3KMdqKK7yOpSn4yepBxzWfL1oooJIx0qraapc6LrA1C02efEW271yPmUqePoxoorOpsMt+HHaN5grEcKP510N1I4izuOaKK86t8R2UfhJ/B8az6u7SDcQwAr2f8A1WiXLJwRA+P++TRRTiRPc8KnXc00hJ3eZt/CmRMWZlJ4P9KKK9OOyManxy9WJP8ALkDsaoXBwxH1ooqjMqiq94cQHvgiiiplswL+s+LJPECWkMuk6ZamBUjiktUkUpGucIAXKhecnAyTzXV2/SiivLxPQ68PsyVjhTWYwBuATRRXOjoINVldLdgpwMVzmjsTelu5bFFFdmF3OfEHQKBjB5+tVrkkIG/vDmiivRRyMoMeTTDRRVMQ2z15tHluIzpunX8Uzq5jvoPMCsmcEEEEdTkZwe4NbGm3lxq15d6jeyebdXMyySPjGS2SeB0HtRRXn19mdFHdm9COWqbOFNFFeedZkXYzdIT607UpnjtHCnAxRRWi6B0Zy2indeSk8k1tsBgDqOaKK9al8J589ykw5FVz1FFFbogq3Z/cn6irk/iPVtT0i3029vZp7e2leVPMkZiWbHUk8428emT60UVy1jaj8R//2Q==", "info": {"video_id": "91777", "label": "moving wallet closer to shears", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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n1Peues4nvr0I5CozZkkIPyjvXcQ+GNFhkXzbgzc8K0gA/SsjxTA2lzQpZMIonUsAox07VdJU07IjEKq4pyWi6Gpf2TpYbLNi1qpD+V1xgYyv4dah0vQtS027/tWHVbXTxImC7yKwZT7HjsDWz4d8DWupaLDd3+p6hN5pLCKObYijsOOprEv5/Cuk6ndWVt4Va8ltZDE0t3cHbuHoDnj8Kzk03uCrcy5Ix+X+Qajc6bdzbLjWtQ1y4/54wIzrn6A7ayNUj1Gze1WTSX062l3GMO3zMBjJIHTqOtaj+NNWjh8nTbTTtKi6Yt4dzfmeP0rEmu72+uPOvbye7kHIMrZA9gOg/CiK5pcqN4upTXPNWijZULp2lE+ZunfcmAfuuy4P4qh593A7GsWw0aO5voYVZy0rhck8Dnr/AF/CtRlsLmCxSPUCQkCho0tpGcSMSz54AzuJ79hWtp+mpE7tFHcLIyGMSTBUCBhgsFBJJwTjJGM5qpKUXZaDhOlVhzNXl+RXmvn0rXLHXfKD2pc4X+4uAEH4qB+NdJqV74d19lvP7RuLWbYFYeTvBx06f41n6kFMC2McYcyALtIyAvSsiTwYygNa3pQ90cHH4EU501KKbdjCN4ztBXsXL3UtN0u1mi095nklQxyXVwApCnqEUdM9z1rhb68FxMNqny14UdzXUp4Iunb97dxbT1IDMaXU/D9vomnm7gzNImMmQdz3AFOlCEXuOvKtKDSjZde5Lomn3FlpBkhkBluFPnQk5VlIwFPuP51mx6DqmpzRTWMLiSCTiQ4AVhzz+lX/AAnpmr+IZpvJ1JLKBF+crEGbOcAAH881o6zo2i+HJI49X1vXLue5BcQ2xCbwOMnH+NFRrmtfUzhWiociW+6Jb+41K1tcan4hstLjxzBZKIyf++eawbWJ7mYvoOk3uoSt966lBRT/AMCbrUsWuaFpx3aT4UVpu0+oS7zn1xzVXUfFWv6kpSXUDbQ9PKs18sY+vX9ax0RvBVn8Ebf15mZqGpx2ScndK3Rc/qawXunu5N08rY9xkD8BVTe8zmSQ5Zjkk1Mx8uBj7VtPEyk9DzY00tzXsXm02eG5hkxnlJE6H2NdpPfLfrHOOBIqnHpx/jXE2QlOhRGf5iWHl/Tt/WuyltWs47WJhhvJUsB2PepdS8G3vsejSpfvYqO2j/MpzXNxJei1tYTLITgBULEn6Cpk03xC+FWyZWPQHapP4E0miuf7Q1aUOcrbOOO2XQVbjYB1bAyCCCfrWcmo2VjaCqVnJ81kmWNJivbTUp7LUoTFMqYKsMHB5B9K5rwzcNZeLLYLjdudB7kcj+Vd341LQeJ450O3zrJRn/gTA/oa8xlP2bxECCQRKCpHbPf9a2ow507dThxNX93Fy6JnueuWKa54bvLReftEB2H0bGV/UCvEYZDLbo7DDYww9CODXpvgLXJLu3msLq4aSaI5jLnnA4I9/X8a5rWvA2ux65dtpdpFPZTytLGxkC+Xu5KnPvWNSk6cnTkPL8XB+/0ZzcUixrI7sFUdSe1Z82rTTuY7NDj+9jJP+FXtd8Oarppt49QktVWYk7IZNxGMdfz4q99i03SrVYpfNubphlobdwqx57M5By3sOnrWscT7OmorcudCNetKo3p/wDDh1zVrKdS19MpH8LncuPpXVHxhZX1nBG5aOb+Ndvy59j6Vwl/Ftu5GVWWMn5VdgWA98VGWKKCOoqfa3fMZOTi3C+h381/GIlkd2fceMGqn9rxKTiJvxYVQ0Vvt2pabbTKDHJIisp7gsMj8q63+0ZlkYRGKBM/KsMSKAPTgVn7qSb6noRqVakmqdkkZuk6os2owqIihJBBzn2NUdbYWfi1pDnidJOnY4z/Wu318CXw34f1BlBnErI0gUAkYPU/8BrzzxVK82qNMSFEi5HtitaKUrtbHNiKjdO097/ke5xeXqOlhJBmOaIxuD7jaa8JEL2jzWcufMtZWgb/gJx/KvS/BniV7+4k024RAwXfG4P3uBxj6c/hXI+P7P+yfFs10yMLa/RZQ4XjzBww+vAP41nOlOm3CS1McBiYOaknpsc+5qO71VLdvLiAkl6H0FCG4uji1sLyfPTy4GP8ASrmk+H44rRb/AFCUwwsSEYJueQjqEX0HdjxV0avsU79TrxdOOIlGz0VzLTWdXgGY55YkznCrgfyrsdC8RSXunXEVwV+0ovDLwHB46eoqndWumm1WezmnYZKyRXCgEe4xxisbSpYE1BzEr4VWBAPHNCxEJStMxnTlSVqbv5GjqPiGOzkNuA0jj+ANgLWafElwG3C0iwO245qjqUEEUklxJcbpXPCgcCqhz5WfasuZTbYp16lNqMXZI6i08Qx3KhvspHIVvm6VreKR5mlabMT2KH8h/hTPhsPtnhrxPaygSItuXRWAO04JyPyFV9duGl0K2C8LFg5+ta0opy0HKvKVKXO+x6D8P7sT+GYYu6D+uP6Vxvj2y+xeMHlUYjvoFlH++vyt/SoPBviWXSDbQkRyW7yMrk8FckZx9K6z4l6ZLd6NbahaxNLJZS7mCDJMbDDf0NFSlKnK8tpHJhcRD2vuv4XqebGmo6xq7OwVR1JpYIr+8/489Kvp/dIDj86j1DQNZEtsl7p81qJiRGhwWc8cBR35pUX7OopM9XFzhWpOnB3b/wAxYfEkVncCSK38/b0LttGfWuo0HxPBqlwsEsRgmP3RuyrewPrWOPB13FaySGyR/KG6VBKryIPUqDkVQs7A29wblJGCxENHg9D1rWriISu5HLSo1KEVytNdTrpdQdbx5YiNzEgEjOB7VjXni9o3aNZ5ZnBwfLIVR+NV7bVEu2kKZ3KDx2zXNz2QsY0Mk6tM7covb8axqVYyl7r0L55UqScd3ds3W8YT5/fQSmPvtmycfSukS6j1PwleyREugQOu7rjrj9DXm9xkRGus8J3R/wCETu4W5Lb0Ueg/yaKavJWJp4mUlJTeljpvhlcpFqF3ASPnxj8R/wDY1pfFGyzp2n6mo5tp/Lc/7DjH8wPzrhvDOrtpOpS3Rj3LsXgHnIYc/lmvVtWjj8U+C7pYFP8ApVuWjU9Q45A+uRitK1OUZKbWhwU60VUsnqtTx89aY9Vk1CDyVMkgWTGGXuDU8KXt+wWx028uCf7kJx+dYODPofrFO17nOwjgUXZ2wgdzVzS9NvNSdo7K1luHRdzLGudo9TVaSMSanb28gwu8BgfrzSSPCOy8IaVLfpa3t0hFrCo8pWH+sb1+g/Wt/VJA+osOu0KK1LYKsKBANoAxjpimT6ZFdz+aXZGIwcd6ctVZHsUUoPUw/Ck+lxarfJrMxht5oWTdz1Dhuo+ldX9v8CwHCmecjnASRv8ACqaaFbDkmRiepwB/SpDptjH1XGP70mKcrSd2jCNFxvadjP8AE+u2+u6ray2MM6xQQtGWlTbuJYEAD2xXM6ro1211HcWyp9plG1ElOBx/Efw4rsWfTbRyRLbow7mQZ/nWFq+s2ENxazJeQOUk2squCcNx/hW9Cbi7Ixr4en7O0novy6/gc0j6pb3LtayxW13EfMYEnGRwQD9R+ta+k6Jqviq2kupdfuY4g+wxO7uwPcdQKz9Su4G1qQwMGRnClsY+YrnA/L9a3PD2uafo5mXF1J56q5WG3Zjv53cdu1deI5pU+frY8mhGFOs6cdrv5roZOueEYtDNuVvJJzNu3l1AxjH+Nc7qGp/ZEKRnkcZro/GOuSXrxy/Y7u3jAIQ3ERTcOOmf8815xdztNJk+teLJNzdz1+ZQjoXIJ3uZd7k9atyjgD1qvpdtLOwWKJ5G9EUk/pWvLpN/E0RltJo1Y4BdCo/Wto6I5dZSN7wlEJPFWloSF/fIMnt1r0dfAckYzcanBGO/yH+pFcTpvhiSaJJZAqnjpJj+lav/AAi6tzLKrnPVizfzNU7SSO+FOrBtwaVze8WCysPCdjp8V7FcTRXSEBXBZh8244BOOteea7ZtcRxTKMpHnzMDoprq08O2sTBvlH+6mP1pmsRx2+mMY0ASNldgB2BGa2oSUXbuZVsPJ0229dX+Bxdlq81pdR3tlDceci/LHsw+4dsH2NdQvj7xPrLbNL0m2lAGTmEsyHodwJwDmszxC6w6hbXasRvUFWHrnGf/AB4VpeEEa01hpyyrDdxsCCcfMmDn9a7Kz9rTVSS1sePSoxw9aVKLdrr7nsLLcfEe7QmW4is4u+DGmB+GTTfEokTV7iJRtjiRI4FHRUCjGPxzW94g1mzhQW/2y3XPLfvV/Ada5XUNW/tO5+0bNpYAbc5xXjV5aLSx7NOHLqikyOLHbnLtVVY4NMsW6eY3LGr+4BOa5nxDdsISFPFcsbt2NHormJNcPd6kAWygOcVqv/qyKx9Mj825DEge5Nei6b4Ssb7RZr658R2FnsBxE5Bcn6ZFd0FZHnTld3Nf4UpbW2h63eXNzHGkiNGQ5AwADz79azZbdrzRhCg/eNGNoxyT2rP8F6PHex3ErsuEfHK5ruo7OK2hIjGXIwXPU1tTlySuddPDucNXvY80ik8hBAYpleNgxdkO1vXB74z+ldPa+PfEwjh02ztVW5B2oJ49zOp6FTkDH1pl6Fm8NgHhoJNjD0OSD/OqOnlp7i2v0fDWhWTcx525Ax+v6V6baq07SWzt/keLKgqFXmTd5K/+aN11+JOogiW/S0Q9lkRMf98gmsqV9V0QXCXeom8urjCC43sxiUZ3KpPTORkj0rudV17TrK1fOoWqyHgDzlyPfrWHpP8Awjuvrdfa7uJlt9rBxLsxnOee/SvJlJ8ux7dKNOHvy6HNWs8tnaT3MDNHIFOGQ4NNuC8Wjbiv70qMqvqewq5fNafaJ0swBamQiIDP3e3WmE7lOeg5rglJtmzlzO5mxW0Wj6O6lt0z5Z29z2/CuQhnkutVLMcqnArc8TXbR2xVe5xWNolsZ5mK45bbkmtaKvqzlrysuUuXJzEfpXQ+DjnS5F5/1p/kKJfDIbw9d6mdTslMA/49y/7x+nQfjV7wFYCfSXldsJ5zAgdT0rtpy5ZJsyoxc24rszGVVtb2aOeRY2ctHGGONx6/4V1Hh/4gjQrP7BJAbl2XzIo923nuN2D6dPap7iwtLu+vo5LeJnSNRFuUEoMdR6c1zIj+02b2gwW37lwOQ3avUUo1abptaK34nm1sM6VZVebV3X3afidEvjLVr2Zp9J8H2iSSHJm+zF2J9c4AqG+v/iFcIPPufsSPwEQpGfyGTXa6BM8vh+0aUYZI9jgdAV4P8qwtUv45LhpJZURRwu5gMCvMlaMnG2x61CkqkVJnDw2V1oWhzXsWqSwTyp80cLYUqOxPesOyuVvNbinkLMGblyOrY/z+Va1jb3PiF00/c3lyNtyOy5yRXZa54Z03wz4WhtbVC093exZkflvlyx/T+dY0JPnVzOrFJaEuhx6pqszadYPHEI1Dy3Mq7hED0AHcn0rp4/BNztLXPiS9IA58uNUFRfDiHbod1dkc3N25z6hcKP5Gug8QzGHw7fuCQfKIBHvgf1rStU992CnKbSjc4yS18MISsupa1d4PVZcA/TpxURm8IQnP9j3M59bi5PP61wsty0srsXbBbAGccZpnBw2cgnGKpU5PdmrnSTtZv5nbTa54ZgG1PDVhx08yXdVGXxhpCKyxaBoqg8cx7v6Vxtxg4G09+lZr5HNP2Xdi9tBbQ/FmvHf20E10d6SwzxtGsTqWEQJ/h7544NWNI8V3OgWskFjdOokbc7+WCxPTqa5vrVnw5pkWu+Ijp1zfy2qtHI0Zjj3lnVCwX0A4PJ9Peia095tijUjH4YJfIueKNevdYht5Lu7ecLu2bscZxn+VccWZ5AAMn2rovDluuppNHc/OqhSue2ev8q1J/D9nbyF4lwwrkk1G5Un7SV0rDfDNpqNsv2qC7+zHHJCgkj8a1Xu9b1bVEtUuGvivO12CKKoRSyvItrEeWOOK9I8I+EYNOVr+aRnlxubPHA5pRm2wlBR2EtNJ8UJbJv8A7ItRj/lrOTUp06/H/H54q0qA9xDHuP61xGp61cT38shIdzlmZuceg+g4qk2o3RwQ6geqLXTGM2r6GkpRi7Sm7+R38tlY8ibxrOSO0UAFZ1zY+G5FZLnxNrU6kYKou0EflXGT3tyf+Xhzjj0rJnurksQ07n/gRqlCfch1KXXm+83Lm3tBrQty9xNpeNonPEoT0wTjOQOaNKl0+K6nbW7L7bB/yzRX8vcc/ebn07D1rmWkdz8zsfxNVrt2WAspIbNaylVas5GChhk7qH4no/8AbXh6Ff8ARPCWngdmkYuf5VlQLtOO2aztQ0+xsvDkGo6Vq19Mj3Rtv9JhEa3BCbneIddqnCnd6jvkDUgBOK8vEN3R3QlTavBWLTLuTiuS8TRMsfyqx+grrlbiqBlRrgpJjaT3rGn8QT+E4jR7Oa9u1iAdV/ibHQV21xPp+naJLCsaGTGNxHzH8ass0cSOyhVQDgAdfc1xl1cNd6mEQBlByQeRXQm5ysjHkjCN2d54Dszc6TJO/iG30+N2P7soGf610VxY6IFxc+LtSk9oI9uf0rgorqaGAIjKgA6KoGKr3l5cuc+dJt9siuyMJ9yeemluzY8QWunWvl/2JPd3as++VbzIw3ZgRjP0NUnFpDqkBWN5dPABkSUgOT/EoOehOfpmsGSaRjgyM31Y1Cc9+a3UqqVuYxcMM3fkb9Wehx6/oMH/AB4+FNMUj+KQ7z/KorzWH1i3lQWlpaiNDsW3j25z6+vSuQ8JwWOoeKY9P1G9uLSKc7FmimijWP1LGTjGM8dScDvV+AzWOsapZS/aFMErRBLgASLgkYbHGemccelcFe6TVzshOlKOkbMuwFgkQY5wMZq+Vyh+lVIl5Qddo5q6hHHtXCy0cf4sQx28Z9ZP6VkaLHLe3iWkLspcliwHCgdSa6jXZYQ4Mtus4HRW6A+tX9N2x6csr2lvbvgn92mGI7ZNbwnywMZ0+afkRai2n2nhmaJUVrhWADnlj7/jzW34CsfEM3h5pLDTYXgeZisk0uwHpniuEN15+tqoBaNTuYA9a6ZtbuI7NYk8zy1BAXzDgV1UYyava4vdUrqVjoNZ0rxDpay6tc3OnKUj2PDbSbnxnrg8HFcisrW9jHqUFwzs0mzYh2yqV5D49CTj8Krz6tOxJ2pz3K5qi1/cnjzMD2AFd1OpVirJI56lGhUfNKbf4a9zvLVfD50+I6hrGsyyMu57a3crGpPJA6UxrnwbbNmDw7NcsOjXU5Of1Ned3F7cxx71nkDAjnNdFr3h/VtA0DSNQvJrhZ77zDLC0ZAtwAhQMcfeIbOO3TqDXLWc1K7e500lh0lGzOt+HVrF5rybcsiDafr1rR+IUjf2lo0WfkWOaQD/AGvlH8qKKzw/8RHNV+FnUeBEVPBWlbRjdEXP1LEmp/F7FfC93jvsH/jwooqJ/GyqPxx9UeLQKrgKyg4GaTaAXIJA3KMdqKK7yOpSn4yepBxzWfL1oooJIx0qraapc6LrA1C02efEW271yPmUqePoxoorOpsMt+HHaN5grEcKP510N1I4izuOaKK86t8R2UfhJ/B8az6u7SDcQwAr2f8A1WiXLJwRA+P++TRRTiRPc8KnXc00hJ3eZt/CmRMWZlJ4P9KKK9OOyManxy9WJP8ALkDsaoXBwxH1ooqjMqiq94cQHvgiiiplswL+s+LJPECWkMuk6ZamBUjiktUkUpGucIAXKhecnAyTzXV2/SiivLxPQ68PsyVjhTWYwBuATRRXOjoINVldLdgpwMVzmjsTelu5bFFFdmF3OfEHQKBjB5+tVrkkIG/vDmiivRRyMoMeTTDRRVMQ2z15tHluIzpunX8Uzq5jvoPMCsmcEEEEdTkZwe4NbGm3lxq15d6jeyebdXMyySPjGS2SeB0HtRRXn19mdFHdm9COWqbOFNFFeedZkXYzdIT607UpnjtHCnAxRRWi6B0Zy2indeSk8k1tsBgDqOaKK9al8J589ykw5FVz1FFFbogq3Z/cn6irk/iPVtT0i3029vZp7e2leVPMkZiWbHUk8428emT60UVy1jaj8R//2Q==", 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", 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n1Peues4nvr0I5CozZkkIPyjvXcQ+GNFhkXzbgzc8K0gA/SsjxTA2lzQpZMIonUsAox07VdJU07IjEKq4pyWi6Gpf2TpYbLNi1qpD+V1xgYyv4dah0vQtS027/tWHVbXTxImC7yKwZT7HjsDWz4d8DWupaLDd3+p6hN5pLCKObYijsOOprEv5/Cuk6ndWVt4Va8ltZDE0t3cHbuHoDnj8Kzk03uCrcy5Ix+X+Qajc6bdzbLjWtQ1y4/54wIzrn6A7ayNUj1Gze1WTSX062l3GMO3zMBjJIHTqOtaj+NNWjh8nTbTTtKi6Yt4dzfmeP0rEmu72+uPOvbye7kHIMrZA9gOg/CiK5pcqN4upTXPNWijZULp2lE+ZunfcmAfuuy4P4qh593A7GsWw0aO5voYVZy0rhck8Dnr/AF/CtRlsLmCxSPUCQkCho0tpGcSMSz54AzuJ79hWtp+mpE7tFHcLIyGMSTBUCBhgsFBJJwTjJGM5qpKUXZaDhOlVhzNXl+RXmvn0rXLHXfKD2pc4X+4uAEH4qB+NdJqV74d19lvP7RuLWbYFYeTvBx06f41n6kFMC2McYcyALtIyAvSsiTwYygNa3pQ90cHH4EU501KKbdjCN4ztBXsXL3UtN0u1mi095nklQxyXVwApCnqEUdM9z1rhb68FxMNqny14UdzXUp4Iunb97dxbT1IDMaXU/D9vomnm7gzNImMmQdz3AFOlCEXuOvKtKDSjZde5Lomn3FlpBkhkBluFPnQk5VlIwFPuP51mx6DqmpzRTWMLiSCTiQ4AVhzz+lX/AAnpmr+IZpvJ1JLKBF+crEGbOcAAH881o6zo2i+HJI49X1vXLue5BcQ2xCbwOMnH+NFRrmtfUzhWiociW+6Jb+41K1tcan4hstLjxzBZKIyf++eawbWJ7mYvoOk3uoSt966lBRT/AMCbrUsWuaFpx3aT4UVpu0+oS7zn1xzVXUfFWv6kpSXUDbQ9PKs18sY+vX9ax0RvBVn8Ebf15mZqGpx2ScndK3Rc/qawXunu5N08rY9xkD8BVTe8zmSQ5Zjkk1Mx8uBj7VtPEyk9DzY00tzXsXm02eG5hkxnlJE6H2NdpPfLfrHOOBIqnHpx/jXE2QlOhRGf5iWHl/Tt/WuyltWs47WJhhvJUsB2PepdS8G3vsejSpfvYqO2j/MpzXNxJei1tYTLITgBULEn6Cpk03xC+FWyZWPQHapP4E0miuf7Q1aUOcrbOOO2XQVbjYB1bAyCCCfrWcmo2VjaCqVnJ81kmWNJivbTUp7LUoTFMqYKsMHB5B9K5rwzcNZeLLYLjdudB7kcj+Vd341LQeJ450O3zrJRn/gTA/oa8xlP2bxECCQRKCpHbPf9a2ow507dThxNX93Fy6JnueuWKa54bvLReftEB2H0bGV/UCvEYZDLbo7DDYww9CODXpvgLXJLu3msLq4aSaI5jLnnA4I9/X8a5rWvA2ux65dtpdpFPZTytLGxkC+Xu5KnPvWNSk6cnTkPL8XB+/0ZzcUixrI7sFUdSe1Z82rTTuY7NDj+9jJP+FXtd8Oarppt49QktVWYk7IZNxGMdfz4q99i03SrVYpfNubphlobdwqx57M5By3sOnrWscT7OmorcudCNetKo3p/wDDh1zVrKdS19MpH8LncuPpXVHxhZX1nBG5aOb+Ndvy59j6Vwl/Ftu5GVWWMn5VdgWA98VGWKKCOoqfa3fMZOTi3C+h381/GIlkd2fceMGqn9rxKTiJvxYVQ0Vvt2pabbTKDHJIisp7gsMj8q63+0ZlkYRGKBM/KsMSKAPTgVn7qSb6noRqVakmqdkkZuk6os2owqIihJBBzn2NUdbYWfi1pDnidJOnY4z/Wu318CXw34f1BlBnErI0gUAkYPU/8BrzzxVK82qNMSFEi5HtitaKUrtbHNiKjdO097/ke5xeXqOlhJBmOaIxuD7jaa8JEL2jzWcufMtZWgb/gJx/KvS/BniV7+4k024RAwXfG4P3uBxj6c/hXI+P7P+yfFs10yMLa/RZQ4XjzBww+vAP41nOlOm3CS1McBiYOaknpsc+5qO71VLdvLiAkl6H0FCG4uji1sLyfPTy4GP8ASrmk+H44rRb/AFCUwwsSEYJueQjqEX0HdjxV0avsU79TrxdOOIlGz0VzLTWdXgGY55YkznCrgfyrsdC8RSXunXEVwV+0ovDLwHB46eoqndWumm1WezmnYZKyRXCgEe4xxisbSpYE1BzEr4VWBAPHNCxEJStMxnTlSVqbv5GjqPiGOzkNuA0jj+ANgLWafElwG3C0iwO245qjqUEEUklxJcbpXPCgcCqhz5WfasuZTbYp16lNqMXZI6i08Qx3KhvspHIVvm6VreKR5mlabMT2KH8h/hTPhsPtnhrxPaygSItuXRWAO04JyPyFV9duGl0K2C8LFg5+ta0opy0HKvKVKXO+x6D8P7sT+GYYu6D+uP6Vxvj2y+xeMHlUYjvoFlH++vyt/SoPBviWXSDbQkRyW7yMrk8FckZx9K6z4l6ZLd6NbahaxNLJZS7mCDJMbDDf0NFSlKnK8tpHJhcRD2vuv4XqebGmo6xq7OwVR1JpYIr+8/489Kvp/dIDj86j1DQNZEtsl7p81qJiRGhwWc8cBR35pUX7OopM9XFzhWpOnB3b/wAxYfEkVncCSK38/b0LttGfWuo0HxPBqlwsEsRgmP3RuyrewPrWOPB13FaySGyR/KG6VBKryIPUqDkVQs7A29wblJGCxENHg9D1rWriISu5HLSo1KEVytNdTrpdQdbx5YiNzEgEjOB7VjXni9o3aNZ5ZnBwfLIVR+NV7bVEu2kKZ3KDx2zXNz2QsY0Mk6tM7covb8axqVYyl7r0L55UqScd3ds3W8YT5/fQSmPvtmycfSukS6j1PwleyREugQOu7rjrj9DXm9xkRGus8J3R/wCETu4W5Lb0Ueg/yaKavJWJp4mUlJTeljpvhlcpFqF3ASPnxj8R/wDY1pfFGyzp2n6mo5tp/Lc/7DjH8wPzrhvDOrtpOpS3Rj3LsXgHnIYc/lmvVtWjj8U+C7pYFP8ApVuWjU9Q45A+uRitK1OUZKbWhwU60VUsnqtTx89aY9Vk1CDyVMkgWTGGXuDU8KXt+wWx028uCf7kJx+dYODPofrFO17nOwjgUXZ2wgdzVzS9NvNSdo7K1luHRdzLGudo9TVaSMSanb28gwu8BgfrzSSPCOy8IaVLfpa3t0hFrCo8pWH+sb1+g/Wt/VJA+osOu0KK1LYKsKBANoAxjpimT6ZFdz+aXZGIwcd6ctVZHsUUoPUw/Ck+lxarfJrMxht5oWTdz1Dhuo+ldX9v8CwHCmecjnASRv8ACqaaFbDkmRiepwB/SpDptjH1XGP70mKcrSd2jCNFxvadjP8AE+u2+u6ray2MM6xQQtGWlTbuJYEAD2xXM6ro1211HcWyp9plG1ElOBx/Efw4rsWfTbRyRLbow7mQZ/nWFq+s2ENxazJeQOUk2squCcNx/hW9Cbi7Ixr4en7O0novy6/gc0j6pb3LtayxW13EfMYEnGRwQD9R+ta+k6Jqviq2kupdfuY4g+wxO7uwPcdQKz9Su4G1qQwMGRnClsY+YrnA/L9a3PD2uafo5mXF1J56q5WG3Zjv53cdu1deI5pU+frY8mhGFOs6cdrv5roZOueEYtDNuVvJJzNu3l1AxjH+Nc7qGp/ZEKRnkcZro/GOuSXrxy/Y7u3jAIQ3ERTcOOmf8815xdztNJk+teLJNzdz1+ZQjoXIJ3uZd7k9atyjgD1qvpdtLOwWKJ5G9EUk/pWvLpN/E0RltJo1Y4BdCo/Wto6I5dZSN7wlEJPFWloSF/fIMnt1r0dfAckYzcanBGO/yH+pFcTpvhiSaJJZAqnjpJj+lav/AAi6tzLKrnPVizfzNU7SSO+FOrBtwaVze8WCysPCdjp8V7FcTRXSEBXBZh8244BOOteea7ZtcRxTKMpHnzMDoprq08O2sTBvlH+6mP1pmsRx2+mMY0ASNldgB2BGa2oSUXbuZVsPJ0229dX+Bxdlq81pdR3tlDceci/LHsw+4dsH2NdQvj7xPrLbNL0m2lAGTmEsyHodwJwDmszxC6w6hbXasRvUFWHrnGf/AB4VpeEEa01hpyyrDdxsCCcfMmDn9a7Kz9rTVSS1sePSoxw9aVKLdrr7nsLLcfEe7QmW4is4u+DGmB+GTTfEokTV7iJRtjiRI4FHRUCjGPxzW94g1mzhQW/2y3XPLfvV/Ada5XUNW/tO5+0bNpYAbc5xXjV5aLSx7NOHLqikyOLHbnLtVVY4NMsW6eY3LGr+4BOa5nxDdsISFPFcsbt2NHormJNcPd6kAWygOcVqv/qyKx9Mj825DEge5Nei6b4Ssb7RZr658R2FnsBxE5Bcn6ZFd0FZHnTld3Nf4UpbW2h63eXNzHGkiNGQ5AwADz79azZbdrzRhCg/eNGNoxyT2rP8F6PHex3ErsuEfHK5ruo7OK2hIjGXIwXPU1tTlySuddPDucNXvY80ik8hBAYpleNgxdkO1vXB74z+ldPa+PfEwjh02ztVW5B2oJ49zOp6FTkDH1pl6Fm8NgHhoJNjD0OSD/OqOnlp7i2v0fDWhWTcx525Ax+v6V6baq07SWzt/keLKgqFXmTd5K/+aN11+JOogiW/S0Q9lkRMf98gmsqV9V0QXCXeom8urjCC43sxiUZ3KpPTORkj0rudV17TrK1fOoWqyHgDzlyPfrWHpP8Awjuvrdfa7uJlt9rBxLsxnOee/SvJlJ8ux7dKNOHvy6HNWs8tnaT3MDNHIFOGQ4NNuC8Wjbiv70qMqvqewq5fNafaJ0swBamQiIDP3e3WmE7lOeg5rglJtmzlzO5mxW0Wj6O6lt0z5Z29z2/CuQhnkutVLMcqnArc8TXbR2xVe5xWNolsZ5mK45bbkmtaKvqzlrysuUuXJzEfpXQ+DjnS5F5/1p/kKJfDIbw9d6mdTslMA/49y/7x+nQfjV7wFYCfSXldsJ5zAgdT0rtpy5ZJsyoxc24rszGVVtb2aOeRY2ctHGGONx6/4V1Hh/4gjQrP7BJAbl2XzIo923nuN2D6dPap7iwtLu+vo5LeJnSNRFuUEoMdR6c1zIj+02b2gwW37lwOQ3avUUo1abptaK34nm1sM6VZVebV3X3afidEvjLVr2Zp9J8H2iSSHJm+zF2J9c4AqG+v/iFcIPPufsSPwEQpGfyGTXa6BM8vh+0aUYZI9jgdAV4P8qwtUv45LhpJZURRwu5gMCvMlaMnG2x61CkqkVJnDw2V1oWhzXsWqSwTyp80cLYUqOxPesOyuVvNbinkLMGblyOrY/z+Va1jb3PiF00/c3lyNtyOy5yRXZa54Z03wz4WhtbVC093exZkflvlyx/T+dY0JPnVzOrFJaEuhx6pqszadYPHEI1Dy3Mq7hED0AHcn0rp4/BNztLXPiS9IA58uNUFRfDiHbod1dkc3N25z6hcKP5Gug8QzGHw7fuCQfKIBHvgf1rStU992CnKbSjc4yS18MISsupa1d4PVZcA/TpxURm8IQnP9j3M59bi5PP61wsty0srsXbBbAGccZpnBw2cgnGKpU5PdmrnSTtZv5nbTa54ZgG1PDVhx08yXdVGXxhpCKyxaBoqg8cx7v6Vxtxg4G09+lZr5HNP2Xdi9tBbQ/FmvHf20E10d6SwzxtGsTqWEQJ/h7544NWNI8V3OgWskFjdOokbc7+WCxPTqa5vrVnw5pkWu+Ijp1zfy2qtHI0Zjj3lnVCwX0A4PJ9Peia095tijUjH4YJfIueKNevdYht5Lu7ecLu2bscZxn+VccWZ5AAMn2rovDluuppNHc/OqhSue2ev8q1J/D9nbyF4lwwrkk1G5Un7SV0rDfDNpqNsv2qC7+zHHJCgkj8a1Xu9b1bVEtUuGvivO12CKKoRSyvItrEeWOOK9I8I+EYNOVr+aRnlxubPHA5pRm2wlBR2EtNJ8UJbJv8A7ItRj/lrOTUp06/H/H54q0qA9xDHuP61xGp61cT38shIdzlmZuceg+g4qk2o3RwQ6geqLXTGM2r6GkpRi7Sm7+R38tlY8ibxrOSO0UAFZ1zY+G5FZLnxNrU6kYKou0EflXGT3tyf+Xhzjj0rJnurksQ07n/gRqlCfch1KXXm+83Lm3tBrQty9xNpeNonPEoT0wTjOQOaNKl0+K6nbW7L7bB/yzRX8vcc/ebn07D1rmWkdz8zsfxNVrt2WAspIbNaylVas5GChhk7qH4no/8AbXh6Ff8ARPCWngdmkYuf5VlQLtOO2aztQ0+xsvDkGo6Vq19Mj3Rtv9JhEa3BCbneIddqnCnd6jvkDUgBOK8vEN3R3QlTavBWLTLuTiuS8TRMsfyqx+grrlbiqBlRrgpJjaT3rGn8QT+E4jR7Oa9u1iAdV/ibHQV21xPp+naJLCsaGTGNxHzH8ass0cSOyhVQDgAdfc1xl1cNd6mEQBlByQeRXQm5ysjHkjCN2d54Dszc6TJO/iG30+N2P7soGf610VxY6IFxc+LtSk9oI9uf0rgorqaGAIjKgA6KoGKr3l5cuc+dJt9siuyMJ9yeemluzY8QWunWvl/2JPd3as++VbzIw3ZgRjP0NUnFpDqkBWN5dPABkSUgOT/EoOehOfpmsGSaRjgyM31Y1Cc9+a3UqqVuYxcMM3fkb9Wehx6/oMH/AB4+FNMUj+KQ7z/KorzWH1i3lQWlpaiNDsW3j25z6+vSuQ8JwWOoeKY9P1G9uLSKc7FmimijWP1LGTjGM8dScDvV+AzWOsapZS/aFMErRBLgASLgkYbHGemccelcFe6TVzshOlKOkbMuwFgkQY5wMZq+Vyh+lVIl5Qddo5q6hHHtXCy0cf4sQx28Z9ZP6VkaLHLe3iWkLspcliwHCgdSa6jXZYQ4Mtus4HRW6A+tX9N2x6csr2lvbvgn92mGI7ZNbwnywMZ0+afkRai2n2nhmaJUVrhWADnlj7/jzW34CsfEM3h5pLDTYXgeZisk0uwHpniuEN15+tqoBaNTuYA9a6ZtbuI7NYk8zy1BAXzDgV1UYyava4vdUrqVjoNZ0rxDpay6tc3OnKUj2PDbSbnxnrg8HFcisrW9jHqUFwzs0mzYh2yqV5D49CTj8Krz6tOxJ2pz3K5qi1/cnjzMD2AFd1OpVirJI56lGhUfNKbf4a9zvLVfD50+I6hrGsyyMu57a3crGpPJA6UxrnwbbNmDw7NcsOjXU5Of1Ned3F7cxx71nkDAjnNdFr3h/VtA0DSNQvJrhZ77zDLC0ZAtwAhQMcfeIbOO3TqDXLWc1K7e500lh0lGzOt+HVrF5rybcsiDafr1rR+IUjf2lo0WfkWOaQD/AGvlH8qKKzw/8RHNV+FnUeBEVPBWlbRjdEXP1LEmp/F7FfC93jvsH/jwooqJ/GyqPxx9UeLQKrgKyg4GaTaAXIJA3KMdqKK7yOpSn4yepBxzWfL1oooJIx0qraapc6LrA1C02efEW271yPmUqePoxoorOpsMt+HHaN5grEcKP510N1I4izuOaKK86t8R2UfhJ/B8az6u7SDcQwAr2f8A1WiXLJwRA+P++TRRTiRPc8KnXc00hJ3eZt/CmRMWZlJ4P9KKK9OOyManxy9WJP8ALkDsaoXBwxH1ooqjMqiq94cQHvgiiiplswL+s+LJPECWkMuk6ZamBUjiktUkUpGucIAXKhecnAyTzXV2/SiivLxPQ68PsyVjhTWYwBuATRRXOjoINVldLdgpwMVzmjsTelu5bFFFdmF3OfEHQKBjB5+tVrkkIG/vDmiivRRyMoMeTTDRRVMQ2z15tHluIzpunX8Uzq5jvoPMCsmcEEEEdTkZwe4NbGm3lxq15d6jeyebdXMyySPjGS2SeB0HtRRXn19mdFHdm9COWqbOFNFFeedZkXYzdIT607UpnjtHCnAxRRWi6B0Zy2indeSk8k1tsBgDqOaKK9al8J589ykw5FVz1FFFbogq3Z/cn6irk/iPVtT0i3029vZp7e2leVPMkZiWbHUk8428emT60UVy1jaj8R//2Q==", "info": {"video_id": "91777", "label": "moving wallet closer to shears", "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": "84c97af96cf7d090d2b1013206a46096912c535e897764a00ee2346f8746d68a"} +{"episode": 84547, "episode_seed": 2678919600, "split": "train", "timestamp": "2025-10-13T03:48:02.259734", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2678919600, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bathing soap upright on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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z/b3WWXmvT/h9r9ppUV81yX/eGPG1c9N3+Nb4bnlLkjrcxxagoOctLHfQ+LIBcTJcL5UW3MDAZaUBiDj3yOBUln4ljnS4e6jFoIZNn7xwc+v4isO40m9aO3ksreN8KdhE20orMWxyAf4uxqxp+hQRFJtWkiaQD5LcMFjQf1r2JUsPyt/8P/XqeHCWI5kv+G/r0Og1CXzdHnnjKygx702nIP8AjXM3dlqRsFnjj3pMABCnPkjI24/XP1rVudYhtIhDYm2ijUH5sjav0/zyfxrHfxlK8ZFsqhlXLM6ZOM9gOM+1LDwqJe5Hr1IxLpyl78unQ6+3tra2hRlt4klIGSFGc1m+H5fMsLaRTwQfw5Ix+lPa+TyQZcEFc7XXn8q878PeIb21uY7SOX92ZSAPq1cFRO+pWMguSPKj0z+1pNNF3PftI9uiB8hAMNjkDOOOleD+MPHepeKL1/Ncw2iH91bIflA9T6n3Ne6Wsek6tLLFLbssnIKSNkHPcVx2qeH/AIfeCLSW+1G3+3TyEmKGZt5c+irwMe5rOulKzjp3PRwd4RtU17Hh8Tl4WfBI3YLAcZ+tTK+UHPFXfEXii88QSRQlYrSwiJ8iztkCRx++ABk+5rJQhYsZ5BrkaSdkejFtq7R9MWdhZabuS1iCMxyx6k/U0alLLHHG4YmAHEqquW56fhnqBWbd+LdMtpdr+e57lI+P1xToPEWnX6N5U4RxyUlwh/XrXvOnVXvyTPEjUpP3ItGdqKGMp+4ESSsFVjJyG5IBGTgHpx0rPultryyj1O3QBFXbLbuxLZBwSG7mruvOlzZvC2VHDKynlWHQiuNtL+XT4ntpCGG8spz1zTWKVNXvr+gnhOd2ezPQPDcq2cl0LkxAysBGV6hQOPp9K47xHNJL4rv2l7OqofVQowayp9UuUkMqO3rgVWXUZruV7m5++2OPQDtXDWrOq3JlVqKp0eWJyPjZ8+MtRPUB1X8kUVRspjNE6n+AU7xDI1z4jvpf78xI+nSorJgqSDv0NefLU9PDK1OK8kaekXJhkz79K7zSr7fJGM5BrzKKRllwpxzXSaVflLiEE9+cVC3O9PSx7hZXEOt2MUV/Es72TZR25BB6fyrXjdTwOAB1xXEeGdZitbW6eUSsPl+WNCxPX/PNXj43sASGtrpR3JAOPwzXtYelVqUk0m0eJiZ0qdVpuzNCeOaZ5YJ4xNMDxIwCpg9CPT3HPSsiKa3j1EW9zDE3mS/Z3VWz5bY+VlB4wQe4zmtEa3a3is1pOkuBk4zkfWuW1l4XvUu1byp0YMWAyGx6j+tbxqqDtU0OeVDnXNDU6FfDUhnltopgI9isJimDgk5U469K7RB+6UAklcDPrXE6d4thK/vJABita11201OeO3hvUiDH94EbDt6AHtWVWrKrbmew6dCNFNxR57Mvn+IrkH+O7cf+PV69pF/9s05XERjCExgE54U4z+leS6Qon8Qp1Ia6PXn+Ku91B2Nu1k107IGfascfzOq4znGM4z2rGFNTbRzQqOFSUzbvbC2ug2QELHJIA5Ncbr+hvaW8riRjFIQDtUDB7celPsJjaBZbS+bIOfJkzg/hyK3ZL2LVLRht+ZRiRCOn49xXRKnOjqtUbUq9Os+XZnlIuJLa6C3BADEDAOBjsw7YrqrS0tLEFLeLYWOTjkk+5qDUdGjAJABjU7lVuSh7/hVe48RCA4TTruXj7xXaDTpt1ZPlNnanFcxoagJQkbIWeMHDxKBk56HPfHpWFqFuYFR5BDHHK4U7V+63Yk9CM9RVi28T293MIZLaeOZmwqqN+a07uOKaB4pUV0cYKkVraVN2krEe7U1TORvXjudKTUAqRzgBCqgbDg46dqx7iBUtty7mL/OSzEir/iBV0/TzaxMxVnLAN1A9M96o3l1ALZFEinCAcH2rzcbXbfJF6FqLhyvqYF5x91D+ZqDTtSl06/imUA7GGN3OKsajOiRxgck85rJ3h2J9689TaZ6DoyS1Z1eq+I9T1m2msGume3J3MpPHHNcXvxJ1rT+3BLd0WNd7DAb0rKZMNWtblaVnculzK90X4ZyuDmvX/hKILuPUnmiWQwtCyFhnaTv5FeMJwK9S+Empmyi1grbyzu3lYSMj/b9aeFTdVKIsTJKk3LY9nVwQTyox1rGlt5pDJBKFdg2fPlAO70IHqOnYVly+MZoTifSJol7kuc/qKtR65DqEDy23mBBwS6bef617DpVKS5mtDyozp1XZMzor2BNV+yzrC7Tu8E3y4IOOGU9QCMcVZGgRtPIolkW3jZHjbjcfVc/lzXPaxNG14l3tKzRkHenfHr61btPFSqh8xiBjvSli0vgdn1BYRP41c6LVZd8DsOSBXn+isE1BZcfcDSc+wJ/pWxca9Zak5jebau0/uzwGbsSf6Vg6TJt89m6fZ3zj3BH9a4Ztbk4tNpRLVx4qvks4LpD5c5AJx2NclP8A2t4z18gvvnlIVpZGwiD/AA9hS3/7+ILJJK+Bu4xwuSMn16VRstUn0W4WS2kDoOx7UpU1PVvQ9CM+XZanobfDfw/4T03+0/E2pfbFK7USEGNQ3bAzlj+VeZyvFe3sj2dsLe0ydi7ixx7k962JrrVPGuqwx3M7vHF78IvsPWr2p6CthDhAdoHGBXLOStyxR006Ur80n/kdto9tqOrW8+y+GI32hZl3hvpnOK07PwjDHKtxeSidwc7FXCZ/rWr4a0w6ZpKRycSvl3HoT2rW+XG3p9a+hrYqXNKMNEeDSw0VFSmtThvFDNaQho8GRzhVPT61y+pwrFGJ5OCy/Lj+L6V3+sW0NzrVrA671eCQKPRsE/0FcqLNDYT3Uqg4XyYVPPzsMkj6Dn8axeDjUgpX1/z0X5F/W3GbjbT/AC/4c5AO88IcoVPQj0qs9yIYny3Q1o6lafZ7FTHO45ywwQB7ZrkryQx/KxJJ+bJOa8zEwdKTjY7YR+sRVmZl2zy30soBIZs5x3qS2t3CMTwxOcVL5x2jniiKQgt71xOWh6EIWsNjjKyc1ehkMZz36iqgYZyetPVwDg1Jvsd7o1zI6RmCV0Z3VcISDXeyeF2nkH2nUp5oifulfmP41w/w0sm1LUXZuY7Qq5Puc4/r+VewMu0L7CvoMPXcMPCMHrr+bPBxNFTxE5S20/JGC2l29nZ/Z7ZNi85PUk+571wzSPd39xFkeUBiMHvjvmvUbhEaGQlsNsOPriuCurBZNNsJIovndpIiB1JDDH/oVXCgq9+Z6/8ADv8AQyqYj2NlHb/hl+pydxJtuEihG5M7Wb/Co7gfZQZC4DD7uG5rqr7RYLi+gtFVnS2XZmIZLuOSR/wL+VcvreiT2geYROYweWI6flXPXwjgk4q6NaWKjNuMnZnVeEF3azaMRnDbz/Ougkaa4khmtyzSQI85I6qWbP8Ah+tZHg5QuqQNgEeUT+ldzoOmy2K3BmQHfJlHBzle30p4epGClJ7nn+ylVnZbPf8AMzvD8sUmv3KpGvkTR+bsYA7G4yB7cmukktoY1YRxIgY5IVcVWh0qC21Q3cA2hkIZFHGfWrz4YFeR+FTXqKcrx2sjvw1OUI2nvdnC627W2sruDGCSLGB0HqfrXGaDpMWo6e8s7TA7ztKPjIHtXqur2C3FoQrKsyndEW7t6fj0rjtOtI7GxSFOijHXv3rqo1FGHu6MU4OU/e1QlhplpYKHhhAcjBc8sfxrN16+kiKRQ7lYje7L1Cg4/Dmt0lsYIx7Vg6ghbWSpG1JbSRefZSf6VpC8pXlqTUVo2joc14nlj1CDdasS6LubcMBR71wknn4yyHH1rujavPa/ZkCmWXDysSAI0HTJ7ev5VzuoWBztt3aTbwWAwv4e1cOLwiTbgbUavNbnMGaV5AMrjAxVdHNXZIGGQ5qsYWzmvJlGx6MZ33EDnvRmgoRTTUWNU7jt9dl4BXz7qaEZLSSRLgdxk1xJOBXqHwX08Xmpahcv0thGQP8AaO7H8jXZgJqniIyfn+TOXGw56Dj6fmj05PClgJVZ/tEidkkkyKtXNnFFa+THGI4lU/KowAK2GAHA5wKgvI99lONjEtGwBx3xXpSqyqWUmefGEaabijywFpbi4eZikbjMYboBWNcswvIhjyoXHyhuNw9f0rtLiwN7aaWFAQtG6MSPuqr8k/QGqV1p8V7cvdiBfsiDyomkO1QAMDnue+B61vPBU22476/5fiYU8ZPRS8v8/wADjbqWCNgqyK7Fh0FXrKXEV2B1EJFV9V0l4MzQqGUNk7eTT9GV5bmVCrBTHglgRXk1ac6UuWSOmTjWcXFma8ckzefAp2Qqq4/vDHNUYljYSp5YwDlQw5ArslsTaWwiQ+ZknkDFY8+npFJJL1ZuoHSnOondI6IQkmrlrwWkS3phVQpc8mu58RWkH2FFOM96830m7+xamj/dwa6C/wBeXUpPsqTBc8FzyBXHGDlLlR6ilFU7t7HrSnK4yfzpZVMkMipK0TbThwB8p9eargheTxUdzDFcxiOQsUJyy7sAj3x2r10tTxHsYaX8txqlv5pEjwb/AJ0UDPykHnp/KqMcaXNwtvbywSyRghIJgUx9AcbiT3JqG9u4TDfTQxrGjstpCq8ZGdzn8Qo/OnSsl5YWV7IoZ3UxSMOCHTv+I/lXqKOumnT9f1Z5bdo66vf9P0RVn06G/guYryWUXABBiIC49gO2PSvINWt5rS4aKRSQhIDeor2fVbLU7kxjYWdQMTthSR2ye+K5jVfDSsjO5MsrdWI/lXmZjT5rST+R6eX1OVNW+Z5ir8YzUo9RVzUtMlsmdinyis0Z25HGa8dwPWVQlDEk0jNg02KZHJGea0/DWkwa94gOnXN9Jaq0UjRmOPeXdULBfQDg8n096i1jRz0ueifBmQk6zk9PJ/8AZ69XU8kkk54rxz4KM0g1rcc8QH/0OvXFIPGePavTw/8ACR5ld3qMpa1cz6fsnjuPkcYMLKG59R3rDNwkWlQu8r2+JZCkgTONx7dx0PJ/nV3XPs1payXLR+dcyny4jI2cE+g6ACsmK4jTX49OL/6P5S2T8/xYzn6hzXq0l+7Vl5/d/wAOeXUT53f5f18iwYp4tOSSMxnT2bDvbsDn03nrn68V01npuk3FkGiXejDDbm5Hsa5bTkuYZ5VtA0cyhlliVdyvjggrU9lZ6j9pZndrOFv4U4JHoBV1o6fFb9TnpWc/gv8AobwsbezkU2dvEjKMfKgzj3NbEV2UgIbjHbHSqlh5SQiFFAA49T+dOurlLa6toChPnEjJ6AY4/WvLcLuyPWUowV3oW4bxWbINXBKJBzgiufu3FnaTS7cbVIGfXtXL3/ia9TwnK8Fy8V5BOkbSIeWB/wAaTpPkdRbIv2iU1DqzvL1VMTho/NTB+QDOa4JCpIFU9R1jUItHivrLxDqUoafyMzoqLMQuWaPvtB4OfUfQThsEZGTTw0+a5U1Z6jrya0FpILsgxkbdvUk+3vXLpI63BaRikcUbNmQE4U4XofrXTyukQDuFGwFi2OlcfeXby2k1w4O67mCqf+mac/zx+VelSu4uK6nJVtzKXYcfIFw8F9DJbrkkPC29cnuQev1qhfmSxiMLmKaBuVeMgg+4/wADV8u02l2c4J3Jut375xyv6ZFOuNEgljWUM3lkBgoXFFaMfZ2kKm5c/unCToJpWKggDrkVRlUq2K7K905UQqiBRXOX9myxM208DrXz042eh6sXpqZLAtUWfmx3qSI/Lg9arkkuW9TUcly1KxIa9a+CBCNrh4/5Yf8As9efeEtO0zWPEkOnatczW0M52rNHLFGsZ6ksZOMYzx1JwO9en/Cyy/s3VPEtmUmjNvOkZScASLtLgBtvGfXBx6VWHX7xE1p+40epK4AJ4596wdeuYoLkNaTN9q24kVHOMdia2FYHtkDrmsPXZ/Lt4rC2VUkvJNpCrj5Sea9jDr94jycQrwZmTSAaVEHt2nCpvZYnwyqxJBPqD6fTPaoWQXECXlrMbsQj95BKmHjH+70K/Sore9jm8TunS2nJtQB/cxtU/moNJBayXUkkYdUuogVD5IJIOD0/zzXoJcur06/f/XQ4pWbUVr0+4tT6lp9xanCxxgfejIHH/wBasOWTcd69O30qb+xTbys8zGZyc89B/jT0tvObB7nHNeTiYxlK0Xc9ig3GPvIyprqYxkeh7VmTTk5L/rW7dWzwapHA3EbJgHHUmsvXbXy7XYuMvxwO1c/1aSaT6mntotNroYVzHk5FNsQ6y7VYKW4yaivGlGkmQFlkVwpPerGveHNW8O6HpOoXc1ws96ZPMhMZAt8BCgY4+8Q2cdunUGsJfu6mvQ0T54HvK/O5BPfHFQ6qSmm3TqSGWI4I+hoor04fEjz5/CzhdSPlxWFsoHliDzenJZick/kKuaZ82iyIeVW8UqPTKkH+VFFeu/4a9f1PLlu/T9DpLb97o8LMOdnasi9jUqTjkZoorx6+7PYw/wAKOU1m0gn0udnQZCk5FeXOoR2UdAKKK4ai0OxblMqAgYcHNWNO1a50bVE1G12efFu271yPmUqePoxoormqGsdj0v4LEoutAesA/wDQ69bi6H3FFFd+G/hI4q/xswdTQSeIbKN/mjjRpQp6bhz/AErjvNd5DcE4k8wPkdyTmiivewu3y/VnkV+vr+iO0tjt8UXGB96Ug/igJ/WtmdRvB9s0UV59fePojqw32vVlRpHhuFCMcHk5qfxCSbW2kyQygkEevBooqKH8WI8f/u7+X5oytVv55tCt5nI3u3OPoa5/xCiRadOqqBvaIt79/wCtFFbT0w80vP8AQ57v6xTfoYmqa+2rxwxSafYwGFVSN4FdSqDooBYgDnPTrXTxKCQTycZoorzcH1PXrdCnrcjDRrlhjO3HT3ArmJCbi9ihcny44QqqD0Gwt/OiivZw/wAP3/oefW3+4LKRvLa3/gMqv+O010MShdOhUdNo60UUsX8JOG+P5GTfqFU4FYzwpJCwYZHNFFeJV3PVjscdeQpGAyjB3EVTwPIf6iiisZblIu6Xrz6OJozpunX8UzK5jvoPMCsmdpBBBHU5GcHuDXqnwn1C61S98QX95KZLm5killfGMsd5PA6D2oopUP4oqvwHqMfC4HcVzGrytHrV5KmFe3s90RH8JOOfryaKK9nDfG/Q8yv8K9Tlj+6WCVc7wQwJ7EEV1MHOvSnpmSQnHfJoor0sTt8mefQeq9UWryNC5+WsplCXsarwM0UV4ktz3VsT63aQ3CQu6/MUfke3Irk5Sbh7RZSW2SBc9yNw60UV6K/hRf8AXU85P97Jf10MXXY1RL+NfupMMe3zGsHUde1PUNOg0y7vJ5ra3keVBJKzEs+M5JPONvHpk+tFFeFjf4nyR6mH+D5s/9k=", 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", "info": {"video_id": "16157", "label": "putting a bathing soap upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "16157", "label": "putting a bathing soap upright on the table", "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": "3ad25d4e9218c46d26225fe4394d0e5f58d9bc90c32c8e69ee14ca4d21427a48"} +{"episode": 84548, "episode_seed": 3556578904, "split": "train", "timestamp": "2025-10-13T03:48:03.094895", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3556578904, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leaves up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "3583", "label": "moving leaves up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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dLJUHcFGMAYqT+ysxsyOCw+WgvkZjXIJZQBwW9KJbcFlcKSeMA8gf4VbeG4iUCRNrg5yw4I/DvUzRt/Z5ugjeWG2gnqT6YoJMG/08ahZFRDsO0hdyj5TmoorBreOMSt5jADr0B9v/AK9bqxouxEOQW5FVpYxNdSKWKhCcKCOf/rUNq4GftjIWRnDlsjOcY7nFdTYWMdnbQqmZNo3B2PJzz+OM1lWMSSsFkLMerYGcYAyePbFdEgAhRow20oMEjnGPT1qVqxjhKqO5I6qCVJ74/wAK57VbVZ7XfCqyJ8hO7PBU+vb6+o961ZkmktJdqK0jgFUJ/SsyVpbZbhbmOD7MwDPEeeccj0xV7EnKeMvEseg2Wnguf3iNgZJPGPXn8689svGtz/a73LTBQx4XNW/iit1LLZCZVG2SUJtJI2naQMn61meE/h5qniC4SW5R7SwGC0rjlx6KP61Ljd3N4VGlax674a8VzX6BokdwCAxAyB+NdrJbLqNoXuINq4/1iH5k96561sLXR9PjtLOFY4YxhVH9fU1saNqBNjJbNy5bAHruGMU0+hctVsZCWEMLkNNFtzhdg3H0pot7K0Zo1WUxH55ASMOcYPHbsfwqe5g8m5MDBVMWOc5APTqKpXMjr8iAHccF+1TJXOWXkVQi+W32Y/IZcBcHcT+PWrWk2UNxfA5I8jL7FOQ+OCCO/X8xVKRVjltlikbzEkEmfoa6fTooch8PvlQlQV4I4J5+uf1rOKak7k03dlyNUjgaPbhcZzu7/X8KjvWimREZgrMpww7n/Hinz+Y2EUcn9Pb8aztRhuXkkaOKPYFVkmLYwwOfyrcozoI2t9UnZk8rzAWwGYAnb3B4J9+9cx4c+GOkaM6XN6/2+6B3DeMIp9l7/jXQ6zczbRJHFD9qynnMrY+QnGPcZNaEj7V4pNmlNXJZGATCgD0x2qHTb0WWoK2/hiVbn1FUbq8EcZJOKx9Ma4vr55gP3CNyWOAfXFZc/vaG9klqdBq4S9vvPb5x8u1T0yB1rMv4Gu9KaCBdq4+UDK8g5wfSt0pixNwFby1ON+3j6VAy+TCMEsucnnNa2TOV6mKtu4gj+1tgqgz82c/X1p9qB9jYbmKvKXQg9Mj07VaP+lZIO1BnKlevtUtnZxShEk8tc9BgDbkc1nJK6IUNbmrp2ni2t4hM3myfeYgYBBOVyO3Hp6VphYi0hYZVlB6egxTY9qQpsIZQgw3bGOoqpcSMbSaYI54BXb1IrRFsy9VWS38qeKWQSIySRyRkZU9D169encE1OJSyRljudkDM+OW96j8wiK4glgnjt2w/mbsMgPUeuc/5NZlldvLNcB45I/Kfy1VgBwCSDgfWmOC1NsuMcVUmuAikk8CmvOoXg9q53XtTNvaOyhmAHO0Zx2rKcjpih63b3msLHGx2ryx9K0rm2R5Q87nagIBBI2j1Pv70zQ4UTTIJTDgyZZmIxgeprXmiXYp6b/lB96qmrK7Makru3Y5nULGRLqK7sQ/mBhwpHII688VY8uVifP8Anb+4D8uenPrWxMywIPM5AHUDr/nNUpFMqNKdpj4G3nJyf8Kp2M/IhS0mZvIjkCSScLkZUH/9ddVZ2kNsVLAErgHgEA9zn65rKsbGN543Z41KEHO7HAPH55red/KVmOeDyT9alagNdI1tXVuCpO1unU5/ya53UPNs9QR4ppYmBeMyRsoyh5AIPUcfga1btzHbx74pTvk2sEHJrOkkL6eIbiCdRCxCFW/1p6L9QQec/pVkkU/imCGFmLhSpIYE9CODXO6V8Q4ptTnjL5h38MelePazqGoX95M5aRI5pGcJn15qDR7S/vNWt7O1EgmmbauKhJnZzJO1j6is9bs9Qi8uQqwYUl1p21Q9tIxUH5kbqM9+e1c/oekReHrSL5zNcqAGmfqx9h2FdVq84uktBAiuxwMMcDawGefzqr3RE1EoCzVZFYz/ADgjasfzEn+VMuLeBJvJGXvG5HGABn7xpt5cQ2axTKTtkVhGQPlQgADJ69T+lVprmSG8u8uTOybG/dncvP8AD6gjHNZuLZzTdtTS01CZZ5YlEYMhUrjOMcVqRtuiG7KsSenT6VnaI7QWqWtxxNHnII5x15/OrbyPv8mIAgAscf0q43srhHYjNzHHDL5wLKmenPArn9Su7e9tpYk3skgAKt8u0g9a2F8tJJBGmDKu54zwBk9cdjXP3KCB/KGRg8FgSGPY5pvVjHppum38/wBouIVuJomOBIoIQ+3bB6/XNajSBAAAAo7CsvTbkSPKRhcY+XOcVYuJh61N7I3pr3UNvrxY4mYnoKpaTLLeIZxjaWwOfTvWdcyteXqQ4zAGAkbdgY9PxrWt1ntrhYIwI404Kbck9f0rJNt3Lm7KyNJYjuKM/wAxHAxVqHRWaUGRiinGAcGksgfOHnqgydkTc7sgZOf1/KoBq0pEzKZFEClHBXLLlyA2M4wMD861Oc0jpFs0LxGAIAOH/i/OpoRKgiVuQSBwBn8KZYyyT2KzzssodQVKAgE49PepxPG0KSqflHzDjHFNCG3EgULIrHG7HJx+FZ+o6haRERuXR3HBCn+fTrUs/wDpFuDcqNrDcGXjbj37GqGoqJoYpXVmCDAxnLA45498Gm9VYRlyeTPdyyyu0YlVEZxgnjIz7defapJrjC/SqUlwEAY7Tu/i6EH/AD/Ksq81NVVsNwO+aznobUVqyPVJb2+cxWMJmIYBwpAIB710tjbG0tEjHB2bcdBmsnQ49lnJeZB84qCD/n3rSkuHdUmXfJg/KpGBntUxXKVUd3ymgrzmAIWYRgltrHjJ709rKWYHyzk44IGRUVvPLNCitEHZvlKRt6nrz6CtGa9i02CMRvgSo2zPcgDv0HPrVrUy2Ei0ZY9skwY7sjahxn6mpYdPFlcs0QDJIowGHTjp+Q9KINUnmu2tkRG2gBwG+ZWzzkY9MGtAPGJtvmbmI7ntVIliRkPCMAKc8L6CoBNGI3Mr7NhI3dOOtOkl8siJUJYZbPUiqO2MGUFjJFOCQp5Iz1wfSqEZmrzRXNtMkdwG80Da8YyQQfWqMv7lmmDoVkYjavYrxz79PwxSSxLCxiG1nB+boMnt+dULyZcBohxnuMHt1rNqyKp/Eht1qBUECmaNvu79rhWGxFKMD3BqnBAL68jjYuuW5I9Kk0aO60fW7y2KtJaSkvHMOQATyCfUGoW92dLas0dUmUjIHzA/dGO1WDPPcRQxuS0cYwgbjbznpWdJeMHSUfvQR8qJx1rQjkFx5aOjgNgkoM7OMkn2/wAavmOaw1rSeVwFGRnkZ7e1XItGVPkndwTjCr2+tTyXws3+yrhn+Vto5baSc/op/KpbTUmvZCqoojBwsiuHGMDnjp6fhVAV7SzWyjkhljWQBslu5Azj8s1pSfNEGypOMnjODQArB13bjznnkH+lQSXCbimCAAFZwaaJEeeJYBK8oiOATzgVzuoFZ5IFWQErMJCUBwy46E/j1rRngDWMlsxEjggoxHpyM1guI4hhASidSvX34Hpihq4Hmtz4d1LW7uGPTbLKxv8AvJG+VV+pr0nw14UtPDsXmErNesuGlx0HoPatqNlVdqgAewxUVxLsB5pN2Orcr6lcRxpuc8DoKuW1w1vDCpBabeA4GSQBzjjp1HX3rAkH9oXaKLiKNkcbFc53sOeRnOOn5imaJrbWltLaSmZXE+Hd+g3HsfbpUx11IqS6HR2tzCVkuTBKkDq4eORSNrg43LnoCB+YqOSSR5I3R5IXEqyI4UElNuTn2OelJBdySQTxOQ3lkmJlGDwe4/SorOUQW6Rx5dEUmA/e49Pcf0FUzFj4dSSMs+8TsQJIyz85wcjPpn/PFX4b2Ka9WRHKB4yCM9CG4P5CqTQRxq5VVXCgnIHy4PGM9j6UqrGzEZ+ZRk8c46ZoQFxAsaJdEruDuhc85Vidp/Dj8KyNUkdwrRtHuZD8rZxuHcVfupUisTGOQvyllydv4fjmuCilvtS8YXely6zPbRHzPLEK7ssqbgo9AcE5/DrTEbtlfRyzTOsKwswUvGhyoPPTPNMv74Ih5APSuM8K6nO63rSzM/Ee0MenWr88T6iksbSSRBlJWUYwGBGAR1Of8aylvY6aTSgmzqPskC6ekcjZZhvJJ9T/AI1r28KWrlvOV48gAlgeOmM/j3rnbDUYo7W1i1aQZcL5cPlFgR1yW6enXgVBc29vp1tHdaW73Fot1v8ALR8nIzgBv7vt2x700rmc3q7HYTXRkIgls53ilnCoyIQUAHB/A85p8lyfJjtsf6Yke4kYw21hlv6+vNZY1l7ksyylJInUKsgyCpzmrN3Ist1bzowEuN6ENxuwQ3TsR1FWQLJMYzKBcyoksjvCjcAEAfpnJI7Vah1eCQ7PLAikGdyNyDznj/PWoiVuEIdcRhSSf7rd8H8OlI+1GO8qPkBYADA/KgXQuRSLLa2Slw5BUOueGAUg/h0psjrCn2QMoCblGBzjqD+uKihESOsm8AAAg+xrm/GeoXNtp00tpK1tKrovB5wTxgn6UxCXl0Y1ZbiKGSN1JEgYhkZT16c5rO0zTVu/Ma6wY5MxAAdmGCfrWP4jJTQYNStdb1CfNz9mBuIxGsxCbmeIDkKpwp3eo9wNuCcQQynjywhYBeMYHXPU1E1dlwloybw/Y31navp99t8uJvlbOd46g+3HNa1rZzBZjHKzxGQF0bkY4JI75x+FZUOpTC5gj8qKZbiEly7lFjyRt3enGePXirzWTTSw3em6iS3mMJIll3RzY5xkcA8dvXFTuVKV3dm+lxHaLFuADGQAjI4A5JHr2/OoraWwuldi3m2RD4DDPlSA8ge3GefesTQtdVLeWGaUNdGfaxdQCu7pyeuBitmO4M9ncQyIg8rJVl5DjP8AUZ/OtEQSSyyR3YmhaNbgTKu91Pzx4yR9PT3pyahtdpJ2aRlG9CmMkEZIx0Pb9Kq2cgt7dIpG8zyFwjt/Go4Cn6DjNAsYYgSsQIVBtz/Bg8jjqDQI1orlZL4PDJ8jxng9QQwHP1wajjUiQXL5J3PEwzgYydpx/nrVFIUzlCFKjt0x6+wqa5dYdO8p256Ak8Z7Z/MU09BGfqzcq6QB8oWCgjII7VhsbaaVmtw6xsAwSX7y57cHFZ9veS33jSXSr/Ubuzt2k2RNFLEiw8DO4vxjGeOpOKztKmuLXVtZtLp7hjbzeWq3AXeuCww2OM9M44qZbFQfvI6qyXdJxhU+5+JFTwQbsqQYVzvKdMHH6+v4+9ZcN15EUrMQqKhfKnBBA6k1Yg1GR7uO3eAS/aId5fzcKnIwWyAR8vOO/SoLk7s0bS3uRGFd/Mh809sFfx7jP0rYNxbWyIsoCqyPuzgbRjp/n0rAkgvIHW6sr9pICrtLb7g2SOdykcdCOO+BUuiazFdadDEzwvdvuSR2XBDDk+/+c1SXUk2rUW9wUmaVZpI9jWs/95T9PQnGfaobaeS0mU2ixKsqMZlbkgggKwH9O9RySi70kBV+zsuE+XHy+hXHHBApxdLqFxOg8yT5HC8biTncv41TJZct7+ONt07MJC3lvsGQewb24/zxU8UrEXaqysMBlz3BXP6Gsn7HGhf5clm5Yk4II447GpUhJz5bFd+Bjdj6fj0ppgy4n7pGkYO4njWQDPRhjcB+BB/OsDVJIred3kt2eFcbjCBnYf603xvqEtpoKvbzPHOJExt44PXH4CuS8RWviHSNC0++vb66E96JBLGU4hA2lAxx94hs47dOuaCWd8pPWqWoSssbEHsaKKzmdq3IbULbX9i8aJuZQSxUE89eetGohf8ASG2riJlkRdoxk8kfSiiqWxyy3LdxbQ2jhokAZoRIWPXJIz+FNsZm+0mI4KEbgMdD14oooYiW4jD3PnEne0YyQcdqnhjUrb8DEi/MvbqaKKBPcWONVlkXGQVVTnnjJH9BXlWoX82j+ML24tNoeGV9m5cjlCp/QmiiqYmUvDYMf2kBifuDn8a6a1RTfMCMjcuefvdBz+dFFZfaNv8Al2jas1U6pOzAsxGQSSduR0HoOKvWV5NJpE6EgCOdwhUYK4xjHp1NFFUiWWrOwglvJ1dcqY/NxgfeA/zxVcsQkQXCfLuG0dCMH+tFFUSi7FI01mqPjEkR3EcE4FR20aiSJAOCHx/s4zjFFFLoD2J2iVrVmP3huXPtiue8eqv/AAjPm7RujljA47UUVXQTOD8Q+In1y1to5dNsLZoVVI5LZHUqi9EALEBecnA5PNakc9xNqBiNxIsaKHCqQB/+qiipluEepsgEafbEMQ11MUkOAcrluBkcc81t6fZWlrqlksVtEMEKPl6AgH+g5oopdS+gy/hhWeWNYUVRcIDjI3BjyD61eSBYMyo0m5gc5Y45/wD10UVRI/TW3zTwkALCfkx1HI/xpLqRzdykMQPLHyj7vTPSiikhk4G24EeT8yctk5xRColaaOTLK0Yzk+x5/SiinEjoeYX+sNpWr6pGbGxvY5ZtxS8h8zDKOCDkEdeRnB7g1S0fU7rUbjVdSunElzPKskjEYDMc9h29qKKHsOO5qteXJ1RbYTMkIAYKoA/D6VrMB9itVwD9slKSkgHj5jgZ6c0UVHQvqdBo9la2+pxxxwKFCOgGTgAc8DOBVf7NALuJFhVFSd1AXIzhcgn3ooq0JmhHAEgaMvIyOuGVm4qXSmMsRmfl9yqc9+AaKKJCIhNK11IhkYqZuB/d5I4/IVPuZY5trMpB3ZB6kcZooo6i6mF4xXd4UuCSSUuUKnPTk159qWvale6PBYXN3NNBA7Sr5kjMSWxnJJ5xjj0yfWiimxM//9k=", "info": {"video_id": "3583", "label": "moving leaves up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "591977808b80bdb9e407c6548be47717d9d3afdf70fb633a348cb308796645a9"} +{"episode": 84549, "episode_seed": 1328184710, "split": "train", "timestamp": "2025-10-13T03:48:04.948474", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1328184710, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping onion up with ladle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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tMTn/AIDVLWJjp9pOEAaO5O1ZAent9cVz4qo4q1v6sdeX0+ea9f1H6RfJf63bRFhHDLI4ZW6byPlb8/51FrMLJ4pht7koijaoz0znIrKURJZGeJ2WZAW2lccjn+VXtLkGtTG8ugZBKnLN2ZcfyGK8aNSU7qXQ+mnCNGV6b6Gv4gktTpl0zRqZkB28dD2z9K4iDzLOzjcwuqTSjDY4weTj8q6LUYpIL6eC7ZvLdco55yOo/T+VYV/rQms7e1OPLhy3T9Kt6pMzpvlXKtTVjnWRo5WIYCPYox1ya4qV5LvVGjQEtFuIB6mt+aeKzkWKIEQou9ec8EVl20ax3xuwwG9iyv6elb0bRRx4iDnLTcktWOwjpzyPSpmf5CKvTRR6lE95ZIElUfvoR3P94VlM3B7GvUpK0NDwsRJzqttWZv8AgwGTxhp4xxuzXVW7fKffNc98OYDN4vibtFGzH8Aa27R/lO41tF2iYJe+/kTNJM8ZAYCPZk+w5rPjkkjMULRMy3EIHP8AAV6H/PpUBuJLaJnlBaBo23tn1YgAfhz+Faeg+ZqSXrjDyQBDGO+wj/4qvFrpSbi2fR4eLjTUraGUtxAbqO0dyxjkJBxwM8j+Zp+qFY9YlhmYssIXGT97jnFN0BBLq91PKF3JubB7A9DR4nNrDCk0K/vHODg9ARXPFaXZ6E1F1FCPb8Snq9zHd+IoPM3xrhTbureg6/8A1qp3f+k6guHMbyPy6jrgEgfjiqNy1w6w+U26aMFox6f5xUtrqAaWU3EYWR1GOMhGHf8AWqklKXOjBwcE4PoYeoSZu5yuVXO7b6E0aZBI1qQqEkDJXv8AWtCWwhv1mCAicLvDA9QB3FQ6ZNLbTRzxAFk5K9iPQ120J6qx5mKo2i2yFjtXmtzwu2bif6r/AFqTWdKiudPXUtO+aNh+8jHVD3qp4XfE9z/wH+teg3szyYL3juL2QLaK5ydpzxWDcX1yDEIUwud5UD72AD1+hNbFyzNYqY8Fy6gZ9zisGa8jVElILBVZNhGDtLYLD8Aa4cU9bHr4GO7SKd1Jb3un31ujcPIbiEt3GMgfzqXw09pp0Md7d7jHIdkX93PXP096d4hsxpet20McZQMm1cD5cD/61aM1kqWFlCqLtQDII45//XXDbli/I9eNrpp7qzNAyR319J9kCrKy5jdh8rNj/PWpfBEslvrWqRDhxAquD67zUNsI005rfb5b4HlsQBlu31PFZ+ga09pczX/2RP8ASEVZdjE5Kk8jPTr+lbYT4m1qjizDZRv5I6DXUmjjmaMgh15XGAuPSsSN8QMu7iruua7ElojhDIZGByoxxj39Kx4p1mtvNUHLjP0r0ISi37p49SnOKvJFG9I87Ndpp4M3gSycD/VySL/I1w94cuDXqPgK1S98GeVKuVMr/wBK6cNLlqpnLi1zU2jirSYxypsO1s9al1LR7vUdcEaqvkxRBpJI+S/pj0NUIQRPjuDWydfOlRo0AWKRl2PK3Kgg5Bx+YP1rzsWtEz1MDJxnZbkVnerp4h0+8gnE6lyzuMhsEEn8q55b631wT3EcDRj7RukEg79ATXSz61JrusQS3caRmOBgMNkHIx/LFZEdzY2luLGJ1S5mlMbhkyGzyK4Hp7qdz1FJuXM9A1W7jsdNjiRUE6r9xzkSKSAwP51j3NlDZRw20To6bA0cg6EEk/1x+FZfiD7TPd25kfzIoj5anHQ54z61bjjmtgLW4kDZ+aN/7pPb6V10YKS5XuzkxFScJ83b8jVkkkl8NENJlowMoexqtNKtwtvA0bIQFYsR1+lMnvIreFw6feg8p4uhJ9RUVq73E8czfcSNVHucVlCEvaKNvU3q1YRouSe+xqs2AF6YFZ1wdxb1JxVmQkMSfWobeE3N/BEvJdwAK9Vu58/tqdzrMX2Lw14cRupikY/iRUH9m2urXGnh1ZYkJL5PylgMj/H8K2fiFbi2g0WBTwiOn5BBXJ3F3PFZGGKQryHH1FY4uLeq6GmBna1zb1zw7Ba2D6hHdpJHIv3VGckng5/ECqNrD/Zehr5YEgjZ5sMOueo/Ssa2uZLm0AdpI4i+8xhvlG05qdNS+3apJawfPav/ABZ6Y5NePOCt7qs+p9CpybtJ3XQr6vqt3qxRpwgMaAJtGMDuDXI3rE3E+2Nyq/MOOOea6bWrQ2l6IZZVxtPA6c+v0rndREsZMXn796jbt6dK6IfCkCk43cSpPO84WRWZiqKvpgml+1EWZidfmU7f8KJNsavIvCuMZ9wf/wBdWEs0AVxIHVuvOea1jG+hy1KvKubqT6feS2jRzR/fH3l9R6VtS6dFqtobyzYed1KDv/8AXrn2ypqxYalLp90JEP7tj8616FFqOj2PErKU/eW50ngvXbLw1fXFxfRyyOyGMLEBlT75rYs1Fwrru2naSufWuP162N3ANTsQC5H7xB3HrXTadJGbmISk+XkbselOtFqLj9xNBxk+db9Srq1yuILBgYxHw/1pi30mhzpNbzjbKfKJHuDit6y8NDUtTvblpdzEiKPf2GB/jWbr3hmW1eOwlkQu7koV5wO36EV4NWm5SUuh9XQxEPY+z6j9MsS1q1xDuW5AcA92BHAP1BrOJFzGTOMGM5YN39K6K41FNInhl8hWLbVUdgQoH8hXN3M7Xd41x5XlrK5LIOi5J4/M1dK827EOTRHrOpQtParCioIYwrMO/P8AhVPVbqOy37Ah8xEbDDqTwawZLl5IjuVjgFc46mpC8l/BHJIc8hR+FXGNmOpyqK5XqT2t8Ip2kZSHeMxnB+7/APrqxp8Plx7mH3v0qtFYpMxk44YHitXAQBa7sNBLU8bHV+b3US2motptxjjyJDh1PT61eGnwWd81xbkeVcgNtHQEf/rrBvTlelWtFu5pIWSY5WIgIT6H/wDVXSpWujh5LyUkdXsxbRXLs3lRyAuB2A7/AJ1hSp/aN3PNGwCj5FUnBC9B/Kta2Il0+7USSJN5Z8sqM9uRj6VbTwPcQaVFNbmKRo1Bld35bPX+mBXk4uMpNpbn0WWVYUleWhz76pLrVt5dx832PfCsh688nPvwBmkXVklt2tZm2BV2jnlgP/1UtpbR6ZYyzuhcXE5k2r82cgYA/GufuIZVuS0sMiEPu5GPlzWdNR2uXVk0nZHR3OqRT6fHI0W+RSGUZ7g8Njsam0t47+GaUJ5HlqAIz/F65965z7YksKARlGGCDjrirmkSxRSujbtsmFU+jY/rW0ZSpy5oPUw9nGtBxmifxBa3IhikjbzLZeQpP3ef5UtkdtmOw5xVnRrlZIvsd0yshkaOPd1+hqTULFrAqigiLop9PavRhCE37aG3bszza1WdOP1ap0d0+6Me6bDfhXsnw3iMfg63J6s7n9RXi9wckgdegr33whafZPCenRYwfJDH8TmtqPxHBiX7h5XqcKWWpSlfuSfOn0NZ1youI5ATkFc4rd1a2a60gkD9/aHn3Q/4Vy8UuU5c5Ax+dGKpck2mVha3PBSRY1u0ltfDyXcJIaQDGBkkdMVnRW4g0XzZISUZJNrsfmVx0P6Vsid5IbaGafzY4MHGOn/16j1j7BLZyBZ5PKSTLhc9Aea8TllBe8up7sKylezOOuLt5ZF86MZBG0L0b/a+vepkmnmsAs4xcIerd1z1+tJZ2TS6lDMATbvKEw38I6D9cU/XZnt5ybcKXjYhsjj6VvBa2FVqXVzRs3XUoMYBuYsr838a1PDsERwpXax4NcRpeoXVjepKjFtrcqTxg9a7ycfabZb61G4kZkQfxf8A169SMfaR5/tL8TxZS5Jct/df4FdnwuK6T4f6et74njmkx5FoDNIT0AXmuTeVJChifIK5I9K1/CNw813f6QNWubF7yORF8pN2/CFtvsDg5P8AjWcJq6uOrTlytI67xfrUOtWGnajbkmMtICP7pOODXLrKsoG7tVPwRLJqdlqFjcSsyuEaLd0V8H+eKAHtp3ilXDKxBBroxMVfmWzMMM7R5Hujb0xLb+y78yMu6NiAPUelZWkaa9tFKZ2JSVW2bBypJ/wqSExkkbfmY5JB61di1CWGNYkjQxopG49favFqUZLmmu57NGutI9bHMape5RpJ45D5rkIx9uP5iktdPRbKO5c7jj5c+nrVm8k+2agsF0y+RErLGuOgJz/U0ya4jj0uOxhb/UblZ/Vc/L+lRTi7K50yqq3Kc9qt3aeXb28ZDxsh37eCpzUGio0V3cQFgyAZBByMg1JPZhiGVByc1atLdbZSwABr0YRPKqzvdE0wxxUEcElxII4lLMx4AqSRsmtWK0m07w5Nq+5o5C6pERxx3reMeZnNOXLHzHSJ/ZMyWZlLoVUuT/Cx6iti0J3isTXLGzXQIdWsNWvrjzbv7MWuoVjW4ITczxDrtU4U7vUe4G1zaOYWGGBwa0ruLs47EUoyimpblu/12eFkKkqu1RlODuHQ/rU326W9vBcXlxuEcJUE8c5BzWTcIskLt1x82KteIdPaLQYGh5llwQB39f6V4laHs5afaPaw9bnhZ9ByXMmuW/yqS8XUepPf8qyJDcNIwHLB/lQHt71o2UkmmaYtwGEbZYSL+GAaxLqUlY3ikxcOQWX0z1rGK5djvT5nYz5Z3MiQuFXDEt7Dmo4WaMLCmN3mHH4jNXZ9MYb5JD80pH4CsnWN0d28Vs+2WHHA6kYrpjDmRyzqqEro6CxgeKLY45TJz61M2Acdx3rM8PX8t5ZEzNl0YoT6jqKuzSYZq76ceWCPGqy5qjZBcndkZ4xXQafpPk+G2usfNuUkf7JyM/niuf8AD1vZ6v4rXTNSvbm2hnfYksUsUax9yWMnGMZ4HJOB3rrdBM51nVtHupLjyrcm2VLgAOnLY3AcZ4HTj0ralHnbiZVJOHLLoQWdy9niZMbx68iq0Os3++eFbiVGKbGI5DjovHsKjnd4LuS2lGGUlSD7VZ0qO2k1LZK6qpiLfMe4rzcTFJOfVHrYWryvl6Mq3GoLBLBaJh1twszZHGM/d/Gsa9v5LmaZbiJ4tp3BCeAh6Yx+VSvpu68uZnIFrM7YxncCOn61i6lL9ouXlllO9fkR9vDEcH+X61z04pbHdz7GraW9rc6c+GZrhGIHOMLnvVWG8KNJEycpIpUA9SOh/SmWMFxbul+zfwbWUDhh1NUtVcQzBIZQkoHmAt1OTWqhzaESqqk9jXtjczzM9wWUrIZDjjJ49K73TbiDWrFrW4IMyjDD+8PUe9ef6DeSXdmZJiC6ko2B17itKK8e1uFmjYhlOeK7sP8Au9HszyMXJ1pX6ou3eh3NtrcFmy7llkAjcdGGf519B28UdvapApA8pQmPoMV5Bfa6Lrw5Ff2zCO7t542DL1Q56j60zVtV8W+HdG0y91HVL3z7xpfNjxjyQNpQMcfeIbOP65rovGmzjcZ1l6GvOdl7AQB87eWwPRlI6GuE1GBLbU7qOPIWNyFz6UUV25ktjlyzYit5WbOTUl+QbJxtGNpFFFeDM96hsznbO4lFrIocgDkfnUc/7xlVum3J9zRRTW6Cb0kZ6Qx7w23muo8PTP5zRZ+QrnFFFehQ+JHn1vhZuaRp1qNZvMwqwdVyD05yDXG2mpXGkeIZry2KmW3kkVPMGRggpz+BNFFYVvjZ0U/4aN7wUohttTCcbDEVPpjdW74iiRmt7nbiWRfmI70UV6EtcJH5/meZD/fJf10RibiJODUzMwXhiMjsaKK8l/EerHQ53UnYXikMc7RzUsaCSHzG5bIFFFT9o2fwkU/AqKQnbjNFFdSOJk1hEs11Cj5wzAGuq+IWLXRrSzhAWBSPl+lFFdWG6nFiX+8h6nJa14qfxBDbQzaTptqbdUjiktUkUpGucIAXKgc5OByea7PxOoW5hlXhpIgzfWiipl/DN/8Al6vRmchLwOD3XH6VoJI8jWiOxZUIAB/GiivIxPxI76GlzR1G0he1IZAQXXI/EVyOsRJFrsrxjbtulQAdMFulFFefH+K0epTb5Sz4oHlRuicDAFcK5Y3TTFiZPXNFFelh/gRw13qjd0FRFHIE4ycmrsxOTzRRXd0POfxMr6TrB0zULuNtPsL2KVg5S8g3hWTOCCCCOpyM4PcGuh8JX9zqd5ruo3chkuppI5XfGMsSx6dqKK6sD/FOXGv92/l+Zd8WRqupwTgYeaJWf3PTNZ8IVwxZVJA446UUVwYxe8z0MM3yonFw0UQjCqV8zuP9nNcxcYu9S+zSKojXcw2jByec/rRRXnyS9oejSb9mmXbgeX4dsdvV4sMfxI/pXHNCvnjlvrnpRRXRQ2ZniOhv6MohtnCZ5OTmrbMSetFFdLOJbnTXNjDb/Da31SPeLl9QELHPBXbnp9RWFr+t6je6RbWdxdzSxW0rSIHkZsl8Zzk8428emT60UVpU2Mafx/M//9k=", 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", "info": {"video_id": "102071", "label": "scooping onion up with ladle", "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": "102071", "label": "scooping onion up with ladle", "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": "24126a49822ed32d2116016d4dac249cc6675d6d0e869f0d170f95ea0c06a006"} +{"episode": 84550, "episode_seed": 4108920688, "split": "train", "timestamp": "2025-10-13T03:48:06.305349", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4108920688, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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bYMe4FR1qSTVLa6tWkuWK3KKwXAxnI4re1Twum1mtXKn+4x4/OuVu9Ia0jEl3KkZPSLqzD8KjmUtj1K9SjUV09fxKTXenRSpdHfNIF+RB0Uevsa9M+H2mWdrp8N1JaCOeQF1OAzBWPALHnpjpXnnhTS4NT03VFJU3axokaEdFZxub9MV7bBa6Za/Zw0kcL7B8pkA3DpnFVBLdnzkm9kSaiqTaoHUEboIyR36mpEgwO9PnjQ6iu3Yc26cqODyag07VYdQ1K7soEJFucF8cE5x/P+VfL5ir4mbXl+SPbwl/YxuWBCAOVpTEPSm6fqdtqd1dW8AYm3bBbHB5xn860ntzycYrhcWtzrRjzQjrin6emXmT2B/z+dWZYjzxTdPUC/x/fBH+fyrowUuWvFmVZe4yreWaSoVeNXHowzXH6r4TguGzbnyWzyMZX/61elTW3OMcVgakEUtGk0akcNk819MuZbHnrGTh8DPH9R0W1GppFEZn8nO/zFwCeOntXQ6dYZRRt/StS8s1mvEOVZhkEgg1djijt4wTXmYuo3UaOyi+ePO92RrYokWSMVXkkjFvISRkDFX4IZ9WkMcDBI16t/hW/onhS1hvXa6bz1JJiVjxwByffOaqhhKlVXM62KhSdmZvw/1e90xbpprdmtAMxSlf9W3JOPrXTT+OLe4Dwah5jp1BCjj8BzWgptU+02soCREhXVDjKle1U59P8NwITDbW2MZZ3y5H1Jr2KWBppcstTyKuNqN80bIdbR6bqFutxbr5kbZAYE4yOtJNYWoQgQr+NLZy+ZGvlRxJbt/qsNgn/gOOKju7yS0SOWW2l8pm2uTwY/Q49M0p5dQXwRQU8dUfxspT2+e1ZVzanOAOa6KeSJYvMJO1hkce2aw7jUrW5sxLajzVJKnII/TrWTpS7HQ8Qnomcbrdpi3kSykSKQnLlVHz+2e1cEbe4+zNHbFY3k++Tgcd816Tf3ChWItx+DGvJdBsZtZ1WLTllcLM4Lnd0UcsfyqoNrQmcpW1O98Jvqd1cy2VpqFv5MKKBIsfmOc/X5R0PXNdbL4Zs9Ke2uYjNJdTFxLNLIWZsgH6dayfA2gPbeH1uISivNKzEOOSMkDn6D9a628hdUtAeP3j5UL1O0c5qcXH/Zpt9iKEr1orzKkVsAucVL5NW44jjkU4xcdK+RZ7xT8ioZIdvetMxYHFQSR7u1IqxBZRh1njYAjhsHnnPX+Vc3f+DwMtbTnPYSD+orrNOQ/bmQ9GUj+tXJ7XOeK+jwFWTw6XY5VVeHqSlB2vueNalZXlh8kqMhzkNnIP0NaWgalcTT4vY/MMe0RswwR6n37V3V/axKp84KV6hCM5rm4tNabU5pprqVo+PLHTb6jHp0r0ac+Z2Zhjcaq1Fxtr/wAEn1uGfXrGz0izAR7qYtMzchI06k/iRx3rL8UxRW+u2Oj6dGxWzRYVHXfK/wDez1J45+td3pMf2YbTtHJww7855rNtNIhfx+J1R2htszzSPz5k8mSo+iqBx/jWso32PHi9NTX0Xw60JEV1GIdsYfOQxYnr37VX/t4aJfzokSSx5CFo22kgenbvXUvLi8i25+ZGGD0PTFU5PCel3U0l7cPNISdxjVgiLx045rog0lqZTi/slK08Q2N9OlopKTyHCo6cseuARwa1Fg+XJ61RFlp+nSKbKxjE7H5FU/McdeWNWi8pjRmhk3MQCq/MVJ9cVdSPNGy0JpTcZXauRyxdazp4OpNWft7LqJsriB0J5ik7OO/0wf5iotRvYrSJ2MMspTB2RLuZgTjgD3rzpUZJnpLExcbox7yAIhLjgdh3rkNYtI74kSRAYPyk9RXU3uqC5CGCREyvzISNwPoQeQa56+muCP8AWHIPoKzdNoUZSk+aL1OF8HR20N097cNMXVSI4432h+cEN6j2r0b7ZYXB02Wa3KhFaNyyK2VI7t1AFeTeGrK41DW4ba2uBBKQzK5BI4BPI/CvSb3R5dP0MtqGpxqFheR1jUr5hxhVHqc47UpQlJabGsKtOKs9zp216B7XULmycP5EKQQ4PViSF/U5rP024fSNDvGQ5vblxBEQeRgZZj9N35kVzGiCZLbyVGIw6O2erOAQPw5JrpDpDND5ySSNN03M38h2rxJxTk33PVpqyL3h/WbTRoIVkt3knvplQhONiA7Qx9cnOPXFd88ZyR6VwPh3TnvNetUkHzQETSY6BV+6B+OBXpnlgjkfjXLVimzRMxpozg81RTdbyecq7jGcgVtXUDAk4rMkBiBYj3rGL5JKS6ClHmTRWu2SdFlnvJbR43yF34HIBAI/iHU496wLs3jzMPswePJBlIMXP0br+Fd7c21rcAO8EUhzuBZAecdfr0rK1O3Dxtgc9a+1c01oj56MHF7nDbUhnc5BJ68VmalfuVZIiOOSWbA/OrGvy/YpY1BwZDtGfw/xqsNDtTbtLM087yuAyh8cew6fnXm/VnVruXT/AIB6DxMaVJJ7m74ZvxqM0UUcEqiMckEBcivQbKCGQoxBOCSpz61x1lNaWsMcNrH9nQqAVHB6c/jXU22pW9vCPvqiAAYQ4HtXo0YKFzzqs3N3No6Zp7Tee1pE0mPvkHJpPs9oymMwRkMuCuOCKp/2/YhlEk+zd3cYBqmt6011LKHTyo0OxQ2AfcnsK3TMZaF6bT7OG4hljtkj2cZUYApup/Z5tPmDlDG6lcnBBzTIL6S7s5Hnt3gcs6bH6kAkBvoRzWNNqCxaBbu7ReUGKyNKA6gAng4xjPqBxVWbIbSK9jp90kNvKH8yPICofmGOhOfbmqV7ptzqSb7i2S0OcdA8hGOoYHjmtG38Uae0EYkT7MmDhusePYj/AA70T6zYFgn2jllDD5TjH1rObn2KgodzjL23FrE0YLuf70rbjXkfh9LttdtmspY4ZkkDCSQ/KPr/AIV7hqgjmjaSH5lIyG28H6V4FazTxXKi3bDswA9zniuWV7nYrNLse2RX7HRwlrqG1opkIWEiPK8ZHzA8cniugjklIsYZpjMQXfe3cY4rhtO07WWtJEm0xFlLhQrSAqxB5I57da7DStHl065tEublpZmD7huyBwOma4sYpulJ+R1UnS50om/HD8oOB+VPMQxwo/Kry24CrgnpQ8ajAxz9a+csepYzyuONtV5FGD8taTx85wBVScAMRSaAo2biO9jdsABsNn06f1q9e6h5LKY7SSdd+1mjIOwYByR3GD2zVN40ZGDdDxmr0+l3UMZjsbqOJNwI8xS+Bjn8Sf5V72TOMoSi+jPLzBSTTRz17qIuHcxtA6+g5IH864zXmeS7sz8yJ5hVvLl2AgjuO5ru9S0S3EjTurzyAnDzNuIHt6V534ykWJ7YyBycnaqnGTx+lenUiktDnpeZ1mjTyWccFvmSbcPm+X9c11MIuGVSirvVlIyw5rz3wnZ3ystxqcsiJtyIzkce/t/OvQdPleWFXYbd3Qeg7UYZSincyxDi5KxrXGm3d8YTDdi3Me4527zz6dMVINFjB/e3Dvnt0GantJQE6kUXl4ltC0rkbVUnJ7V1qT2RztLdkB8P2IuRcAyCUDAKPgUumWqWsci+Y7knlnOSTRBqMflRGZljaQDarNzz0qtq0xhNvKrhR5yhuSAQTjt1qrt6MS5Vqip4mtkmhhdeJY5AysOGHY8+lZv2TULRHYx/aZCh+XAHQjABPrn9Kt6td2n24m6glkjgUb5IpMlTycFM5PrmrEesafdKxiu4mwMn5sY5xUttILRlK7Zzd9pEl/GsmooFbaSYFVSFOe79TxjpXPX0It4/KjXYgPAUV21zqdizMguoiynDAHOK5vVFV1LxZxng4xn6VhPme5vDlWxwXgTT0s5zqVznzHTbCg6gHq35V0viO/a+az0yI5aVhLJz92NDwPxbH5VlaVd23nGW6njit41AC45Y/h/CB+tWtIddR1K71QjCTNsgBGMRrwPz5P41z4mp7Ok7G2Hp+0qq/Q2NLseRwAoOSfU10PCrgHC1WtwAgAGKbfzi3ty1eCe2jtfAtlE1veahICTNII1IXPyoP8Sfyro7m4sB8qzrvH8PU/kK4L4cPcmzvRM7BJSk0SlsgLk9PTNXPFi3FpcW91BKVdG2qYxgrx69+RXqUcuVSKcnY8nEYxwm3HWxvXN2rcpDcP2+WI/1rPube6lVsW6r/wBdJAP5ZrAj8WXixbJcGT+9sJrQtvEkV3cRQG3mVpGChivGTW/9j0F8V38zJZnUlotDJh+1RXFzby3DpIn/ACySQ7FDcZ479Koq2q2d0Gu9St57MqcRAOHPoSxNdDqNrbLfpLNL5cs48qMg4JODxjofX8K4fLar4yutJl1W5t0CyCIRrkkhC232B2k59q77xjFJHKk3K5T8UzwzapYSFHAiLkKeATxg++Oakt7qaRVeO2knAIykfBI9q5IX0t7dWxvJZpEUE7F+Zm9F+n+Fdvos5nG0208WBkFwMY/A0U7Mc2zodMlBiilW0NtIygtGeSp9Ca3NJm84OkpG85+Q91z6d6ybRMgECtHTXEeoNF50KGTdiPHzuQOufQVroY63CdHsb+CxEcc1vdORsc/cPX9R+uKzb3w+1kJNRsby5tSuWMcPQDuOeD9K09VWL7ZbXCBRtnVnYE/Mw4H5CtS/tI54XiYFlySMMfw6daNB662M3TpLi8s1c3lvPno6Daf+BL2NFnps0FsYbm5SUF2OFQkEE9Oa4qGO7tZN0ZIfoccZrQtbrV43KxFQ8hBK5LFvwqnG2zMozvuixq2hWmm2/wBsso5BJG+4JvJXJPJA/Kqd7YafqcZ+02aThU3IGYjHcDg/UY9q6iFZZLDbeiNrhQS4Tp6j+lcf4h1e5Tw2byyZIrnzQhMbg5wx4yOvWsud2N/Z6pkLmaK1Ntbo8UcaLsTaWAX0Gf6V5R4Y0o6jrUTyHZawuHkc+xyFHua9E1yZ4tEh1Ow1zUZg1ybbFxGsa3BCbmeIddqnCnd6j3AxNJSJGhtYGjjjBLySMcAccn6k4ArGTUnc2inFHdrNDcRrFIybC2cudozjvW7bW5XU7LdKJNwfGBx0HfvWFp9rp93bkBbe5ToQWD10VrC0clvJDsTyQQARkYIAxj8KzxNJ1KUordhQqKnUTex1RtyI1O3r6dqV7BioO1iR3XtTdP1WS5sym/EqsNzqhVR1wBnr0rJtdd1S51W6s7m5OY4Q48sjCnI3DIAz1ryo5XN7novMIrY0JbQKpBU5NUZ4Rtxt7VneI9Ru7CWCVfOeENh1eQ7XznjIOc8fqKhj1XR7y3LSWpz1KHJOfrnmrWSzlq5EPNIJ2sF35Sow8xF47sKjtvEzzxsptt4jyPNVwFJA6eueDz0raimtGUGAQjPOFUA81gXlnNHqsslugMTxj5BgYYcjA/D9a7cFgFhpN817nNicW6yVlaxUTxbY6hdmxCFLogkoxIC4GTliMVzXifMd3alFiZssQJRle3NTQzSah4wfStQ1S7tbV5NiPHLEgi4ByxkGMYzx1zxXK6m99a63cW0sd3cG3naMQzkb1AJHzY4B6ZwceldbavoY3fLqdTa6hPeSKFjZ8Yyqfdz9TXSQXV6UVQIIz0AY55/CuX0q6llt4jJALd9vzRA5C/lWvZTGPUd0xZgWARVXcc+w/matQ7mTnrZG1Z32qCVoZzDFLj5QUJVvTnPeotV1XULWFZLuzSSFG4dGB5PTIOKu3q2v2ULMcSMdkZ7564B7dKk0cLc6VDKZN7Dcsgf5vmHcfh296SQ3LoZEPiDRtUaBLvdFJEyuqToUG9TkEP0P0q7r2o7dNdgWJVgQEJBPPqORWZrV2dN1ESQRb48bJIpEwjHAIx26HrU0PiyAxcW/lMOMAgVskzFzWz0J9W0z+3YxIfNgkUAxyZ2j15HfrXO3GmSadfW/9oTpco+EVghAUj+I+h6Vuf8ACWWSxAzbhJtywT5gPxqbU4re4skubja0CL5vzDjGP/r/AIUnJrcajGWqOX1PSLC8WS4u/tTMnLIkpVT25A9CDVea5maJokdysRClMbzjH+FWfEd6tnogubJmXznjYODnhuO/0rK8Q2Ov6Foul6heXd2st75nmQGPAgxsKBjj7xVs47fUGspTS0NYwdtDndRc2nh+1jgwgu2VJSOpUjJGfStbQ3bCjOAowAOgoorycw2R62C+0dhbOxA5qlr7N9ixnrxRRXmQ+JHe9j0jRbOK21NoIS6IlpGFw3TGBR4lbdIsJUbQFfPfJyP6UUV9VDofM1Nmc7IioBtUD8K6GKyhtIgIwdzgbnJ+Y8etFFXUM6O5m6uC0tr87Ltkz8p6+xryzUNQn0vxZdahb7PPimbaXXI5UqePoxoorCXwo6V8RkaSAJGOOVwAfaurtp5ItqoduV5I60UVdPYUtzs7Vjb6fGUOSQOW561Bp+o3MiSTMyl2t/MDbRlCJNuFPUAg9KKKa3BmjdgKPKwCEZSCRz61u364tZijGM5HKcY5FFFNkPqcZP8AKZivBDHH510ENtFZRL5K/Mygs55Y/jRRTq/CZ0fiGyMWU5NcB4qXyNG2B2ZTcE4Y5x0OPpRRWK+FnVLdHNa94jbXYIIptL0+3aBFjiktkdSiLnCAFyAOcnA5PNP8P20LI0rxq7b8DcMjt2ooqIbhPY7+zCwQEoiA4/u4rqbONXt0Y8ErziiitWRHYfbSyxQXzCVm8tlVA2ML1qlay7PFMkYVf9QwJOcnnqaKKaIZN4khSXTxvGfnB/Q1yAsYZGGQw+hxRRW8NjCp8RoaRpls+olyHBgAkXDHkjpmtPVnkE1mVkZB5o3AYww9DRRUT3NaXwnl+p63JpfiTU42srG9hmlVjHeQ7wGXOCCCCOvIzg9way01C51HU7q9upPMuJ38yRsYyxJz/wDqoornXxG0vgOj01iR+NaM88sM8CxP5bSsELqBuAJ5wTRRW6Oc7VyfJmAJGAcEdelQeGmP9nXC9ln4ooqVsW9yp4rjWS2iDDO1+Pbg1yqWcMh+Zc0UVtD4Tmq/Ea+jWNvLcTlolIhxtXHBPv61r3uf7NmG48g89x9KKKyqP3joor3Th/EGRoKoWZtnl4LMST8xGSa5XUPEGqajpsGnXd5NLb28jyoHkZiS+M5yTnG3j0yfWiisZ7m0Nj//2Q==", 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", 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", "info": {"video_id": "188442", "label": "moving book up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "188442", "label": "moving book up", "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": "af0341333bca7424073cb33a036ce0d5296ce7c643e8c27860c2515ca5d707c8"} +{"episode": 84551, "episode_seed": 1492859119, "split": "train", "timestamp": "2025-10-13T03:48:10.943488", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1492859119, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 brush on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "74567", "label": "pretending to put brush on a surface", "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": "74567", "label": "pretending to put brush on a surface", "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": "701b64316cc2d22559e69f8c791f669df40c31d9f1373f770095d12a084a7cd4"} +{"episode": 84552, "episode_seed": 3907408697, "split": "train", "timestamp": "2025-10-13T03:48:11.887857", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3907408697, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 into wallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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f+PVxdxGY+SOKfZeKpPDZfZB5vn4z82Mbf/116Eo+0wj5fI82nLkxSb8z2Wa5VcgnFZs8ySbUDBsgk/SuR0DWD4ptpbi6eWExsV2RPjI4xz61u/2Dd20RlsLvf6x3B6j2Yf1ryPZ626ntKsQX1opD+WxXeNpI96ktNXistWsrC5nxcOo/hIXJBAGffj86z/ts6XSw3VvJGN3J6g/QjiotRuIp9Sik2o9xGoQHGec8fzrWnDS0jaVV+zbiz0ArMc8Y/AVE0Uhzkt+dRG8vXHywIPckmo5H1BhgMi/RKSpR/lOX2ku4slqcZJ5+tU5LbAYZBz26U2ZdTPAuNv4AVnXeoXFhbv8AbSjrsZllXjBAJwfyq+RW0RDn3Z5o8Ma6jfmIbY2upMc54Bx/PNSO7BRt68D8KWzhZtOicglmXcfqTk/zpjHCn2NergkpJxueRi21NOxh6DObbXrGVTgrMvP14r6As70RxvcTN3H16V852zmO6ikH8LhvyNe6W9xG15bxyPiJU84gDJz0HA6815dde/FnqUX7rOoR5rlQ08piU9I0HOPc1NHBajkqzHOck1Thtb+4jkkSERRxpvdpicqvqVHSriaWElEdxeyyOYTLsgGMHaWVCByGIUnFTH3tkbckrXexK0lun3lUY/vNioH1C25CBWP+ypapmi0+1CzC3EkEl2tlHMxyHlMmzb3OeDn0qO18SWlhrGpWl7YySW1sXjN7Dbb4I5IkLyIWPfHtjPFbxozfSxi6sF1Kxup5flgtZXz0+UCqepteadbrcX8SWsTnCtK5GTjOOnpWzH4/nFrcxrohtbwNaJaRSzKVl+0E+WWKfdwASRyQBU+p6fZeItCs5PFdhE9xB+8eCKdxGrng4IIyMDvWqwzfUzlXXY8ZtkWXUdRuFZHE907Bo+hGcDH5Vn6mzRzso6DpWtp3kIdsCCOBS2xAeFBJOP1rF12QCfjpiscPNxxDVzLEq9NM7z4OMJrnXV7gQf8As9ersm1uleO/A6bN1r565MH/ALPXsLy5cDHalXknVk2etgYuOHiv63IrpwsezrniuRMdu0jGQvI2erPx+VdBf3I8wqn3grcZ9jXKWsIumTfebQ8hULHwQB1P0HrSUbq6FibuSSNFfs8a5WJRx1zimG8tVzzFn65qX7Dp1vp9zqLwTSWcKmVbmXODEFbLkHpyBx6EetOZ4bS6+zypBbH7BJqHmEFwsKkDPHfnpVxozeqRyVJKnJxk9UUnv4j9yNj/ALsZqEy3UxxDZTMfoBU+leLXOkwB9EuGvZpo47QSCNVufM3MpDgkLhVyQeR+NWIfG9/qMGnLpmlIbmeNprmKWcKIY1m8o7SBhiSGI6cCtVh5dWZOtHsctrk8sFvPb3aJBKYyypJKqnOODg+4riNItymnxA/eK7mPqTya9J+IWgaHc2l5q12ty98YQkbLcMqr0VTt6d+nfmuFtWXyXboCOBWGJg6aWoQmp30OeuJCtwRjocfhX0Xc+JILWP74GBXzbqswS5cjirWo+KNQ1e5FraF2aT5VCgkn6AVeJi6sIa7X/QWCmqbm35HuEniRZFeUyfIPmHNMXUZJHEsnLEcIegz/AFrjdEsNQk0rTUuITG8eDMszBSAPUdeuK6yPT0MiNqF8sMZjM0ot+BAnbceuT29a54QaWx3Ocqj5Yk4nhT5ika/XimnUIAeCjf7q7v5U6CxsBcwWsNqr38h83y53APl4yF553sOcdhzVi7nWzn1dViiQaPbC7mTbkOp8xlVT0ztUCt4Upy1SMatqTSk9Sob2Rh+7t5nHqI8VHt1Of/U2Mp9yf8BVW78QXWma7pENqI7i4lsYbh4J7hYN/mALsi4+ZhyeSKtHx3exXj3L21udJaO9eL943nEW/wDE38OGPAx61qsO+rMHWXRFa/stVtLGW9uoY4LeJdzs5PA9a841eaHUvEEE8M0cixwnds3cNnGeR6V6/Zi71TRbiLxQtlcxz7ZBFFGVUIVVtrDPJDZ574ry7W4tNtvE1zDptlBaQqqIyQjAJAySff5v0pVqPJByuTGrzStYzNTUx26sBg1yGqsWMWff+ldjrci/ZsDGcCuHvX3yAelLCzvRaZjUj++ujtPh5IPIu0PQOGx9R/8AWr0WGT7ZM7OT9mRtqqD94jr+FcH4H0W9sIZbq5MUcNzGpT58kcEjIHTjPWvQNOsbU6ZFELlp3LmCBIflE8meQT12gckj1rGVKalKXLodtNqajBPUstPZxRGN0gRSMFSAMis3TdEsbe8+0W6zTlTujypwn+Nbhl07ToHu7TT4WRA0Ue5d/nyKMvIO+xMH61YuryKPTtEaDUY7mLUrmG3iKEB/LkO7fzySMEdO/tWlOnOZVaPsYpy3fT+v66bpkDyXxDMLcqo6tJIFH+eDUw0jWp8cW8YYZBL54rM1p7gWHiSK3gkuZLO9t7SBgDI4RlDO+3IDsPMbA+lZNz4h1e40Jlh16VBZ6dPefaYbdYpZCsnlxRyKwwvKsCB145rb6v3Zze37I6weE76TmfUUQekaV5X4q1VZE1HS1tr6VFkMInKkKSG2g/d6Z969G0x7rVfElzqc9/dKthKLRLdHxDJiFfMLL3O9ic+wFZ3xE1h/7MWzWQhJZ1BTqCFy38wtW8PBRvqZ+2k3Y4FIAlsy44VccVztxKwZsn6106sq2Zzjn1NcZqU2DJjueK58DUtJk4qN2rE/hRNJlvpl1WF5h5ZMaBioOOTnGD0Few6JqGUlmjshHZ2yhc+Xhp3LMqRqfUkA98DJzXjvgsQP4rsYbqMPBcM0LDJB+ZSOCOnXrXt8VjNpkUX2KBBHDzbr2E7j55pD0+UdK6L01Tvy3kb0I89VKTtH7r+X9bbmnLdPB9oub1xcPbMJLrBwtxdkZSL/AHIxyfpVaLW5NI1ET6TrUd4t1py3Fwxha4jW4aQbXAj+bLAuAvoo6AVJo7RJFDeyF5LWEMlqHHMhP35m925x7fWrltdR2gMWm2MFsrEuUgjAyfXgAVFGH2n/AF/X/B6nXjsSpfuo/P8Ay/rbb7KMexttfl8Kabapp0azx6u+qSSXb+SvEzOBtGWBbOcdhU9z4Xs7jUtTvbm9SJ76OWORbSPYT5gAbcckORg4OB1yau3l1sQm9vIoRgth2yeOSdo9AD+VSWqWt3AJ0mMkRYgFeBwSDj8RXRZHmkMlppf9ofbSszyiWKdfmwoaNDGnHoAxOPWoPFGpunhm7nQFQIHI+pG0fzqQJLNZT20m22uWdlSSL59i7uDz1OK5rx5qWzw28GQBLMkf1C/Mf/Qab0RJ5/ZX4jeRc8DgVla1dB2Yj04qGKUjJHU1Z8PaTb+JPETadeXslsrRStGUj3l3VCwX2HHX2rGVFU5c66kxnKfus774CpvfXj6eR/7PXtsVn5jSMxwEXNeL/ADg6/8A9u//ALPXue8JBN6sK4aiTk7nt0JyVJJf1qebeLrv+zsuwYiQMgwcYJHWuZ03U4g++4D/AGcsqzsiFisWRkADnB710/joFoo8KCAO/QE9zWJoqPp12ojXLryWIrfDpuCuYYqbjVvFkl/b6rfaNq1joiajHY6jczPbxnYsZjYKDvMnzKpYMQBzg9q2rm21KXXjeTXNjb2wsG08IAZJChOd3OFBzjjkcU+S7umUtNMIkOcmRglZ8mp6crAtfCTc2zMaEruOMDd0zgg12nnbhp2haXpLQSRzu0sUxnHlxiNC5j8sHYOBwT07nNTafb6dpLJ9lSYv5KWwLtn5FZiP1Yk+tTX1sYrSRrZFkuAPlErEL15ziorggTJcxPtijDboyg+dieDnqMYP500SzmviLqLDT448kCSYceygn+ZFcLbX4+ylTWz8R9RM+oW0BwPKiyQD3Y/4LXESzOkB2kg5FZVKSqK76CU3F2QzU5g7tg8k1Fo889vrFpJbNtm8wKpzjrx/Wt/xBoOkW/hu31fTdQvJw10bXNzAI1uCE3O8Qzu2qcKdw/iHuBy9uWSVZVPzRnf9Mc1knZp9jWMdLHsukwXU00tzqaTG3t3CrbFMfaJMsFj9f7pPHT611CusJYT7bl4pg9yF/wCXq8P3Ih/sJ/SiOFb+GC7il2ziMtBKwyIy4HzAdM46fWmabF9laaUxsPsZ8m3jbnG7lpCf4nbOSe3T1rSvKdaa7f1/X/Ds7sHVpUKTfX+rW/rfXdK8bJf3ktvbvo9wNRtNSa8lvpCFWQBTjY/+1kKB2A56Uy18P6nDZa3HcX8dqNVVIpDJK11IkYRlI3ttyx3cdhWm91duN0jmNOpLEIAACaz5NV06OVIpL8SSuQAsQznJ2g5PGM8Zz2NaJJKxw1KkqknKW7LLafZSNaSX15c3jWqoBuwsbFDlDsAwCOOnXAzmomstIFtHb/Yd8UcLwBXcn5GbewPPOSAal0y4s9RhkkSKYCNghEvB+6D/AFpQXiuLmN/L2PjyAi4MY24OSepyaaIZYkvHubVtqEAtjI9K8SudRM2sTXGf9ZKz/mTj9K9P1a/bSdBu1WVpBbwFVeQ5ZmxjJPrk14wX/etjoOM/SiUVP3WS246o09UvRJF9a5eVt0hNdR4ZstM1vxLFpusXc9tBOdqzJNHGsZ7ljJxjGeOpOB3rC1ixOm61fWJjni+zzvHsuABIoDEYbBIz64JHpXNy8nuo0jr7zO68K6Vf6lpennefsjlxJKZMCNQxDZ4PIUk9s8da9DtnTZELdzB58JhtGbrb2i/6ydj/AHn9feuT+GLx3Xhm6spxvWOcgoeRsdQen4GuvuNOLajGrbnt7qQeeQOdijKRcfdTjn14Hetas51YRitl/X9fedWDnSoylKW/9f157dXaaGfWIbm21LSNMgntDA9tBBNN5bQx8bH5HRjkt3xiqdt4QNtdaVPcXdlH/ZxjZZIbfE0hUHguTwu5jgAdAK1HuLuaRgu8RhsDHyis+4v7KzQtd36rtQMyxguQDjB49cjH1q4RUVY561aVabm/6/r8XqPXR9JiN4Z3u9Qa7dZJ2upSVdxjDYGACMDkDtVsTWkSCKCxt1XYIsbRyo5C9Omcms611WyuLyCGK1uGSZynmuePl35yB0+737HNaN8rJ5EkMghWKUPIAoJkXB+XJ6VSsYsfFezPMFWNVByxIXg/5Nec/ES6aK9s4SeVjaQ4OeWbA/8AQTXczlEuGvUJWaVVjPzEgKvPA6DrXk3jW/N34kuPm3CMrEMf7I5/Umm7PQWq1Ixfg2gHoK5e+lDvgetWp5XEGASOa1fEvgu+8OeHtH1K9EouL8yebC0ZAtwAhRWP95lbOO3TrnHK6apuyLg3PVmFp8z293BNGcSJMhU+mDmvpm3O7cDgg9QelFFFM1mSJbQxxCJUGxCWAJJ5J5rF1yeZdStbKKV4oJ4GLiM7TkSJyD9Mj6E0UVszNGL4jki8N6WupWdpBJdSQoS8+5sHZjOMjsefWtTQ9Un/ALElfZEPKwVATAyVDHge7Giip+0i+hzPinxdqWlXEn2UQBjzuZCT39689v8AxBqesFRe3JkRAxVAAADwM4H1ooqG3zJFWXKyupO0fSoLDVrnRdZTULTZ58W4LvXcPmUqePoxoorev8COal8TPVPgO5RdeI9bf/2pXsb3MnltyPSiivLnvI97C/wl/XU5XxA5JLEAkAdarWahWJAwcdaKK7aPwI83E/xGZ+qWEFqj3xDTyLI5VZjlRuySMDHHP5cV59beLL99SNnFBZ28EMbuFigGWKLlck5PUD8hRRVy2MY7neSaxcPbRArH+8h3E4PXj3rgNZ8b6vbYhh+zoowf9Xk/qaKKUnoOKRyVzf3Oozm5upDJK7ckj0AAFRTnEJPXBoorWn8DMZ/GaPiDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrWCOI8f3jzRRXIzpie6eCr2afwhp8shBdY9nTqFOB+grd029luzP5gUeWVC7R6jNFFdEdjF7jNZhil08ySpvMOWUFiAcgqQcEcEEivK7nxrqsdw9vbLaWyxEqpjgBbBOTy2aKKJDRpaP4u1eBGDTLOTCrlphuJY5yetU9X8c6zHKrRmBWKAlhH3wD3NFFZpvlLsuY5i78Q6rqeEu7x3jLAlOAD37VUjJK5zzRRWmHdzOsi1p2vPoz3EZ03Tr+KVlYx31v5gVlzggggjqcjOD3BrPvtQudX1S4v76Uy3NzIZZXIxlicngdB7UUVlU+Jlw2R2nwtvZl1i9tgR5csPmN67lOBj/vo16fJqMyahb26hNjuFJxzjn/CiitIbET3NMHf8rdCMGvMvE+uTeG7wWmnWtqFK+SXlQyNtwAOpx0AHSiirexMTKtvF2uPO1xLfPIVKKqEAIoLc/KMDtitbUfGmqm2m4txt24xGeOvvRRWUW9TVpaHIXfjPXbpirXpjUdo1C1krI8rBnYszZJJOSSSeaKKVJtyCqkojbgnys571Y1DxPrGqaRbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRWmI+Iilsf//Z", 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f+PVxdxGY+SOKfZeKpPDZfZB5vn4z82Mbf/116Eo+0wj5fI82nLkxSb8z2Wa5VcgnFZs8ySbUDBsgk/SuR0DWD4ptpbi6eWExsV2RPjI4xz61u/2Dd20RlsLvf6x3B6j2Yf1ryPZ626ntKsQX1opD+WxXeNpI96ktNXistWsrC5nxcOo/hIXJBAGffj86z/ts6XSw3VvJGN3J6g/QjiotRuIp9Sik2o9xGoQHGec8fzrWnDS0jaVV+zbiz0ArMc8Y/AVE0Uhzkt+dRG8vXHywIPckmo5H1BhgMi/RKSpR/lOX2ku4slqcZJ5+tU5LbAYZBz26U2ZdTPAuNv4AVnXeoXFhbv8AbSjrsZllXjBAJwfyq+RW0RDn3Z5o8Ma6jfmIbY2upMc54Bx/PNSO7BRt68D8KWzhZtOicglmXcfqTk/zpjHCn2NergkpJxueRi21NOxh6DObbXrGVTgrMvP14r6As70RxvcTN3H16V852zmO6ikH8LhvyNe6W9xG15bxyPiJU84gDJz0HA6815dde/FnqUX7rOoR5rlQ08piU9I0HOPc1NHBajkqzHOck1Thtb+4jkkSERRxpvdpicqvqVHSriaWElEdxeyyOYTLsgGMHaWVCByGIUnFTH3tkbckrXexK0lun3lUY/vNioH1C25CBWP+ypapmi0+1CzC3EkEl2tlHMxyHlMmzb3OeDn0qO18SWlhrGpWl7YySW1sXjN7Dbb4I5IkLyIWPfHtjPFbxozfSxi6sF1Kxup5flgtZXz0+UCqepteadbrcX8SWsTnCtK5GTjOOnpWzH4/nFrcxrohtbwNaJaRSzKVl+0E+WWKfdwASRyQBU+p6fZeItCs5PFdhE9xB+8eCKdxGrng4IIyMDvWqwzfUzlXXY8ZtkWXUdRuFZHE907Bo+hGcDH5Vn6mzRzso6DpWtp3kIdsCCOBS2xAeFBJOP1rF12QCfjpiscPNxxDVzLEq9NM7z4OMJrnXV7gQf8As9ersm1uleO/A6bN1r565MH/ALPXsLy5cDHalXknVk2etgYuOHiv63IrpwsezrniuRMdu0jGQvI2erPx+VdBf3I8wqn3grcZ9jXKWsIumTfebQ8hULHwQB1P0HrSUbq6FibuSSNFfs8a5WJRx1zimG8tVzzFn65qX7Dp1vp9zqLwTSWcKmVbmXODEFbLkHpyBx6EetOZ4bS6+zypBbH7BJqHmEFwsKkDPHfnpVxozeqRyVJKnJxk9UUnv4j9yNj/ALsZqEy3UxxDZTMfoBU+leLXOkwB9EuGvZpo47QSCNVufM3MpDgkLhVyQeR+NWIfG9/qMGnLpmlIbmeNprmKWcKIY1m8o7SBhiSGI6cCtVh5dWZOtHsctrk8sFvPb3aJBKYyypJKqnOODg+4riNItymnxA/eK7mPqTya9J+IWgaHc2l5q12ty98YQkbLcMqr0VTt6d+nfmuFtWXyXboCOBWGJg6aWoQmp30OeuJCtwRjocfhX0Xc+JILWP74GBXzbqswS5cjirWo+KNQ1e5FraF2aT5VCgkn6AVeJi6sIa7X/QWCmqbm35HuEniRZFeUyfIPmHNMXUZJHEsnLEcIegz/AFrjdEsNQk0rTUuITG8eDMszBSAPUdeuK6yPT0MiNqF8sMZjM0ot+BAnbceuT29a54QaWx3Ocqj5Yk4nhT5ika/XimnUIAeCjf7q7v5U6CxsBcwWsNqr38h83y53APl4yF553sOcdhzVi7nWzn1dViiQaPbC7mTbkOp8xlVT0ztUCt4Upy1SMatqTSk9Sob2Rh+7t5nHqI8VHt1Of/U2Mp9yf8BVW78QXWma7pENqI7i4lsYbh4J7hYN/mALsi4+ZhyeSKtHx3exXj3L21udJaO9eL943nEW/wDE38OGPAx61qsO+rMHWXRFa/stVtLGW9uoY4LeJdzs5PA9a841eaHUvEEE8M0cixwnds3cNnGeR6V6/Zi71TRbiLxQtlcxz7ZBFFGVUIVVtrDPJDZ574ry7W4tNtvE1zDptlBaQqqIyQjAJAySff5v0pVqPJByuTGrzStYzNTUx26sBg1yGqsWMWff+ldjrci/ZsDGcCuHvX3yAelLCzvRaZjUj++ujtPh5IPIu0PQOGx9R/8AWr0WGT7ZM7OT9mRtqqD94jr+FcH4H0W9sIZbq5MUcNzGpT58kcEjIHTjPWvQNOsbU6ZFELlp3LmCBIflE8meQT12gckj1rGVKalKXLodtNqajBPUstPZxRGN0gRSMFSAMis3TdEsbe8+0W6zTlTujypwn+Nbhl07ToHu7TT4WRA0Ue5d/nyKMvIO+xMH61YuryKPTtEaDUY7mLUrmG3iKEB/LkO7fzySMEdO/tWlOnOZVaPsYpy3fT+v66bpkDyXxDMLcqo6tJIFH+eDUw0jWp8cW8YYZBL54rM1p7gWHiSK3gkuZLO9t7SBgDI4RlDO+3IDsPMbA+lZNz4h1e40Jlh16VBZ6dPefaYbdYpZCsnlxRyKwwvKsCB145rb6v3Zze37I6weE76TmfUUQekaV5X4q1VZE1HS1tr6VFkMInKkKSG2g/d6Z969G0x7rVfElzqc9/dKthKLRLdHxDJiFfMLL3O9ic+wFZ3xE1h/7MWzWQhJZ1BTqCFy38wtW8PBRvqZ+2k3Y4FIAlsy44VccVztxKwZsn6106sq2Zzjn1NcZqU2DJjueK58DUtJk4qN2rE/hRNJlvpl1WF5h5ZMaBioOOTnGD0Few6JqGUlmjshHZ2yhc+Xhp3LMqRqfUkA98DJzXjvgsQP4rsYbqMPBcM0LDJB+ZSOCOnXrXt8VjNpkUX2KBBHDzbr2E7j55pD0+UdK6L01Tvy3kb0I89VKTtH7r+X9bbmnLdPB9oub1xcPbMJLrBwtxdkZSL/AHIxyfpVaLW5NI1ET6TrUd4t1py3Fwxha4jW4aQbXAj+bLAuAvoo6AVJo7RJFDeyF5LWEMlqHHMhP35m925x7fWrltdR2gMWm2MFsrEuUgjAyfXgAVFGH2n/AF/X/B6nXjsSpfuo/P8Ay/rbb7KMexttfl8Kabapp0azx6u+qSSXb+SvEzOBtGWBbOcdhU9z4Xs7jUtTvbm9SJ76OWORbSPYT5gAbcckORg4OB1yau3l1sQm9vIoRgth2yeOSdo9AD+VSWqWt3AJ0mMkRYgFeBwSDj8RXRZHmkMlppf9ofbSszyiWKdfmwoaNDGnHoAxOPWoPFGpunhm7nQFQIHI+pG0fzqQJLNZT20m22uWdlSSL59i7uDz1OK5rx5qWzw28GQBLMkf1C/Mf/Qab0RJ5/ZX4jeRc8DgVla1dB2Yj04qGKUjJHU1Z8PaTb+JPETadeXslsrRStGUj3l3VCwX2HHX2rGVFU5c66kxnKfus774CpvfXj6eR/7PXtsVn5jSMxwEXNeL/ADg6/8A9u//ALPXue8JBN6sK4aiTk7nt0JyVJJf1qebeLrv+zsuwYiQMgwcYJHWuZ03U4g++4D/AGcsqzsiFisWRkADnB710/joFoo8KCAO/QE9zWJoqPp12ojXLryWIrfDpuCuYYqbjVvFkl/b6rfaNq1joiajHY6jczPbxnYsZjYKDvMnzKpYMQBzg9q2rm21KXXjeTXNjb2wsG08IAZJChOd3OFBzjjkcU+S7umUtNMIkOcmRglZ8mp6crAtfCTc2zMaEruOMDd0zgg12nnbhp2haXpLQSRzu0sUxnHlxiNC5j8sHYOBwT07nNTafb6dpLJ9lSYv5KWwLtn5FZiP1Yk+tTX1sYrSRrZFkuAPlErEL15ziorggTJcxPtijDboyg+dieDnqMYP500SzmviLqLDT448kCSYceygn+ZFcLbX4+ylTWz8R9RM+oW0BwPKiyQD3Y/4LXESzOkB2kg5FZVKSqK76CU3F2QzU5g7tg8k1Fo889vrFpJbNtm8wKpzjrx/Wt/xBoOkW/hu31fTdQvJw10bXNzAI1uCE3O8Qzu2qcKdw/iHuBy9uWSVZVPzRnf9Mc1knZp9jWMdLHsukwXU00tzqaTG3t3CrbFMfaJMsFj9f7pPHT611CusJYT7bl4pg9yF/wCXq8P3Ih/sJ/SiOFb+GC7il2ziMtBKwyIy4HzAdM46fWmabF9laaUxsPsZ8m3jbnG7lpCf4nbOSe3T1rSvKdaa7f1/X/Ds7sHVpUKTfX+rW/rfXdK8bJf3ktvbvo9wNRtNSa8lvpCFWQBTjY/+1kKB2A56Uy18P6nDZa3HcX8dqNVVIpDJK11IkYRlI3ttyx3cdhWm91duN0jmNOpLEIAACaz5NV06OVIpL8SSuQAsQznJ2g5PGM8Zz2NaJJKxw1KkqknKW7LLafZSNaSX15c3jWqoBuwsbFDlDsAwCOOnXAzmomstIFtHb/Yd8UcLwBXcn5GbewPPOSAal0y4s9RhkkSKYCNghEvB+6D/AFpQXiuLmN/L2PjyAi4MY24OSepyaaIZYkvHubVtqEAtjI9K8SudRM2sTXGf9ZKz/mTj9K9P1a/bSdBu1WVpBbwFVeQ5ZmxjJPrk14wX/etjoOM/SiUVP3WS246o09UvRJF9a5eVt0hNdR4ZstM1vxLFpusXc9tBOdqzJNHGsZ7ljJxjGeOpOB3rC1ixOm61fWJjni+zzvHsuABIoDEYbBIz64JHpXNy8nuo0jr7zO68K6Vf6lpennefsjlxJKZMCNQxDZ4PIUk9s8da9DtnTZELdzB58JhtGbrb2i/6ydj/AHn9feuT+GLx3Xhm6spxvWOcgoeRsdQen4GuvuNOLajGrbnt7qQeeQOdijKRcfdTjn14Hetas51YRitl/X9fedWDnSoylKW/9f157dXaaGfWIbm21LSNMgntDA9tBBNN5bQx8bH5HRjkt3xiqdt4QNtdaVPcXdlH/ZxjZZIbfE0hUHguTwu5jgAdAK1HuLuaRgu8RhsDHyis+4v7KzQtd36rtQMyxguQDjB49cjH1q4RUVY561aVabm/6/r8XqPXR9JiN4Z3u9Qa7dZJ2upSVdxjDYGACMDkDtVsTWkSCKCxt1XYIsbRyo5C9Omcms611WyuLyCGK1uGSZynmuePl35yB0+737HNaN8rJ5EkMghWKUPIAoJkXB+XJ6VSsYsfFezPMFWNVByxIXg/5Nec/ES6aK9s4SeVjaQ4OeWbA/8AQTXczlEuGvUJWaVVjPzEgKvPA6DrXk3jW/N34kuPm3CMrEMf7I5/Umm7PQWq1Ixfg2gHoK5e+lDvgetWp5XEGASOa1fEvgu+8OeHtH1K9EouL8yebC0ZAtwAhRWP95lbOO3TrnHK6apuyLg3PVmFp8z293BNGcSJMhU+mDmvpm3O7cDgg9QelFFFM1mSJbQxxCJUGxCWAJJ5J5rF1yeZdStbKKV4oJ4GLiM7TkSJyD9Mj6E0UVszNGL4jki8N6WupWdpBJdSQoS8+5sHZjOMjsefWtTQ9Un/ALElfZEPKwVATAyVDHge7Giip+0i+hzPinxdqWlXEn2UQBjzuZCT39689v8AxBqesFRe3JkRAxVAAADwM4H1ooqG3zJFWXKyupO0fSoLDVrnRdZTULTZ58W4LvXcPmUqePoxoorev8COal8TPVPgO5RdeI9bf/2pXsb3MnltyPSiivLnvI97C/wl/XU5XxA5JLEAkAdarWahWJAwcdaKK7aPwI83E/xGZ+qWEFqj3xDTyLI5VZjlRuySMDHHP5cV59beLL99SNnFBZ28EMbuFigGWKLlck5PUD8hRRVy2MY7neSaxcPbRArH+8h3E4PXj3rgNZ8b6vbYhh+zoowf9Xk/qaKKUnoOKRyVzf3Oozm5upDJK7ckj0AAFRTnEJPXBoorWn8DMZ/GaPiDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrWCOI8f3jzRRXIzpie6eCr2afwhp8shBdY9nTqFOB+grd029luzP5gUeWVC7R6jNFFdEdjF7jNZhil08ySpvMOWUFiAcgqQcEcEEivK7nxrqsdw9vbLaWyxEqpjgBbBOTy2aKKJDRpaP4u1eBGDTLOTCrlphuJY5yetU9X8c6zHKrRmBWKAlhH3wD3NFFZpvlLsuY5i78Q6rqeEu7x3jLAlOAD37VUjJK5zzRRWmHdzOsi1p2vPoz3EZ03Tr+KVlYx31v5gVlzggggjqcjOD3BrPvtQudX1S4v76Uy3NzIZZXIxlicngdB7UUVlU+Jlw2R2nwtvZl1i9tgR5csPmN67lOBj/vo16fJqMyahb26hNjuFJxzjn/CiitIbET3NMHf8rdCMGvMvE+uTeG7wWmnWtqFK+SXlQyNtwAOpx0AHSiirexMTKtvF2uPO1xLfPIVKKqEAIoLc/KMDtitbUfGmqm2m4txt24xGeOvvRRWUW9TVpaHIXfjPXbpirXpjUdo1C1krI8rBnYszZJJOSSSeaKKVJtyCqkojbgnys571Y1DxPrGqaRbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRWmI+Iilsf//Z", "info": {"video_id": "179503", "label": "putting coin into wallet", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "179503", "label": "putting coin into wallet", "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": "a9343e8829cc1f74bfc8272652299ce909da4e57ca50d757365048d8d3e91872"} +{"episode": 84553, "episode_seed": 1018942327, "split": "train", "timestamp": "2025-10-13T03:48:15.290865", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1018942327, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of card, 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": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "156108", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "156108", "label": "lifting up one end of card, then letting it drop 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": "cabeabaf832aa195cd6e86a26aa734d97f66efc97cef0486cf27567b1ad271d6"} +{"episode": 84554, "episode_seed": 3331657526, "split": "train", "timestamp": "2025-10-13T03:48:17.252507", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3331657526, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 two binder clips onto sticky note'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "163293", "label": "putting two binder clips onto sticky note", "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": "163293", "label": "putting two binder clips onto sticky note", "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": "4d579b9ec654819e51a7c23612677eaa4ae2dc73d43afe70c3c6487a2fe810c3"} +{"episode": 84555, "episode_seed": 2040235278, "split": "train", "timestamp": "2025-10-13T03:48:19.750331", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2040235278, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spray bottle onto a shelf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "211818", "label": "putting a spray bottle onto a shelf", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "211818", "label": "putting a spray bottle onto a shelf", "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": "fb1a5b1af611252fbeb2b44a55ee8fb779894ed492a2dfc0152bab6758aa682e"} +{"episode": 84556, "episode_seed": 1992927471, "split": "train", "timestamp": "2025-10-13T03:48:21.089261", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1992927471, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping pen in front of portable battery'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "163343", "label": "dropping pen in front of portable battery", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "163343", "label": "dropping pen in front of portable battery", "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": "9f130e0296fb6e585d9a325a62768a3c502eb8c7b047471fcaad47710179ee54"} +{"episode": 84557, "episode_seed": 963665564, "split": "train", "timestamp": "2025-10-13T03:48:21.925375", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 963665564, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hard toy duck falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "184881", "label": "hard toy duck falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "184881", "label": "hard toy duck falling like a rock", "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": "06eba7935cf77d03441b915b511896db174c5d59c3d81fac16289dfb5749339e"} +{"episode": 84558, "episode_seed": 1603644909, "split": "train", "timestamp": "2025-10-13T03:48:24.972744", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1603644909, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from watches with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "53733", "label": "moving away from watches with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "53733", "label": "moving away from watches with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7a0ac14bee5d286ebc5d38e721dbcef96f61fd06415ce3bf51d8802f250405c2"} +{"episode": 84559, "episode_seed": 541826602, "split": "train", "timestamp": "2025-10-13T03:48:27.531849", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 541826602, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 piece of plastic next to shampoo bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "76853", "label": "putting piece of plastic next to shampoo bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "76853", "label": "putting piece of plastic next to shampoo bottle", "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": "8f799cdb91bbdb58370f4aaffabd11598c68403eb2928e94d55fa62dbefe4e97"} +{"episode": 84560, "episode_seed": 4088383785, "split": "train", "timestamp": "2025-10-13T03:48:28.505355", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4088383785, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing bottle on top of washbasin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "95658", "label": "showing bottle on top of washbasin", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "95658", "label": "showing bottle on top of washbasin", "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": "f342fc76f4c8fb618e3d61f17b835e8b681e320fdfb29d16dbf0518bfaedeb70"} +{"episode": 84561, "episode_seed": 2181559842, "split": "train", "timestamp": "2025-10-13T03:48:31.014593", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2181559842, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'unfolding plastic box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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t/UZFdZplkPtONp2DIOOvPavLfB3i+w0S21KW5z5sBV4cctN2x9c/zr0/Q/GPh+9t4r5b+CFp0DtC74aNsfMCPzrNaPUdRa+6ee+HfB9x4i8RSytDJFpySEtI/XbngD/aI/KvcLW2itLaO3gQRxRqFRR0AHaiEoY1MSBYyMjAwKkDA961itCJz5h1IDmlpkald2TnJJqiB9ZOtQxz2nlTIrxvlWVhkEYrWrN1IHyFz2bipn8LKjueI6/4J1B9fuHtLCaS1Zy0flLlQuM4x2xXoHw6vrWfS/7Pj8wPHlisi4K88Y9R/hXSWIP2kY64OKvxadaW88lxBbRxzSY3uq4zisYLmjc1nPSzMu+stkwyvydyBXj/AI7FtbeMLyzs4FmkXa0rZ6OwBIx+X517Vd6rZwRyPdXEESRfM5aQDaB17184yXr3/iG8vsSeZdTSSB2OM5yRx+VTTSuwi5LY1NJ0bVtelkSzs5ZljIHyLhQfc9K9t8LeE7bw/axu6rJfFMPL/d9Qv+PepvBtxHdeEtNmjRUzCAyqMfMOD+Oa3q6k9LIxbbeoVG7BZIwT1JH6VJUFxEZGhIYDY+4+/B/xoBEx6VBcDJAAqYCobhXyrpgkHkH0oBHnUdz9lvGlMmzG5d/pmt/TlgvLa6a9bahxsYysSB/+sVztwALqUdg5x+ddfoRe5tgZzvXYCAR0INc0Je9Y2mtLnn/iDTLaOUNAwlBODtBJrhPG+ixpo8OoL+7likELDHDq3I/EEH867j4z6rPo39l2+mzyW0sgkd/L43LlQP1zXj+oanqGoBPtt1PcADIVmyB74qmncSV1cqRIRHHkfe6e9dHo+kXt+VW2tJpyCB+7Qtg++OldF8MdD0nX9Qit9StGljTeYwWIBYAHnHbGa9803S7DR7X7Pp9rFbQli+yMYBJ71unczlZHNeAfDR0fSftF3beVfSkghuqr2HtXZ01SOo6U6gkaCCSARkdaAwPSoBtjY+rtkUibLfEe7ksTz6nmgqxl+IuIUJYff6Htway9KmKzyQmYiN1yVUjP+cCq3xHVG8M7Xk2YuY2duhA5yf5VxHhT7FD4hgkt5vnEMgILkk/L1rmqfFc1irxPUPEusx+H/C91qjqzpBEpSPdjeTwBmvIZPihdz/Nb6LYRh1yJHdpGH8hXo3j5ba/+Gmp+dKVEdv5qsDzuTBH68fjXzTFqG3T0HfkcfWiSctR00luaRS6vdXuL+5kSRpJTJITxkk5P619D/Da6WbwdbsR88Ujo+D1Oev5Yr5sXUythK4OSWAxXt/wd1gXPh/7AYhjdI5PqeBj8smqpppmlXlcdD05btJLUXIBEeCw9cetSJIZVicjG7nH4Vj2upRyyXVmIiIrZApIQ8nHIx14yKw9Z8Uq+kXMlpN5RiuPIDhsbiByfzzWk5qMXIxVJt2R1dvCINVvZScCRYzz0zzWgzAYB79K85+HF/c6nLqzXV69z5ZiK7pC2372a79tkhWQk4jbP49KVKXNG5E4crsSycoeccda4i5I+1y8gfOe/vXYvIroWB+VSc/WvD/EMVkfFWqm4m5a4Yhd5AA4INKqrpFU9Gex6LIDbRoOuwn9awvifrJ0jwRdMhIkumFupHo33v/HQab4HnjTSrGJXBX7OVU5zn5zWN8Xbu0n8F3kT/wCttvLnhZTxuLlMfkTRSfu2Bxbnc8XSAKXXAwR/SrGmQyW7Gd9v+zg5PWsltRcQwkDqgyamfUJPLgCkAHk5+tS73Om8LH1Xp+oJNa2SquTLCGG0cAAc/TnirnnfvhDg7iN3tiuT0TXFHg7TtQCGSTyhENq9W3YAz+Va9/rENi0BIzJO6RKMEcnvnoRjJ4rZM5uS+xu0gNcLqPiCVNUljjuwiI5XG/rXbg8fXms6dVTvZbEyg42H5yKz9SIEQyR1q6CF+WuV8fhX8ObGl8sCeMswOCBzVzV4sUdzSsWX7UuGB69DWjf3sen6XcXshASCJpD+AzXl3hNbCLxDbyW0oLiKQEFySfl616FrclrN4Zvhd/NbtayeYAcEgKSce9ZUtHYua1PnaYtdTyXMqjfOPMfI6s3J/nRp9k9uC7tGdy8YByKx21GY2tuVYYCc5PPUirUuoSFLdInVSVBOaTTudSlC1z3v4eXpOktaNgCKKORQPQ5B/VTXYpKskQkGdpGefSvNPhfqAlkuYJFDSfZ4iHH93k4/Mmu9h1FJJp4QjYgABO09SM4x14yK2jexyTjdto0gcjNI7KgBYgDOOTWLLrkT2dxKjBRHN5IbONxHWm6bd/2gkm6ZZDGwf5TnHWpdRKfIHs2ldm4SARk9aZMQY2GcZFVn2TskgPET5/HpSSyJKm9WyqMcn3rQnlOAvCBfS8gfOc/nXVeHJQIEXPAjLH/vqvHPEUdkPFerG4m5a5fCbsAKeQfrXovgC4ij0+yiEiuhttikHOfnJ/rXGtJXNpfCeRfELWT4j8Y380b7obdjBDg5G1TjI+pyfxrmZIWMMYQbnHHJxVnWY10nxbqtgswmS3mkQOBjdhs/1qil/vuFXturWerLg4pWPSvhXcNpvia2hlVf36OuAc/NjI/Tivc2uwlxHBgl3BIx6D/6/FfNngnWVt/G9pNIPkjZiPwQ171PrYi0iDU5IfnkjUBMdWYjC59cnp7VdPYmcE3ovI3I7hTN5IBzjJParOa5u/1yDTpIGbh7lkiUbT35znoQBnpXMan4kmTUbiOK+KKshXHmUqlVQsZ+zbOim8UWDCNhDcs6sDjGAP1om8S2LvE6w3LFWz0AxxjPWuSVjUgYY61l7WRooo2NZ1K01qWC38mVocMXSZRtJ4I7+1UF0+0tY5JLe2hicIcMiAEcVBAwN5GR0II/Sr8zbbaU/wCw38qxnJt3ZSVlY5jxdLqcfw/1a2SYCB497rtwSCy55+leDWuyTdC2euRX0L4mjN34P1OFSNz2jY/LNfOG543LL1ropfDYzemps/6HDAY2BKnqc816N8H9SX+0ry0iglaMR70ZZtrL2J/HNePl3kOCa9h+CNoqzajevgYRYhnvzn+lU1aLE53PYI08hmeOKYO5yzfaDkmsS+0u0uQ8EtsdpYMVLbvm55/Wt3zQc4IP0rzabUdQvfH2o6aNZurSEPIIljTd8ypuC+w4PJrFXloS3Y7Lw8th4Xe6zHIFuQuPLGT8uf8AGtiDxPYR+YphuVUuWBwDnn615j4U1W/1IXJvrmWbaEKeYemc5x+ldLn3qlKUdEXFJq7Ong8S2MULIYLoDcSPlBzz161zcdjZXardT2sUkzjLO6Dce3P5VExq5ZYNnH+I/WonNtamijYjkSa3vLf7HsjEQDqoUYHJrmviT/aF94Ru57mYMUaNmCjGQG/+vXVSSbb3B/55D+ZrI8W2/wDaHhLUrdRlmhLDHqpB/pSg7NCZ4NaGKSMCXPycDntVx723VAiwhsdM9qxwSCcE1LGGLAdzXW4psy57Kx758MJZr/wgPtKvJElwwjCyFMYx/j1rtbyNZoVE0UhRPu5mzt+lc78P7ZdO8GWETcO6mRgeuSal8d6lcWPhWSazmeGbzo1DoecE9K55NuWgJ2L40iwkmeV7ZS7MWY5710D69a4XEUzMCOMYxXkN/q9/Bo8N9Y+INTlVrj7PmeNUWYhcs8Y67QeDu9R9B6ApyoOe1UrwBWlub0muWpZCsc7YPPy4xVHUbu11WeK3aF3hKsXWVBtJ4I7+1UNwpbdh9ti+hH6UpVJNFqKTuTpp1laRySW9rDC6ocMqAEcVk63NfWvhDVkaVRA1tKz4Xnla35jttpj6Rt/I1k64wm8OXcRPEluyNx2K4rOL1CR842fkSQ/vQxKk45q7Lc2QChoSxHQA1ilXiLL0I4IpU3Mwz1Ndbjd3IVS0bHsPwhuftOsXC+XICISoKNjAGOp/z1r2OK18p3kjSQM5yT5vWvL/AIMWJt7G7vHAAfCAnuep/kPzr1lZVK8GsZytKyJvoZcum2koaGWA7S4cqzZ5wef1qGe703w4FUwOq3AOfLGTx/8ArrhbrXb6X4h3+mS61e2lsZ/LjMUsaLHgDklxjGM+5NZ8eo6nd6he22o3V1N9llKItzjcnJHOOM8DOKLNe8EXd2Z3lt4s02LzFMV0qmQsDgc8+x6Uy28VafBbyR+Rc4LEjGCTk9etcd1pT04pOpI25USpZ2d6q3U9rG80gyzOg3E9OfypwWe2vrdrLZH5OHRdg2rye1Ps/wDj0j/H+Zpzvtuuo/1Y/wDQjWe7uNnhGt3Ez+KdQmuGLSyXUvmMe5LHNRw2qB1czcDnFWPFyeV4r1FcY/0hmA+vNZX2htuM11W5loZJpPU2rS6tbLUIblHlMkcgbapxnnnmvoa3mhvbCLbbXAiwHVGuTxx/9evmS1Vri6ijBG53Cj6mvpq0AgtoYcrlI1UnPXAFZzutA5rj78Ce3TzoJNsf3SZs7aof2Pp80jyyWwLuxZjx1qn431Cay8MSSWszwymaNQ6+hPNcvqz+JtE0fTby51K9Wa7LmSIrjycbSoJx94hs4/8Ar1MU2ricug8a3eeqf980v9tXh/iX/vmiiszcv6Rf3E+rW6SMCp3dvY11N2SLC4I6iJj+hooqHuM4KLUZ5oR5hVgy4II4ryLWIUttUuYoxhFkOB+NFFdFHcxkVYeTivorwHo1nbeFbKWJWV7hBJIc9W5ooq6vwkHVR2UR7yf99mvKtdmfSfHGoXVtjzYp227+Ryu05/BjRRWVPcJFbQrqTTxOIMDcFByM9M1s/wBt3n95P++aKKJbmsPhEOr3h/jUfRa6rQpGl0mF3OWJbJ/E0UVnLY0Rj+KLya21S3SMgK8JJ/76rOt7yaQqGI5oooWxMjzLxPYw2WuXMcAKoGyF7DNaXgPTrfVPFVnBdKWjyXIz1IGRRRXZ9kwPfYrGEKMbh9DWF47tIl8JSN85xPFwWPqaKK5l8Q3scDqus/2vFBHJp1lAYVVI3gV1KoOigFiAOc9OvNdguuXgQcx9P7tFFaV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", "info": {"video_id": "177960", "label": "unfolding plastic box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "177960", "label": "unfolding plastic box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bd340c876134a1e6dfd61ee19815826f5260dd490e75b1046ffe6d9a74c94182"} +{"episode": 84562, "episode_seed": 3847769928, "split": "train", "timestamp": "2025-10-13T03:48:35.738600", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3847769928, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'wiping milk off of floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "114310", "label": "wiping milk off of floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "114310", "label": "wiping milk off of floor", "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": "396ca9120900621b0ecf32030989b26c17a979aaaaf021fd72582813abad4ae6"} +{"episode": 84563, "episode_seed": 2092826287, "split": "train", "timestamp": "2025-10-13T03:48:38.564406", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2092826287, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'failing to put lemon juicer into ice cream container because ice cream container does not fit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "171486", "label": "failing to put lemon juicer into ice cream container because ice cream container does not fit", "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": "171486", "label": "failing to put lemon juicer into ice cream container because ice cream container does not fit", "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": "22c7ba0f93f88ca2c02131f5e4542da025217fab0264de34c91190f54733992b"} +{"episode": 84564, "episode_seed": 2046128378, "split": "train", "timestamp": "2025-10-13T03:48:39.396050", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2046128378, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 battery on top of table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "164820", "label": "showing battery on top of table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "164820", "label": "showing battery on top of table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e007ab260f8fe344ec0cfb365c12ddfa66502e218c27dffc12e7f96140ede4f2"} +{"episode": 84565, "episode_seed": 3300754725, "split": "train", "timestamp": "2025-10-13T03:48:40.096526", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3300754725, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing white paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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gkkZiWYKOSTzjbx6ZPrRRSYM//9k=", 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"info": {"video_id": "27245", "label": "throwing white paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "27245", "label": "throwing white paper", "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": "fbe79f3478c7f0d67de7ae1fe094e0f1981778eea97dc58b3a197814c2991ff6"} +{"episode": 84566, "episode_seed": 4008396413, "split": "train", "timestamp": "2025-10-13T03:48:43.397109", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4008396413, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissor behind kid toothbrush'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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Ulka0u48RyGNldDlSD7VZPgPVzykls+DkcsD/ACrovD9usOrayqjaovpMCupLbeaxo0YVKcZ90VUqSjJxPMJfBetocCGJv92X/Gj/AIRbXCoAsHY+qup/rXpjyZBaoo7gqxIPA61p9UgR7eR5DfveeHnkt7u2eGaRQwV/TnkV5vreoSyXW8MQc5BzXqnxhkI1DTLheklu6firZ/8AZq8avfMkkyFJFcsqajPlOuErwudX4c8cTQslrqL7oTwJe6/X2r6G8GgQeHXkBwJ5mbI7jAAr5FigkeQLtIB6k17b4X+KVnYaNp2jyxMzW8axySdic9a1pKKndmdS7jZHrbybmx0A7Uq5C575qJCAAx5ycUsZWS6kYHIVQp9jk13nKUfEtsLjRIGkXPl3sLA+nOK27T5YQO+Ky/EBz4duW6hAW2juQpx+uDWhaNvtYnz95Qf0rhw874itDs1+K/4BrUX7uL9SwX21VmbAB7GnyTJySRgd6rzuBtU922/Su1GA6O4KDBPBrzJSnlMpAIIJ65NehyN8hA9K8zVivAH/ANY1x4z7PzOjD9SwXGQBwcAE5rU8NRCfxFZR7cbZd34KCf6VizTYKggnB5wK6PwJCsviIy7ifKhc/QnA/rXJTV5o3k7Jne3z7hx0rKlGFLtwF5Nac42vzWVfSFLeQ8EElfoK9Y4iJV8xs8hTzWddop8Zq/UG0VPxU8/+hCtRm2sAOAKyrl8+M7fkBfKkXHqcJn9BXDiqnLXox7t/+ks3pq8Jvy/U6AH5RTN5zgmo3l8sIB/EcD8if6VD9qUgnouFwfqM13nMOLnfivPfiXpba7q3h+3fIgi895mHZfk/U9K7wSEl8kZDFfwrnfEzlXtjk4w276cVjiHamzSj8aMgIqbo1IA2gKOwHTFNyCRglQTx70iurK24k+/rUJcsgIwTnv2ryztPQ/DaeR4ZX/ptI78d+cf0qGZyZeT06VdsomttBsEIwfIUn6nn+tU5flYHHevWpq0Ejjk7yY0NgAd89Kr69D52kWjsAfLvYmz6dR/hToiklxLIOwCnjuM07XXP/CPzOBllyQPfH9MVy5hU9nQc+zj/AOlI0oLmnb1/I3LI/ul9cVOzlaqWjfuI2HcZpz3KYzu49vrj+ddxzhM+ACO9JFcGPGTwaillG5V4OW29enB/wqJ2yuKYjz0OXCgZAzkE96YzncS33sdfQVEhBYgHhecY6UxnfzN+QR714h6B3Pw/+ZtQn5OxEjBPuSf6V1E43tWH4AQf2JdS4AEk+38h/wDXrdmyu457GvTw6tTRyVH7zM+5B2p5Z6uAcemaW3ws6DvkVBc5W6tcDH8un/1qdE226T3YVpN2i2THcydIIOt6ov8AEHV292K8/wAq3mft3IrmNLn8vxBfDj54Y3P/AH0y1sXb4clWP+qJBHsQa4cplz4Kk/I0xatWkWS42kg5HfFQCRdoZejYIqsJcXCrkgCVx168g/1rira9v77xZc6Y2s3VpEpkEQjUNllUkL7Dg8n+tehKXLqYRjcy/i6+P7IBPH77H/jteVNOsf1rd8X6vfX6WbXl1JNtDFd56ZxmuRZy1cNX3ptnfSfLBInmuXkPXArt/hl4Sj8Q6hPe3En+j2bpuT+8Tkj+VcTZ2Ul7dwwKMeYevoO5rvtGiu/DyzR2V9cQeaQzeW+M4HGfXvUqUYvUck2e6+cFZF9T/Q06zkDTXJzn5sfqa8mi8R6+hX/iZs+3P+tRG/pWjZ+MNbhDHdaSZOTuiI/ka6FioHP7GR6VqDCTTniPOXUEexyKj0G887RrEu2T5IBPuOP6VyOl+L7nUria1vLe2iTyvMEqOQAVOcHPrk/lWBpXj9rS1aybS5JBBLJGHSYfNhj2Irz8PVSzCs76NR/U1qQboxXVXPTZ2ISTHBxKB+BBpkkwzK3pKp/Uf41xv/CxdOclpLG9jB8w/dU/eHsaytf8e2x0yVtPkuYJ2ZMMYyPTIzz6V6vtYdzl9nLselSsAh5xXmmT5i/3856VDqviBotCh1Oy8SajKj3JtgbmIRrOQm5niHXapIU7vUe4C7SsHm7juIxj0rlxM1K1jalFxuTudrLtOc9eevNb3hTWtP0G5uZ755EWSNY1Kxl++TnFcnJLMYomC7svhwTjA9aUyGRWzgED+ZrmjJxd0bNXVmerjxf4fuThdUgUntJlD+oqtcajZXNuBFeW0mX52yg8c+9eYpGdm5gSO3PUVHLBFhT5a8d8V0LFy6oz9iuh6zODtZ0+bAJGORWBqchj8WWeRyZJR+aCvPZC0WfKeWM4zlHK0eJNXu5Do4tbyRbmGM+ZIjnfnaF+YnvxXFiqjq16M0vhb/I0pw5YTV90euCfzBCv92RVOPoRVIy4jVueUj5/4ERXl9t4k8QxAFdSL4IJ8yJWwR07VOPF+uhCjG2cBdvMZHfPY16ixMDl9jI9PWQF5WJ4JBH/AHyP8KwPEcnmPb7f9r+lcXoXiS61XxaNP1TUrizhncIkkE8caRYHJJk4xjPHUnAp1tf39xquqWN59pLWkxjRLkr5i4YjkDgHgZwSKitVjKDSLhTaldmspJhPAyM596iIH/LPAOcYzjmjzdriHHQcjNV47uORN6uDjPT/AD61wnQj2mSILbJGoyqoqg/QYrHniIlQdOT/ACryVpp4JW8meaM56pIy8/gatLrGsxEbdVuwR/ek3fzzXasUuqMPYvuehW6EPOcZBfjj607UDv05oyP4gD+IIrz+DxPrUCki8Rh1O+FT/ICtPSfFF7qE9xb3wtxEIxIrxoQdwI9zxya4c1qxq4OcY7/8FGuHpuNVNnZaDfebpVm7sTmFQSfWnTPiJyOoWT9HzXlek+O762s0tjp0MqRMVVhKVJAJHPGK2R8Q0bJl0mZc+Z92VT97H0r0414NK7OaVKV9jumkG5z3E4P6/wD16lkcBCM815lrnj1Tp8xs4ru1meRDvwPbPQ+1Jr954g0HRNKv77Ub9Jr4yeZE0ZHkYClAxxwxDZx2+oNV7aPQXspFraBKfZc/Wo5CRKxz+H5UUV5Z1o67wtrVxaWaWcccJjZ2ckg5yce9dfLKz2jOcA7T0+lFFelR+BHNP4mUZ+byEEdBkfrSEDzYj381f50UVdT4GRHdHKWxI8VTKOn2Uf8AobVtSEm23EnPlS/yFFFefkv+4U/T9Wa4z+NIgn4l3DqJP5oK841fUJ9J8ZXt3bbPNinfbuGR8y7Tx9GNFFehU2Mqe5wPiThbZewDD+VYUagqx7gUUVyT3OqOyPQLDT7e3jgkjTDiFfm78jmtAcyZPORnH6UUVzyNGO6SgD0zT0/1efUUUVAEkM8lsrzwuUkCnDD/AD71l2sSogUZ6liT1J60UUklzXB7Ft1UsowOcH9ay9ZP+gNwPvL+NFFWtySHWPEz6/b20U2labbNAixxSWqSKUjXogBcqBzk4HJ5rvJVCwcf88wOaKKuZKM6bCKWAGSAf1qOMkMx9jRRUMosBj8ydgtQux8tG7gUUVA0Vsk8nnmqc/zSbj1oopoYxDjcB0xilbqB69aKKYjIXWzpN7dRnTtOvYppA5jvIPMAZRwQQQR1ORnB7g1u+Fb241S/1fUbuQyXUzCV3wBljk9Ow9qKK0fwk9TWuD5U+9cbuCD9agkAVmCgAAnpRRWYwyRIP9oZ/lTX/wBbjHbNFFIfQrnlOnUU1JZIYnkido3II3KcH0/rRRQ0mrMaM9I1hQBBwoJAq26DzVXscUUUxGZrH/Hm2OPmTpVG78Q6pqOmQaZeXk01vbSPKnmSsxLPjOSTzjbx6ZPrRRWkdiWf/9k=", 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", "info": {"video_id": "74307", "label": "dropping scissor behind kid toothbrush", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "74307", "label": "dropping scissor behind kid toothbrush", "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": "aa8a23bde3f08c66451064071f31e6c7bf545d4e4cc45318add2c004a81120ee"} +{"episode": 84567, "episode_seed": 1110620891, "split": "train", "timestamp": "2025-10-13T03:48:44.695599", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1110620891, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 take icepack out of freezer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "47930", "label": "pretending to take icepack out of freezer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "47930", "label": "pretending to take icepack out of freezer", "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": "779369566e98c110b79aeeacaa7133ff46adebab984a0ee3edfbc3b841488dde"} +{"episode": 84568, "episode_seed": 4149958540, "split": "train", "timestamp": "2025-10-13T03:48:47.233174", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4149958540, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shampoo onto highlighter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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xnI/9C9TU/hfw5/YV1fMLlp4ZWVIw0e3ZszxnofvDkVR0CVtN1Dy7tZJoFcQeYuQUwW4H1/I11FpDMNVuLhiTC8KRpz0YFif5iiC0Jrq0tTUjBx0qcDkYqNO1TrhasyOf8WagljpLRbwJZztC+3evNg7SuQw6elb/AI5uvN18QjpCij8Tz/WueibEjnGcnFcdWV5WPVw0FGmn3LEczKpyOM5rI/tGF9QntJWAdSArVp3BAhGKg07QooNQ/tOTDtIpkQE52nOM4/OqpOxOIh7RqJ1vhCSS30HU51iCvCP3T9QxHzHPfHQfjXQ6NqN1ql2BfRYRyN0sQ3dfp04qp4WsBBpMm9QVuXMm3tg9P0rXe2jiVvKUIZAFwPlG7J5OPr+ldDi9GjhTVnFnH3unXkc1wdkkttFOCJUOQoPGPb16flTPFHhm31+4F9Yat5KMm1zMmRtRcngcrjnPalvrHUdH1ICeQulztlaJXYiRQQcY6dzx7Vo+J5G1DwNenT2lLNbEuuecA5Ye42j+dRT1ui8QrRTex0NunAJPPpV1FwBVSHoB+dXU7VsYEgB4AqUe/pTB1rl9S1+8t7wzRxlYDH8kLA5YZxv/AEP4Um1FamkIOb0MXXfGOp6d4hvLe3eGS3icIInX2GeevWn23j5jsN1pxAbvE/I/AiuQJbU9dvdQkH7uW4coCO2eta9xaCWNWTG8DOD3rJVFzWNvq8nDmOvj8W6ZKqvI00AboZIzj8xmr1vqdldMFhuoZCegVxk/hXm4u4GsmiJZJFjZDnvVfSpvK1yycnpKv863tY5T0zV9OTVtKubGRiizJt3AZ2nsfzplnaQ6XbwW9sv7uCPZHu5I4xn61oZ+TFVpuh9RQxeZFEdshB5OelaMYJxVGH/W7gODzmtGEgil1BE6cDPYVW1O/Gn6c84AMmQqA92NW1+7iuG8a6rsvEs0PEKbm/3m/wDrfzqJy5Y3NaMOeaTMnWb5tUvknlw0sUZiVgMZGck4qmx+z28jnjahOfTiqkF2pIz0JxRq0u7SbvaefLbH5VyJuTuz1VFQWg4amstgCUBEiMFYdcnr/SpPDsuzxNZEnq+38wRXDRarMWtrOJSTuxj3PFdzbxLZanpsu4+Z5yhx+IrsjNtJM82tTvKUobI9RwM5P4g1xXh3R7xX1N75GRBfE26t0AUnoOgXkdK7YDOc1FL3FaM507EV+6STyFAADz8owPw9qswkBfeqUpwobvyKvwABQBSsF7u5ZXoM1V1rUV0vSbi7Y8ouEHqx4FXEHNcd8RLgpptrbgn95KWP0A/+vUzfLFsunHmmkcA7vJOdzE555qRCysSDxVdG/fg47Va3DYeOSK89ansXMXxDPMIYTCCXO5MjsDitLSrb7P4bE14cyOpYZ/gHarWmm3Nw63MSyKUIUMM4btWtHbQ3l3a2TIHhZgrL6rXRB6KxyyjdylLZLQ7Tw85l8O2LZzmID8uKx/HOoXOk2dld2hImMxiKnlCGU5yvc8celdJYwRW1nFBCgSNBtVR0Ap9zawzqgniSURuJEDDIDDofwrs6Hmp22KOmaWlvHqEku4tkOnPyjnkEeuatW3+tb0wOKU43kdm5NFqBkjHIGM+tTbQblcvp83SpuAlRIMDApt3IYraRweimgR5N4in+1eIryQdPNIH0HH9KrRr8o680yeQy30r9dzk5+pqwq9AewrzG7yZ7dNWgiC5bACeo5qe0uGFsY+uOn0qKWPJ5piN5SnHU5xWiIbs7nqGiDy9LtkBziMfyqzeAmwuMO0R8tiHUAlTjqM8ZqDSgUtIVP/PNf5Vo7dy8gFT2PevRSPHb1ucZ4au7jxLDZ38/7nyp/KdoySQAF+bnvnniuoubdLV5YUVdisRtxgEHrx+NMsLC20i0it7KPy4omLAZySSckk+tSSBSWLFm3LnOe/vSUbDlNtWYls2TzVxX5rl9AdrfR7YSXLTsYw29s555xzzx05raivYyuS1KwJieIYGutBuRG1yJVXfGLdsMzDoPcZNcRJJPbCT7TIXmQCPBbIDY5APoDmu0utZtreznlWeNnRCVUMMk9v1rzmacyuRnJH6k9TXNXlayO7BrdjYiWnyTnnrUesah9gWA5wG3DHqeMVPAnAauY8X3Obu1hB+4hYj6n/61Yw1O2UlFXJ9Sn8kw3gYeXP8AK3PRh/iKtRuY5YJsEDIYGseC1n1KC035+z+aD0647fzra8RXq2q2aEYQkqT2HArphJ9Thr0ovmqR2PZtNjW8liR5VjVurt0Aqrfxm3upIcg7WK5HeorCdZNPtpY8hZIEbBOcHaMjPf1rlo7i71PxlcaY+r3NrHmTyRGgbLKm4L7Dg8n0966HscFzqLacsgjOCFJIPfB7VpIQFFee+DtYnu7m4iuriSVyqugbsO/8xXdxyhsUgTLryrHEzscKqlifYV4nq+pSahqU9ySQJnLY9B2r1LxDdfZvDt+4OD5JUfjx/WvHGbLL9a5MRK1kd2EW7LCOUKgVYM29TG3QjB+lQBRuzxUZbbLXOjtk9C9YeF4bWGyvpG/fE524yPzrTj0ufVtViaKYRrbMGcHvk/8A1qWO986CLOAI02gD361s+F4xILmYY8xnVAC2MjBNdcWpTVjkmnGg77tnZK28nFMnUxgE9D0zUiwvFDbTEfLMpx9QelZnjnWLlvD6zQv5M0LJGrR8Erk8V1W0PPuWI41nEqFsMql1yeDjqPrircBzz27CuA1W4ltdGg1Kw1zUZQ1x9nzcRqiz4XLPHjnap+U7vUe4HeW7fuwfapuCLyHgk1598R591zZxA8LEzfiT/wDWrulc4rzPxzOJdbGM/LGByfc/lWNd2gzow6vURz0Pc96nZiseR16Cooh8nHepGyQBXAj1G9BIT+8Vveuh8P8Aza1bEnnDHH4GsFF2kH3rpfAts2oeKYok2j5GGW6DPHNdNFXmjmrS5abO4hPykHtU7nI6cVXVT5zp9a1dNgt7iQLcSiNSMAn1xxXel0PLuY7kDB7g1JCrJMcjggEHNckt09146udJvNUu7S3eYojxSxoseOSWLjGMZ46k4FaHhu6vX1HVLK9muXNnL5SLc7d6DLcHHGeO3FTotAvqdYh7VQ124FvpM7n+6atpJzXO+M3uRpSmBogmSZd/Ur0+XtnJqJu0WaQV5I85iGZt341fhGcmqcfAOKsI2F615aPaWw+Yru4qK2h+038MY6FwD9Kaz5JPatHw5D5uo+ZjiNf1PFdFJc0kjmxE+WDZ6JbgKIwOBgCrgICe+aZc25tfJUoyZRWG7vnvUkKlztHXPAr0ba2PJvoV36n3qF8mEH0+Umq3jwXWj6Os1vM8cjMhEi8HBPI/OuZ1RPEWh6Pp9zdajeCS+8zzISuBDgKUBOPvENnH9QanZ2Bs2QeXHYHFULuRlsL0j+GAsPqGX/GiimtyxPEEstv4eit0lbymlAKk8cDI+nNcfbks+TRRXBX+M9TDfAi+hIjNcp4rjXzYJcfOflJ9R1oopUy62y9TU0KZ/wDhHbO3ODGLtpAPQ4I/lWi8UVzfQQzRI6+ahyRz7j6H+lFFa/aRm/4L9TtdKkZLK32nAAOB6YJxXD6zqNxo3ii5v7Tb58bkrvGR8y7Tx9CaKK6eh5lT4mWPAGUjviGJwUUZ9Bmu2SdxLjPFFFDFEw/Ft9MdGaHI2yMu714Ned55H1oorixPxHo4X4WW4uhqNv8AWfjRRWJ0S2NK2/1X/Aq29DjLyIPMkUK7uArYGQhwaKK6KH8RGNf+EzrPD9/PeaLEkz7hEnynJz/ez+ZP4Vn+NCRoMnp5yfzoorteyPMl8TOP1nxE2sraRSaZp9uYURI3t0dSqD+AAsQBzngcnmvSrZzsUZ7UUUkSi27FYmYdQK8q8TsW1bn/AJ5rRRXNifgOvDfGUYx8q1OoyPxooriiekxWrtPhag/tmaQZDDaM/jRRXZhv4iOLF/w2ddpTia+Z2RQV80YHQgDvQ42QNt6rMyA+1FFd3VnDNWa9EeaazrLaf4n1RWsbG8jmm3sl3DvAZV4I5BHU5GcHuDWl4KvrjUL7Vr25kMlxO6SSNjGSd35UUVm92SjtkPy5rkfGtzKJIbcNiMpuI9TmiisMR/DZ04f+IjkEFEhIUYoorz4nq9CKViEOPSuq8HRqbbcRy84BPtx/jRRXXhfjOHG/Aeia0xadCeyhR9BUsqLFdPs+X9wr8epUZ/maKK9F/Eectkc349Yv4HiZvvLdBQfbrXm9/rupXtlBYXN3LLBAxlTfIzEswHXJ5xt49Mn1oorOW4H/2Q==", "info": {"video_id": "199288", "label": "pushing shampoo onto highlighter", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "199288", "label": "pushing shampoo onto highlighter", "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": "8f7dd4a5bb2e88053007c36711d33112335cd839f1ebef7087c3710868f6bc58"} +{"episode": 84569, "episode_seed": 3586827616, "split": "train", "timestamp": "2025-10-13T03:48:48.842676", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3586827616, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 one key half of a mango'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "145820", "label": "stacking one key half of a mango", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "145820", "label": "stacking one key half of a mango", "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": "33cd2a2984e1e1add7aa45db7eb5e2c9744beae690a1539240820f670ece406c"} +{"episode": 84570, "episode_seed": 3474366462, "split": "train", "timestamp": "2025-10-13T03:48:55.374407", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3474366462, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 container onto coca cola bottle so it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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Rsxw2AV6cdM+grPufMt4JJTcM20FsfL2GSMHip9nrdGTpq5aivLl9qwDau3BLgHk9x2FbOnMouDHKzN5jDkLubPA/I1Wkgto5jFHKTIFBZQucH0H4U0F3Ik2NEAMLnjjPX9KqUklcJSTiaesOsrRmEBECbdvByMnn61TkgR0jzGWdxhsnCsfbtVKa/fLSDbMo4R1Ujr3x3xj9av2spEKy+eTIFyASBg+/v0q4pp3HTg4szru0e1uFcW8kin5GCsBx6+mOTSXFxEofa5TGSqhRtcY6+wFRz3WtT+aTGrGIN5Z2g49+vP8ASr9nb6e3hwi4upP7TZWmELw9ME8Z9cAHrVas2i0nqrkuj6nNZr9oV1kLrllY5BH17VFr+qnVIt9tAWXb92TGM+n/ANesbzTCI3gVNi5zn0x+h4qG71MkBPKkhJYKjYGMk9c/n9arl1uQ2Z7S3MOJZN0W0nIzzknGe479KTWGjvdGu7YTqJJbZiBIgyWxyPY9qp6lHNeo8lxI0ggBIjT5W29DjueefbNUFv8AyoHaUmUlwQJGBPY5yfofxpNtMyd9ij8NtpGpBjkM0ICYzuPzV6ZbzNCY4oLVV8v+8uNjdMjHtXBfDK3DalrIi5WJ0ZecHGWxz2r0qadru85dGhUAIy9Ao6nPp71nJ2kEZ20J7W7nt7wO1xKRwuEx8o9B+NLdsbg5lBLgc5HPHqe9Rhol/euvlJ975vb6dKgfWJFcRlQXYDLKG2gfw8e/XH0qeVu/MPk573C40/CMiTbdwyfL6kntmqQRmvhDLchXH+ry+OOhwO/etxpZLeFrnakjquAseeDj1HWudvNbSWP7SbLyiflXnhD65xxz29TWpsSvFGhGbuQKpwdknTJwAcHNXXt4rmIuAS2Pl3jcQMf5/Optb0WO1061lt7i2Zz8k3kSAkMBnB9OM1QS9WQmBpVUlQVYLgdPXp26fzppdxycb+6Nnb7LD8xjMfqeuMduxqjJfxuph89oB14A6H1681NqBtGT9/ucFhmQEj5uOfbtXM3F6W1AJCQsGeZASXz0IwcZ55x7UPRGMnqO8dSz3HhSSKXa4ieJ1YMM8HHI79a6W3BOwTStCuASoYAHj865rUGOp6XPHLsC3MRbLKAVO0kEHtyB9eldlp9taPbS3NyjliocbfvDsB9M1lJ7Mnnsye2vFKZgjeR0yyiZiQvGAAc5IwM1uJfQnTnxGokmVkLkg4OP4VrDgCNEdrooIAUAjk5qyGW3iO6JnDnaCACAe2anVtJDklJpFdreaQt5ZwRz8uFyPrVCdbmGQzlI3CrhcjJH64z2rViuoZ22wRs/GMq2Mn881HeXmn2kXkXG4TkE8Jnn0OOwBrSKsrGkI8sbF3w9FcNp84YFv3gIO3bxj0qtqLsb94XmUJ5YVYyoPJ5JpnheS4M1xa6OsksaJmVSpcK3OBknNZpuZzqV1dTqpcg7scYxx0/D8KFF82uxTaJHtnt5MxH5UBI+c9+v05qCe6UPiVGBUkhHJO739KtySNKu5XVYivDKwJX6dq5/UEiHnTx3BZiDmPgnPoMkflVvQzk9NC807zXEc48idIjvRCvKtg4brx9axNOkdfFOvS+U0ZnFswVhgj5G/TK1DZairq+1VQv8qK4+YDr178ZH4Vf09Q1/dTxp5bTxpHwcgOM9D24bp2rKUtHYiUuxu28kqjzJbmOLccJmP5R9cnPT0rUgvoFlCCN2RssXI4UdsdyaoPp1rBDC4lZpnHMbZP1Ofr2qwYn2oOAuM49DUylZXKlJOLNXVGga3hSCMloydxkBBbIHAHp9axlmntwoCZCD5AuWb3wT6elWRJBvw05LJnzcNzkD0PepI3juPLjSbKg+mAB3NOKd7jhBxfkZDX9wyKrmVpG+Zw78Yz2A7043V1HIZBbyEhht+bGB/Srl/aR+ZG9tcorDnJCsNo6gg/nms2e8aRgw8piM8KfmBwB2P860NS5cCeYrKU2sAGZC29eDnGD+PPv+bYL1ouZCiksGDMnXsOtJYzxm2UhzvYZKnPJqG4klkt28pURmUjEnr6Y7j3ppENjpLxpJXlcM0jHO1EAOPp/nrWTeNa3Wm3ayBknaBwkbY4bac498n+VU7mR7KJJbiVIpAxO3eMsfTHrSy3iLEomcA7TvM0QYqwyRn8KNCOZM6gwOWS9uUC85Cg++APqf0FPurr7Q5RQqYXHydz7g/Ssn7e19JGfNKxKMqo6r9cd//rVfmt5CJ7tBM0zKXXnjaOgPHfrWS02Ofma2I7yHM4VHhLYBwrcozHBDA984qxZxudQa1llKQFAVcDnPHIz34PHtVrT7Py4DKxA8z94wIyRn1NMuGQRkBQ4Vs4bseoIqlO5tCo20hlxHFHcSFJjIqIuC0nXnBwO55p/lq1msbMPMjk8xQB8wJGPr0/nVcbsAInzsd209NvoD161Xub1YGaZH3IMK8hHPHUZ7GrOhScdmU9REW5keSRHcZURnGMn6fjWLtZpVtkkZZHy2SeMc88d/yq9qFwBMRu3I3IOck+3eokiWCA3NxuUshVkYZ459O/8AhVJkM5/VFlKhZGdlUEEAY2/Q9s5rF+0NYxFXQygA/f6+taGsaqxmW1hhWSSTg8dcgY/xrm7ie6ZnX53dlPCgYHY1W5m2dX8LJA82ryS/6tjGW9MndjPtXpX2+O7eG3iwqKQuVXOR9PTJ4x9a86+FGw6V4jBG6RBbyAEdVBcMPphq7q0MMczyMsiRR4DADnb26fhXPJ+80Yu7Ze+0F38ycFY8/LtXG4ew96almJp/tJh8pGG7yt24j6nHNFvKmp6iIIoD5aSq4IPAx2P6VrXUywCOHjzJO+fujsfzpe8ik5J2KNnbSSNNHLcJEI2HlsACSh7ex96ruJNhV5S4Z2Vc7cZHt7Z606dmZl3RBpNpUsTg/wCeBSAiKQPkKFHzSsuMHvkenatE76nRF3imF3aDId1VQ8YVgndl/i+vP5CsC/8AtESlmWNlBO7J5GPXI961PtQUGFNq5BKk889h+VYNxMiM0gyGDYb3PtVLyLnJzd5MqvMsUgIjYEIVIjJIw3GcdulZep6iyRtGlsX8shlPRlHH4EdCMdK3/swtIpnckeYwZgeRt9un1/GuV1W5s4/L3SB5CeQQcnA7fSqtcxZXvL500wyK6x+WCRhsPk9B/P8AM167aqLqOMyPJHCFPQ43gZ+97Z7CvBtRuYprVsB1JKgAjvnvXtupwyWV3LB537tCN4AwCSAVOewx+v4VlNJWRlNl1Z0hidiknkqcKQMZbuT+Hb/69QzxrJCZGkCSMpWME8tnqF9+f1pIIEFiZpQgRHz8/Rj06e2fQ1a0+1Es8kzMrqG2wlGz8uBnn61F2thKUomdDv062FwASpwGVFxxzyfSrmoWrlEmntYpBvGx3bnHrwOP89KuXDRB2QMWBBVmU9xVHz5JCgNw7eUA24naQVOQR6npVRd9zopyclqMsxJb/avsMkltLKgYfZ2YAuv3QR6cn/OKp3vmM/mtl2cnKdwSeSPrV4StGiyo5Us53O3Jb1B9xVDULkNCpiZo1kG7exHIz+lXc0crqxjSXJV/K/0iBVOMDoOn8J68+lZ89xHIu64dJJFJLbwfmYngHPTrjnpVq5Es6sseTPxhsHOCeTxxior63RVEaIijbtJGMlcdcf0qr3M2YcmpQJqGLfzE5DbW4IGOQD+J5rpPCl05nvGnD7FeMojAE8kgfmB3964u7aK3lZXmwVOFHHT29K6j4dRS3cutukm9oooZA2SdgG/keprOcUZStbU7loN1qJp5YwiMVVUXG1ew68n3/wAKc00aqmwrvPJCj7nt7/8A16zHmuZZQsrBE3EDaTjHY59+KvXEciCa6KyPN5ZZQSM7QO4HrjvWa01XUzUmtipfw3CiEyszCQbg+eW9Og7enqc1ehuykTWr8uiAsnJOOPm46nmp7KwBBmkAaRyJHLDJU/X29uKPM8idLiERmVD5bMSVYKT+uDimpXZtCrd2ZkjT7UvcRE3CNIMnK4wTyM+v86Zb2AgdsqpLZ/eEbSx/w6Vt2OnXOtSXlzI0UEMS73kbduBUHIUdMcjJ57U65ktFtVgTahjPO5ACx9++eTx7VqlobWdrmVpFk2p65b2T3EkG3c8gQjIUDoPXkDrV3XdBuwG+wTrOnTy3bY688kHODx9PxrMg1k6TftPHD5oKlHYnkqcEkH1GK3LXWra+j+WQOMZIIw6fUVcXG2pnK9zznULaRZmW8kZXjO6OKcBc44/PH4GstdSKLJMwHmbFUEueOMEd847HtzXa+PZLc6DvOyXMqqu/qvc4PXoK80tI5I1Z1CiJeu85HPQCs5Jbi5bs9Hi8pNSONiiYArGGHH4Dnnn6D3xVgi9vLqSS8zBF0MzNhIo88Jx16dB6+1ZOl6nem4ijmZjC5K7XQE5BPOSMgdxjiumFm0zQzN8pRjjOQfccEe1ZSk46IxvbQs6jqNqQ9tA7uHUHzgMKRwSQe/Paqv2ndHDujIX7jDduyAOGz144/OqEl2slmC0RV48szb+/THP4UWsYjLySRojlFVUD7tuf0H/6qdN81zSlYsSOilWVpkjXILbvU8YHUjvVaYvc2oDKkRVQqjOd5BGcfy/GprryhIyRw5cLliyhscZPbHAHT9KZG3lRtINrKYyiM6A4JzjOO54+mO1amxSsrCaOctKoVC3yjqQMYIx25FSX0Si3HzB9sOwqq4O5sE9e/b+VWI9RWCRldVxgYkOcDHr71WubyO5jnd4JnxIB8ozlsdR78CqJZ5/aWV3FrAtxGGkdZI1BfCjPHLemKzy62skomdBKoZSgz8rBvXv3rtNQsY3iaSR94ZwVVWJ4GScN2x6+tcroeh2mteJ30+4vZ7YOkrRsU8xndVLBc9B0Jz6D3ovYnY0vAF9Hpj6rKSFMwREXGcn5sjGOmD/Ku+03UGuneMwxrInGYlIBHrtzgfz4rznwWjXIuWkJ2MY0JJxjcD/PGK9O0eWz0yV4srHcTgGGMtguegAHp7+1YTaV7mcuyJ5JJrA+cWljhYgE2+FJJ7sONw/xqlIIIJ2EbDGcgsOA3tzVjV7toI44JIncy/KXz8oxjJJP+eDWdDJJLMiqvlxqCznaGJ9B7f8A16yp3lZx2HGMk0zS89D5gbM2SCGU5O/uM9vXP1qFrtDh4zIyswYRMRhh7/lmpolNvHGJY1CLGWw6gZyc4GOf/wBdVnd3aMvH5SE8KVGC3BOfbHv1rqOgralDJK0bhcNzhQTuj7Y4PFR2Vg7uhnhC3BKhgxAYEkA9eBj696vGXylVBGgfczyEjDEEcdOx/TFSR3cBiKmJixBRs8n8B1P196aEznPEvmQWUk0Y2ushlUOc8DA4Hp1z6cVwxNubeZ3IE4AUbmyeck4A99vNej6hFDLIsaspnKbDHyfr79Rz9a4vXoJtOiu5bfYgulCFTjkA449ORzTIe5gT2MMkM8rght2Bu4IOAelezahPbXHkTXE4EjWyqWIO1iDhG3DgZBA6GvL9b0exh8PW2pafqt9cI139lJuoQi3JCZZ4uc7VOFO71HuB2EVjcTzylGIcEqdxPBB4UemB19KznZu7M2lZXOiuLZZoA5mePCjcUBdSO/y8Z/T8q0I7+W202NLKyEe0li7nduXj5hgYB74qSG1itrWBHfzGdMgZGCBjn/PWsad4or2dYZI0WQjeoOMHH9etc7k9UZ6vQtx3DiORRl+C4ZhwAOo9+v8AKlbbtZo5Y2BVWUN161nWreeY3VZkhaTGdwAcDk49uB6Vakjt/LjlZ3D7iV4AJOOoP0/nXRG9tTqjsDypM7q5/fHAWNWJBGM7vrz+lYEsrlvszscSMzDcOQRz/jWxAeRgsgdlwQwJAJ6cgc8dPepUW2M7RrgZkK7nXBOO/Tg5/SqG2ZkdqttFPKHzMQoy4wTn8OBjv+ea5XXbqX7e9sCSMl0bgZQZ4x2ye57V6C+PLSOFyynLMvUMwHBH4A1xOuaWZ1aR2ImCFfMwSCSemfxHbpVEPY468s/s6BSzNIybyxB6nB4B+v6V2nwwRtO1W8mlZnEqJHLzjCncDx0rnNC0/TNT8TwaXq1zdWqzjyzMJ40VD/eZpOMAZwByTgVpaGt3p+ra5DmeGe2uBAhugoeMfMDuAO3OBzjI7iom7qxDje6O8gtZUmX5jKiqYmdDuUYOB04HvnmntHPJfJLeXQES5UOp5wT0Ccnn8AKxNFiupdQixEy70BLOMcDPXA478Y54rqZ7JVAIlK3CZCMhxtP41jJ8uxnezsh19q0LK1tbI7KwH7xjhXX2/wDr1UuJBdW58n5mKbm6bSRwQD/nrVJ7pntozIY4/LHzuVVfm79O1Ot3ebnzIl2NtiKnBJPU88d8fl60oPmNaNjZsfEj6RbBYrPankOpRwTuBz37c4P4Vg6hNdqftU7q15kOSOAD6g5+tSXCTQK4eUgE4XLlj0xjgc//AF6jS2ElpIgA8tFDs5fLJ7DPoO1a621OiUrttK1zMkkkvJ2a3UcjBVjwpzjJ9ad5JsIFKq/m+UZPMHy8DPH6/r3rUttLjhkBQEktli54yRjj0GMdar6oqRQ/6s7lAhx5hYHAH6ZwarQzucNq+uXupywW6OJY1zIMLkt8vQ464HWse3RpJZLGaYKbgqiuzYAbcByfoatapaT6bO8kTMAXIV2GMbjjn0OKm8TeEdQ8O6HpN/qEkgnvXl82AxELb4CFAT/eYNnHb6g07JKxPM73PT9FOy7jVQAMY/StW8mcPdNnmPIX8FoormZyo5csxcJuOAN3bnkf4mt2JdqeWrEJLtyo4x9KKK6UtDrW5Sv3KXxjXCockgDGfu/4moyoa3kj6BpHjJHpxz6Z5NFFAzOgh2zajD5jkWrYjJOD0HXHGfetCZiukSS9WIKnI4IO2iirZBSv7VF07crMu2FXAGMc59v84rz251K40XxQ2oWpU3EbMQZFyPmQqePoxooqZCZqeBZGt9N1FoyA3nW6AkA7ch+RnjPHXtmtvzpY4E1BJHW4AMhIY/McDr60UVlIcTUt7ua4aPz2ErG3c7nGSDgHINallDEYjNsG5kGevOeTRRTpq0TTqXJ2MFm0ifeACDPYE4NZs6eXayz5LMIFmw3Iyx5H09qKKpAivrSmO3nkVmDWxJT35HWq9vPI1jbTSN5jmI53AdyfT/PrRRVrYTLcrb4o59qh1JX5RjIHAzXI+KD5ts6OARuJ4GOnQfTmiim9iGYWveK5dcit4ZNK021NuqRxSWqSKUjXOEALlQvOTgZJ5r0/VZDaHWbqNVLRzqFVhlcnGT+v0oorCewjR0VpJNElnnleaRWADSHOBjp7CsCLDwLIFVDLK2QqgAfMRke9FFctD+LM1Rq2UpiWBgiNkFcMvH1qW9Ait4ZNodsAfPz/ABCiiu1B0KkTkyMDgiTlhjuepqnbubuR45QCqyYHtyaKKoXQtxgtZNMWbzTHkODgjH/66pTD7PBLtJZlfO5/mJ6dc9f/AKwoopknAT622janeQnT9Pv4JZA5jvoPMAZOQQQQR1ORnB7g1ueHLubVbHxDqV63m3U0sE7uRjLFnzwOg7Y6Y4ooqGQzsoLqSyDTRhSUIwrdDyBzj61Z1WSVLFdkrq0x+Zh1Gc5x6UUVwVG+eJEUrGQkXmSqGdiqPkKTkccD+Vbawh7ZZnYsWkOVOMHj0xRRXdbQ6DOkLeRJcB2Dqu9fRTuA4/CluAESFQBtnk8tgewAyCPeiikykQwXMqzvEHIRtzEZ7gf/AF6jlvJPsjyMqszSsvOegXI6fSiiqWxLOV1+KNtEkm24fzUzg9a5vVNe1PUdLt9Mu7yee2tpXmQSSsxLNgckk5xt49Mn1oooZmz/2Q==", 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Rsxw2AV6cdM+grPufMt4JJTcM20FsfL2GSMHip9nrdGTpq5aivLl9qwDau3BLgHk9x2FbOnMouDHKzN5jDkLubPA/I1Wkgto5jFHKTIFBZQucH0H4U0F3Ik2NEAMLnjjPX9KqUklcJSTiaesOsrRmEBECbdvByMnn61TkgR0jzGWdxhsnCsfbtVKa/fLSDbMo4R1Ujr3x3xj9av2spEKy+eTIFyASBg+/v0q4pp3HTg4szru0e1uFcW8kin5GCsBx6+mOTSXFxEofa5TGSqhRtcY6+wFRz3WtT+aTGrGIN5Z2g49+vP8ASr9nb6e3hwi4upP7TZWmELw9ME8Z9cAHrVas2i0nqrkuj6nNZr9oV1kLrllY5BH17VFr+qnVIt9tAWXb92TGM+n/ANesbzTCI3gVNi5zn0x+h4qG71MkBPKkhJYKjYGMk9c/n9arl1uQ2Z7S3MOJZN0W0nIzzknGe479KTWGjvdGu7YTqJJbZiBIgyWxyPY9qp6lHNeo8lxI0ggBIjT5W29DjueefbNUFv8AyoHaUmUlwQJGBPY5yfofxpNtMyd9ij8NtpGpBjkM0ICYzuPzV6ZbzNCY4oLVV8v+8uNjdMjHtXBfDK3DalrIi5WJ0ZecHGWxz2r0qadru85dGhUAIy9Ao6nPp71nJ2kEZ20J7W7nt7wO1xKRwuEx8o9B+NLdsbg5lBLgc5HPHqe9Rhol/euvlJ975vb6dKgfWJFcRlQXYDLKG2gfw8e/XH0qeVu/MPk573C40/CMiTbdwyfL6kntmqQRmvhDLchXH+ry+OOhwO/etxpZLeFrnakjquAseeDj1HWudvNbSWP7SbLyiflXnhD65xxz29TWpsSvFGhGbuQKpwdknTJwAcHNXXt4rmIuAS2Pl3jcQMf5/Optb0WO1061lt7i2Zz8k3kSAkMBnB9OM1QS9WQmBpVUlQVYLgdPXp26fzppdxycb+6Nnb7LD8xjMfqeuMduxqjJfxuph89oB14A6H1681NqBtGT9/ucFhmQEj5uOfbtXM3F6W1AJCQsGeZASXz0IwcZ55x7UPRGMnqO8dSz3HhSSKXa4ieJ1YMM8HHI79a6W3BOwTStCuASoYAHj865rUGOp6XPHLsC3MRbLKAVO0kEHtyB9eldlp9taPbS3NyjliocbfvDsB9M1lJ7Mnnsye2vFKZgjeR0yyiZiQvGAAc5IwM1uJfQnTnxGokmVkLkg4OP4VrDgCNEdrooIAUAjk5qyGW3iO6JnDnaCACAe2anVtJDklJpFdreaQt5ZwRz8uFyPrVCdbmGQzlI3CrhcjJH64z2rViuoZ22wRs/GMq2Mn881HeXmn2kXkXG4TkE8Jnn0OOwBrSKsrGkI8sbF3w9FcNp84YFv3gIO3bxj0qtqLsb94XmUJ5YVYyoPJ5JpnheS4M1xa6OsksaJmVSpcK3OBknNZpuZzqV1dTqpcg7scYxx0/D8KFF82uxTaJHtnt5MxH5UBI+c9+v05qCe6UPiVGBUkhHJO739KtySNKu5XVYivDKwJX6dq5/UEiHnTx3BZiDmPgnPoMkflVvQzk9NC807zXEc48idIjvRCvKtg4brx9axNOkdfFOvS+U0ZnFswVhgj5G/TK1DZairq+1VQv8qK4+YDr178ZH4Vf09Q1/dTxp5bTxpHwcgOM9D24bp2rKUtHYiUuxu28kqjzJbmOLccJmP5R9cnPT0rUgvoFlCCN2RssXI4UdsdyaoPp1rBDC4lZpnHMbZP1Ofr2qwYn2oOAuM49DUylZXKlJOLNXVGga3hSCMloydxkBBbIHAHp9axlmntwoCZCD5AuWb3wT6elWRJBvw05LJnzcNzkD0PepI3juPLjSbKg+mAB3NOKd7jhBxfkZDX9wyKrmVpG+Zw78Yz2A7043V1HIZBbyEhht+bGB/Srl/aR+ZG9tcorDnJCsNo6gg/nms2e8aRgw8piM8KfmBwB2P860NS5cCeYrKU2sAGZC29eDnGD+PPv+bYL1ouZCiksGDMnXsOtJYzxm2UhzvYZKnPJqG4klkt28pURmUjEnr6Y7j3ppENjpLxpJXlcM0jHO1EAOPp/nrWTeNa3Wm3ayBknaBwkbY4bac498n+VU7mR7KJJbiVIpAxO3eMsfTHrSy3iLEomcA7TvM0QYqwyRn8KNCOZM6gwOWS9uUC85Cg++APqf0FPurr7Q5RQqYXHydz7g/Ssn7e19JGfNKxKMqo6r9cd//rVfmt5CJ7tBM0zKXXnjaOgPHfrWS02Ofma2I7yHM4VHhLYBwrcozHBDA984qxZxudQa1llKQFAVcDnPHIz34PHtVrT7Py4DKxA8z94wIyRn1NMuGQRkBQ4Vs4bseoIqlO5tCo20hlxHFHcSFJjIqIuC0nXnBwO55p/lq1msbMPMjk8xQB8wJGPr0/nVcbsAInzsd209NvoD161Xub1YGaZH3IMK8hHPHUZ7GrOhScdmU9REW5keSRHcZURnGMn6fjWLtZpVtkkZZHy2SeMc88d/yq9qFwBMRu3I3IOck+3eokiWCA3NxuUshVkYZ459O/8AhVJkM5/VFlKhZGdlUEEAY2/Q9s5rF+0NYxFXQygA/f6+taGsaqxmW1hhWSSTg8dcgY/xrm7ie6ZnX53dlPCgYHY1W5m2dX8LJA82ryS/6tjGW9MndjPtXpX2+O7eG3iwqKQuVXOR9PTJ4x9a86+FGw6V4jBG6RBbyAEdVBcMPphq7q0MMczyMsiRR4DADnb26fhXPJ+80Yu7Ze+0F38ycFY8/LtXG4ew96almJp/tJh8pGG7yt24j6nHNFvKmp6iIIoD5aSq4IPAx2P6VrXUywCOHjzJO+fujsfzpe8ik5J2KNnbSSNNHLcJEI2HlsACSh7ex96ruJNhV5S4Z2Vc7cZHt7Z606dmZl3RBpNpUsTg/wCeBSAiKQPkKFHzSsuMHvkenatE76nRF3imF3aDId1VQ8YVgndl/i+vP5CsC/8AtESlmWNlBO7J5GPXI961PtQUGFNq5BKk889h+VYNxMiM0gyGDYb3PtVLyLnJzd5MqvMsUgIjYEIVIjJIw3GcdulZep6iyRtGlsX8shlPRlHH4EdCMdK3/swtIpnckeYwZgeRt9un1/GuV1W5s4/L3SB5CeQQcnA7fSqtcxZXvL500wyK6x+WCRhsPk9B/P8AM167aqLqOMyPJHCFPQ43gZ+97Z7CvBtRuYprVsB1JKgAjvnvXtupwyWV3LB537tCN4AwCSAVOewx+v4VlNJWRlNl1Z0hidiknkqcKQMZbuT+Hb/69QzxrJCZGkCSMpWME8tnqF9+f1pIIEFiZpQgRHz8/Rj06e2fQ1a0+1Es8kzMrqG2wlGz8uBnn61F2thKUomdDv062FwASpwGVFxxzyfSrmoWrlEmntYpBvGx3bnHrwOP89KuXDRB2QMWBBVmU9xVHz5JCgNw7eUA24naQVOQR6npVRd9zopyclqMsxJb/avsMkltLKgYfZ2YAuv3QR6cn/OKp3vmM/mtl2cnKdwSeSPrV4StGiyo5Us53O3Jb1B9xVDULkNCpiZo1kG7exHIz+lXc0crqxjSXJV/K/0iBVOMDoOn8J68+lZ89xHIu64dJJFJLbwfmYngHPTrjnpVq5Es6sseTPxhsHOCeTxxior63RVEaIijbtJGMlcdcf0qr3M2YcmpQJqGLfzE5DbW4IGOQD+J5rpPCl05nvGnD7FeMojAE8kgfmB3964u7aK3lZXmwVOFHHT29K6j4dRS3cutukm9oooZA2SdgG/keprOcUZStbU7loN1qJp5YwiMVVUXG1ew68n3/wAKc00aqmwrvPJCj7nt7/8A16zHmuZZQsrBE3EDaTjHY59+KvXEciCa6KyPN5ZZQSM7QO4HrjvWa01XUzUmtipfw3CiEyszCQbg+eW9Og7enqc1ehuykTWr8uiAsnJOOPm46nmp7KwBBmkAaRyJHLDJU/X29uKPM8idLiERmVD5bMSVYKT+uDimpXZtCrd2ZkjT7UvcRE3CNIMnK4wTyM+v86Zb2AgdsqpLZ/eEbSx/w6Vt2OnXOtSXlzI0UEMS73kbduBUHIUdMcjJ57U65ktFtVgTahjPO5ACx9++eTx7VqlobWdrmVpFk2p65b2T3EkG3c8gQjIUDoPXkDrV3XdBuwG+wTrOnTy3bY688kHODx9PxrMg1k6TftPHD5oKlHYnkqcEkH1GK3LXWra+j+WQOMZIIw6fUVcXG2pnK9zznULaRZmW8kZXjO6OKcBc44/PH4GstdSKLJMwHmbFUEueOMEd847HtzXa+PZLc6DvOyXMqqu/qvc4PXoK80tI5I1Z1CiJeu85HPQCs5Jbi5bs9Hi8pNSONiiYArGGHH4Dnnn6D3xVgi9vLqSS8zBF0MzNhIo88Jx16dB6+1ZOl6nem4ijmZjC5K7XQE5BPOSMgdxjiumFm0zQzN8pRjjOQfccEe1ZSk46IxvbQs6jqNqQ9tA7uHUHzgMKRwSQe/Paqv2ndHDujIX7jDduyAOGz144/OqEl2slmC0RV48szb+/THP4UWsYjLySRojlFVUD7tuf0H/6qdN81zSlYsSOilWVpkjXILbvU8YHUjvVaYvc2oDKkRVQqjOd5BGcfy/GprryhIyRw5cLliyhscZPbHAHT9KZG3lRtINrKYyiM6A4JzjOO54+mO1amxSsrCaOctKoVC3yjqQMYIx25FSX0Si3HzB9sOwqq4O5sE9e/b+VWI9RWCRldVxgYkOcDHr71WubyO5jnd4JnxIB8ozlsdR78CqJZ5/aWV3FrAtxGGkdZI1BfCjPHLemKzy62skomdBKoZSgz8rBvXv3rtNQsY3iaSR94ZwVVWJ4GScN2x6+tcroeh2mteJ30+4vZ7YOkrRsU8xndVLBc9B0Jz6D3ovYnY0vAF9Hpj6rKSFMwREXGcn5sjGOmD/Ku+03UGuneMwxrInGYlIBHrtzgfz4rznwWjXIuWkJ2MY0JJxjcD/PGK9O0eWz0yV4srHcTgGGMtguegAHp7+1YTaV7mcuyJ5JJrA+cWljhYgE2+FJJ7sONw/xqlIIIJ2EbDGcgsOA3tzVjV7toI44JIncy/KXz8oxjJJP+eDWdDJJLMiqvlxqCznaGJ9B7f8A16yp3lZx2HGMk0zS89D5gbM2SCGU5O/uM9vXP1qFrtDh4zIyswYRMRhh7/lmpolNvHGJY1CLGWw6gZyc4GOf/wBdVnd3aMvH5SE8KVGC3BOfbHv1rqOgralDJK0bhcNzhQTuj7Y4PFR2Vg7uhnhC3BKhgxAYEkA9eBj696vGXylVBGgfczyEjDEEcdOx/TFSR3cBiKmJixBRs8n8B1P196aEznPEvmQWUk0Y2ushlUOc8DA4Hp1z6cVwxNubeZ3IE4AUbmyeck4A99vNej6hFDLIsaspnKbDHyfr79Rz9a4vXoJtOiu5bfYgulCFTjkA449ORzTIe5gT2MMkM8rght2Bu4IOAelezahPbXHkTXE4EjWyqWIO1iDhG3DgZBA6GvL9b0exh8PW2pafqt9cI139lJuoQi3JCZZ4uc7VOFO71HuB2EVjcTzylGIcEqdxPBB4UemB19KznZu7M2lZXOiuLZZoA5mePCjcUBdSO/y8Z/T8q0I7+W202NLKyEe0li7nduXj5hgYB74qSG1itrWBHfzGdMgZGCBjn/PWsad4or2dYZI0WQjeoOMHH9etc7k9UZ6vQtx3DiORRl+C4ZhwAOo9+v8AKlbbtZo5Y2BVWUN161nWreeY3VZkhaTGdwAcDk49uB6Vakjt/LjlZ3D7iV4AJOOoP0/nXRG9tTqjsDypM7q5/fHAWNWJBGM7vrz+lYEsrlvszscSMzDcOQRz/jWxAeRgsgdlwQwJAJ6cgc8dPepUW2M7RrgZkK7nXBOO/Tg5/SqG2ZkdqttFPKHzMQoy4wTn8OBjv+ea5XXbqX7e9sCSMl0bgZQZ4x2ye57V6C+PLSOFyynLMvUMwHBH4A1xOuaWZ1aR2ImCFfMwSCSemfxHbpVEPY468s/s6BSzNIybyxB6nB4B+v6V2nwwRtO1W8mlZnEqJHLzjCncDx0rnNC0/TNT8TwaXq1zdWqzjyzMJ40VD/eZpOMAZwByTgVpaGt3p+ra5DmeGe2uBAhugoeMfMDuAO3OBzjI7iom7qxDje6O8gtZUmX5jKiqYmdDuUYOB04HvnmntHPJfJLeXQES5UOp5wT0Ccnn8AKxNFiupdQixEy70BLOMcDPXA478Y54rqZ7JVAIlK3CZCMhxtP41jJ8uxnezsh19q0LK1tbI7KwH7xjhXX2/wDr1UuJBdW58n5mKbm6bSRwQD/nrVJ7pntozIY4/LHzuVVfm79O1Ot3ebnzIl2NtiKnBJPU88d8fl60oPmNaNjZsfEj6RbBYrPankOpRwTuBz37c4P4Vg6hNdqftU7q15kOSOAD6g5+tSXCTQK4eUgE4XLlj0xjgc//AF6jS2ElpIgA8tFDs5fLJ7DPoO1a621OiUrttK1zMkkkvJ2a3UcjBVjwpzjJ9ad5JsIFKq/m+UZPMHy8DPH6/r3rUttLjhkBQEktli54yRjj0GMdar6oqRQ/6s7lAhx5hYHAH6ZwarQzucNq+uXupywW6OJY1zIMLkt8vQ464HWse3RpJZLGaYKbgqiuzYAbcByfoatapaT6bO8kTMAXIV2GMbjjn0OKm8TeEdQ8O6HpN/qEkgnvXl82AxELb4CFAT/eYNnHb6g07JKxPM73PT9FOy7jVQAMY/StW8mcPdNnmPIX8FoormZyo5csxcJuOAN3bnkf4mt2JdqeWrEJLtyo4x9KKK6UtDrW5Sv3KXxjXCockgDGfu/4moyoa3kj6BpHjJHpxz6Z5NFFAzOgh2zajD5jkWrYjJOD0HXHGfetCZiukSS9WIKnI4IO2iirZBSv7VF07crMu2FXAGMc59v84rz251K40XxQ2oWpU3EbMQZFyPmQqePoxooqZCZqeBZGt9N1FoyA3nW6AkA7ch+RnjPHXtmtvzpY4E1BJHW4AMhIY/McDr60UVlIcTUt7ua4aPz2ErG3c7nGSDgHINallDEYjNsG5kGevOeTRRTpq0TTqXJ2MFm0ifeACDPYE4NZs6eXayz5LMIFmw3Iyx5H09qKKpAivrSmO3nkVmDWxJT35HWq9vPI1jbTSN5jmI53AdyfT/PrRRVrYTLcrb4o59qh1JX5RjIHAzXI+KD5ts6OARuJ4GOnQfTmiim9iGYWveK5dcit4ZNK021NuqRxSWqSKUjXOEALlQvOTgZJ5r0/VZDaHWbqNVLRzqFVhlcnGT+v0oorCewjR0VpJNElnnleaRWADSHOBjp7CsCLDwLIFVDLK2QqgAfMRke9FFctD+LM1Rq2UpiWBgiNkFcMvH1qW9Ait4ZNodsAfPz/ABCiiu1B0KkTkyMDgiTlhjuepqnbubuR45QCqyYHtyaKKoXQtxgtZNMWbzTHkODgjH/66pTD7PBLtJZlfO5/mJ6dc9f/AKwoopknAT622janeQnT9Pv4JZA5jvoPMAZOQQQQR1ORnB7g1ueHLubVbHxDqV63m3U0sE7uRjLFnzwOg7Y6Y4ooqGQzsoLqSyDTRhSUIwrdDyBzj61Z1WSVLFdkrq0x+Zh1Gc5x6UUVwVG+eJEUrGQkXmSqGdiqPkKTkccD+Vbawh7ZZnYsWkOVOMHj0xRRXdbQ6DOkLeRJcB2Dqu9fRTuA4/CluAESFQBtnk8tgewAyCPeiikykQwXMqzvEHIRtzEZ7gf/AF6jlvJPsjyMqszSsvOegXI6fSiiqWxLOV1+KNtEkm24fzUzg9a5vVNe1PUdLt9Mu7yee2tpXmQSSsxLNgckk5xt49Mn1oooZmz/2Q==", 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", "info": {"video_id": "84198", "label": "putting plastic container onto coca cola bottle so it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "84198", "label": "putting plastic container onto coca cola bottle so it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "55ff23a12e31027c727cb35d6420d1da086bafec50aee41c01d3ec3e2fbecdf2"} +{"episode": 84571, "episode_seed": 3803538277, "split": "train", "timestamp": "2025-10-13T03:48:58.504737", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3803538277, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leaf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "60779", "label": "putting leaf", "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": "60779", "label": "putting leaf", "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": "8d2f2f9b082dc6aa1ab55957c82ec9576e381eb11457b39ac2560c7cd8ed69c8"} +{"episode": 84572, "episode_seed": 2831047336, "split": "train", "timestamp": "2025-10-13T03:48:59.848505", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2831047336, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissor from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "112636", "label": "pulling scissor from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "112636", "label": "pulling scissor from left to right", "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": "db73bffc3d58773bb7eb337c83a97826fc23a41a2e363084ab75af236171df5d"} +{"episode": 84573, "episode_seed": 1505394770, "split": "train", "timestamp": "2025-10-13T03:49:01.802866", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1505394770, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "24580", "label": "moving bottle towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "24580", "label": "moving bottle towards the camera", "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": "292809da253a177268c62d9a59b653e8f000439da1772c09e8efc7f8216e8f45"} +{"episode": 84574, "episode_seed": 820468347, "split": "train", "timestamp": "2025-10-13T03:49:04.142206", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 820468347, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "5334", "label": "pouring water out of cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "5334", "label": "pouring water out of cup", "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": "d2562aa91c97d9c642e99276c87403a1c3b433dd78f3478ce8ebbeb917a0981e"} +{"episode": 84575, "episode_seed": 1096323695, "split": "train", "timestamp": "2025-10-13T03:49:07.255506", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1096323695, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle into basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42766", "label": "pretending to put bottle into basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "42766", "label": "pretending to put bottle into basket", "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": "dd2f4f1e5eb11f5e274496f1e2cf8dd1ffcd1ef479dc0b6b3185682ed3fe7752"} +{"episode": 84576, "episode_seed": 2985426950, "split": "train", "timestamp": "2025-10-13T03:49:08.810594", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2985426950, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing battery onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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d8SwuUYf1+nem+HgsXiTTZ1OA/wAh98qas+LYI7fxRb3qYDXEQ3euVOP5fyroT5anqW30LgRIbt9vRxWl4fUJez7WOWUAJngknk/XgVmROJU+Y84rR8MXKf8ACQQxMRiUED/eAyP610TjzKxhN2TZFZgA+w9K1Y3UDjJ+tZVvxtyQP61eVxxXmmxc8wkA1MHOxcnGetUwxIB707zNnBwfxoESsxLDjjFPd3WMr3K4GfpUKyAk5/CneaMjg/WgZ5cXElgEbqpxS2uAMUzVkNnrN3bAYUSsQPY8j+dFqfnrtTurjLUrbc56CtTSLww2ypu4eWsi4Pyn6VT0GN9V8Q/2dLqk9omJHi8tNxZ1QsF9AODyfT3qKuxnWmoxuzutRu/tMdvF1CFyPxx/hToGAUDAPHWuO8K6hc6j5zXE7ybQhXcemc11sTYUevtWFSV5XJpfArGgjlucce1WIXw4JPFUYmzjORmrCkAcnr0xUGhbJyuM9e9Me2SaJkkAIYYwRUayFuOcD0qYSEjI4I74oAr2NjDp1qsEC7UBJAqY5AJFKznBHftxUEr7ckt83tQBBdTkuSVyCSKyLyfYm4Y5zWndLmPcx7Zz71yHiaeWDTmeFyrhwARwaYm7K5oafqBCFt3Ic1u2hG7OPwNef6nFb2GhQ6jpmsX8qyXZts3MKxrcEJud4h12qcKd3qPcD0C34CZz7VpOV4pdjGlJSbaNNHwMAYJqQMcDnmqiOe2fwqdTlRzWRuXFYGNe+OopuCz5JqHzNv3T1GKcJP19aLgPaNS4OAce1HJ79KaXIODjA9qaWznnjpmgBZZWVCvXmvPdbk36pJkYwK7vcZCVDZA5/GuA1cY1WdRzitaK98luxmwXG2Qr710GjHzJJfbFcvoEVpqPi0abqN9cWkMz7EljlijWM9SWMnGMZ4HJOBW34cSeDWtYspzcD7NN5YS4AEigFh82OM8DOOK0qzvFoyhVTnynbWg+TOQK0I3CkYIz7VmwcD6dKso/PAzXKdBdR/nA9amZ8Z9BkYqkjHPGSR6VJ5oP+9TETRuc5HpTy+9dvZuDUSyAY54PWgOuQffnigDzJHa3CSRtiS3k4PoVP/1qoalqF5qmvG+uQqL0RFbIUdsVbWTF1ewt2lfr65NZEgZZeuRXa0mkxN6nQreAxHa2Dip9EvGi8Q2D54ik3n34NcpfXEtvYFo3KtuHIq/q+i614b0vR9Turm5S5vTIZIihH2fAUoGOPvMrZx26dQaHOzMatRR919TvLfkc1cQDYTjpRRXEjckTp1PQmmZOPxoopDF3dO3FPjbzFcsOQMiiimB5z4uG3xHPjuqH9Kp2jH1oorrhsgLkpzG30rn49Rn0nVDf22zz4nfbvXI+ZSpyPoxoopVdjHE/CaHgJjsvl7KUA/Wu/Tp+GaKK5uo6PwInjYs/NTy8SKB025oopM0JD8qjHBJ6/hRuLY7fSiigYrSP8vzdePyqCXO1Wzk7c/rRRTEUZXbDDPAPFcv4mYtpZB5xIv8AOiihET+FnN+I/Eh1+C2im0rTrZrdESKS1SRSiLnCAFyoHOTgcnmvVLX7i/SiihmGG6lwEgH61Mv+pZu4FFFJnUEIDMoPIzRvP17UUUhio7YYZPINN3s4OT/CTiiimIqyOyDK9RXF6j/yFriiitqPxky2OUGuNpGo3kZ07Tr6KaQOY72DzAGTOCCCCOpyM4PcGul8H31zqeoavf3cnmXNw6SyORjLHdngdPpRRRU2ZyU/4p3UYyPwqdBjBHqaKK5zuJSxzilj+aTBoopgPQnBPtT3G3aAThhk0UUwPNNcxD4k1FUGF83dj3IBNZMn36KK7YfCiHuVtT/5BxPcMtUr3xHquoafbabd3s01vbyPKgkkZiWfGcknnG3j0yfWiis5nLW+I//Z", 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", "info": {"video_id": "125737", "label": "throwing battery onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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QOfY0zcSSc9u1QzOFUKSc5yc9KkkfKyPw6Bs9G7io7WIvOkaPuVmwQ3UfQ1UkuFVuT8pNWNIukGoRnII3bc1dKPNNIzqS5YtmXaLgqOma2YsAckYrHtRhQR1rSVgBj8qxNS8JMqB2HSp0f5N2O9UQ2RnoM1Msm0c52mqQiV35A6471IshAGfSq6uCeeBipDICBk8/SgDmfGWDLYTE85kj/QH+lctcare2mkXWm2wG2dtxbOCoxzj68ZrpPHDlbOycZ4nOf++a5DUT5io6nBx2rqpJOGoNi6RN9ngCOeavTXRzuDcAdKwoSfXpUmjwHWvEsmmTalNaxskjR+Wm4s6oWC+w4PJ9Per5rIznUUFdnbaZOZNBs42PKySuP+BEf4VtW+1VGd2RzXA+Bry4u7eYTStIqBSob+HOc13ULAL1zzXLUd5XHTd43NBZOeOlSRP+8A7ZzzVON+w6VICQCeOKgsss5xxyfSmxluSM8CofNzx6VIJVHPJHpQM5jxhMy3mnOfu4kX+VcjIB9qZh3Ndj4zj8zRo51HzQTA/geD/SuGjkMnJ611Un7thmqp+TIot5Nt7F2IcGmxn91WXqk8tvGJIXZHDDBFXLYUnZXPRNN1QrIZs5Kv39qW1IDZx+BridQMdloMWo6ZrWoSq92bbNxEsa3BCbneIddqnCnd6j3A7a34CZzntXNKXupHPRkpNtGmj4GAME1IGOBzzVRHPbP4VOpyo5rM3LisDGvfHUU3BZ8k1D5m37p6jFOEn6+tFwHtGpcHAOPajk9+lNLkHBxge1NLZzzx0zQAssrKhXrzXnutyb9UkyMYFd3uMhKhsgc/jXAauMarOo5xWtFe+S3YzYLjbIV9629Nbe7/hXOaBFaaj4tGm6jfXFpDM+xJY5Yo1jPUljJxjGeByTgVr6ClxBrOr2c5uAbafyglwAJFwWGGA4zgDOOK1qT91oyjUTnynWwMAoGAeOtXEctzjj2rPibCj19qtRNnGcjNcpuXoXw4JPFSk5XGeveqikAcnr0xUiyFuOcD0oAke2SaJkkAIYYwRUNjYw6darBAu1ASQKsCQkZHBHfFIznBHftxQAhyASKpXU5Lklcgkip5X25Jb5vaql0uY9zHtnPvQBmXk+xNwxzmqen6gVQtu5Dms/xLPJBpxeGRlcOACOuKy9a0bWfDGh6Xe3dzcpNqDSmSEoQIMBCgY4+8ytnHb6g1rSlyyuYVppe6zv7c9R6VcVRuA9xRRWJ0E6sdlBYkfU0UUASDhFIPXNSqNxOSRhcjFFFNAc94wUP4ckduWSWMqfQ5/+vXByOWj5oorpo7EyIo+tZf8Aadxo2vtf2mzzoWbbvXI+ZSp4+jGiiqnsYVvhOg+HhIF6ueF8sD9a9CQDC0UVyvc0o/AicDbJtHalYkBOeooopM0Gg8nvwaXzGHHqKKKEMz/FCj/hHrzjoin8civNIWIfGaKK6KWwGvCTsrN1j/Vrxn5hxRRWsvhJqfAyp4j8UPrIs4n0rTbZoQkUclskilI1zhAC5UDnPA5PNep2v3F+lFFcbObC9S4CQD9amX/Us3cCiikzqCEBmUHkZo3n69qKKQxUdsMMnkGm72cHJ/hJxRRTEVZHZBleori9R/5C1xRRW1H4yZbHKDXG0jUbyM6dp19FNIHMd7B5gDJnBBBBHU5GcHuDW/4WvrnU7/VL+7k8y5uHWWR8Yyx3dh0+lFFFTZnJT/inZp0/DNTxsWfmiisjtJ5eJFA6bc1IflUY4JPX8KKKQw3FsdvpStI/y/N14/KiigRBLnarZyduf1qjK7YYZ4B4oopgcv4mYtphB7SLg/jXJatr2p6lpUGmXl7PNb20jzJvlZiWbHUk8428emT60UUzjr/Ef//Z", 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"info": {"video_id": "125737", "label": "throwing battery onto a surface", "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": "126d926a759ecb1c3c9fd74e88dcdb188e3383c13de145ece564f8c7610bb200"} +{"episode": 84577, "episode_seed": 1050604399, "split": "train", "timestamp": "2025-10-13T03:49:11.491711", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1050604399, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chalk piece next to rj45 connector plug'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "212911", "label": "holding chalk piece next to rj45 connector plug", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "212911", "label": "holding chalk piece next to rj45 connector plug", "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": "5a462f187281d9a555aa64cadfa361cfe2b29480aeb67dc6a38e669b3a5c8f69"} +{"episode": 84578, "episode_seed": 1335925450, "split": "train", "timestamp": "2025-10-13T03:49:12.019195", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1335925450, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bird of toys'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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"info": {"video_id": "63698", "label": "moving bird of toys", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "63698", "label": "moving bird of toys", "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": "f9e2765e87f7e56dbe9f8c2cd9125a3727bf3e6d7ae3654e74ab534523ea8554"} +{"episode": 84579, "episode_seed": 774477586, "split": "train", "timestamp": "2025-10-13T03:49:12.854653", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 774477586, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 small paint bottle so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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"info": {"video_id": "205554", "label": "poking small paint bottle so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "205554", "label": "poking small paint bottle so it slightly moves", "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": "6b1b212a6aadcd9c19b2ba62238329b1067d44fa0ac298c0a9d847a94726154f"} +{"episode": 84580, "episode_seed": 1809046140, "split": "train", "timestamp": "2025-10-13T03:49:16.183686", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1809046140, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cosco ball roll down a slanted surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93172", "label": "letting cosco ball roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "93172", "label": "letting cosco ball roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2f1d0ebe86e2244dd760e5537858ea7a628fdb72c194085c3457f520d0e6bfd7"} +{"episode": 84581, "episode_seed": 337119394, "split": "train", "timestamp": "2025-10-13T03:49:18.031379", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 337119394, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "121031", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "121031", "label": "tearing paper just a little bit", "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": "452b3674911bdcbdfda648c971bd5196e3fd3344148cfb1e03c56532f07aa828"} +{"episode": 84582, "episode_seed": 2201922412, "split": "train", "timestamp": "2025-10-13T03:49:22.924031", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2201922412, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 body lotion bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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bU5JFhnmimiKmPypkAIJA7SMKwPs0t14kl1K+gBVZZDGkR2sQpx5rHt0JGT29BW7Hp+lwafdNp0MPmS2zbpFkzIc8kE85OVXj8q8eVJu59RSpS5VJkVg4Ngw/2F/pU5kzLNjnjFVbS1ntoHEoCFhjYzAMPfHpU4srpzKFQEv0G4V5zpyvsd3NHuQ602/wylmCd17cxW/HoWyf0Fbtzcp5kpB4UeWv8v5Csu40+4NzpDlR5Fs7zSNuBwwTCj8yaq6ndfZ7F3Zto5O40OLskJSV2zlfGs2QqofvtlhVfwbaT3ovbe0VXupNiwrzuLfMeMfSqF5ff2pfbEy5PyIAM7vpV3RlvdCvpciW0nO0qWXawU7hnmu/DWha552LvOL5T0W3tL2WSC4g16TySgku5UtowI3HDQ4IwWz+ddRpX9sDVrp7KSGdkiSSEn92wt+hI6r1+9XG22qy3SiKGNbfT5cSnOTm5UYLcdWYdhXSWGpf6DGTDIkVq26S2XPmXULcOsjD7oHXb6V6kaj5NNX2PEq4anOvy6RptaSsk7+T0e51Nv8AZ/JSOMCR3UMtvE4/cgtyCenB3Y9iK5zVPF/h+x1V7HVPB8d858tFuWcebcMVHqMcZA+92roy6RRQ2yCKOJZ2K+SnJXA2gevJGK89uNP8nxVd6i8ivPmWdElG5LeBeMAckngj0GRjJNZ4qLcVF9/wNMooxqVfa01ZNWfdtPX8b/eWhrPg+/uNXs9D8NzaXf8A2KeOaVXDRsFKvjhiOqjGPerOmyh4psEZ2tn8Sf8AGrsMlteaPLHYxRqstqcxiAqNxDDAJweeOfQYqhb6fJYGWOd0SUgBoy2SMgEE9uQc15OJpStofTU4qne7Liybrg4/hjA/Sq2r3zab4K1W5QnzXiMMZ773+Qfz/SphYXW6UogYsBtAcZxUWp6Vczx6HaNExt1vVuLlxyoWNSwBPu3b2rkUGnqi5STWjNizt49N02w01SNllboh9yBz/wCPE1wnjy9a0sJpVJJf5foTXUX94Uhlkb7znJ/D/wCvXm3ibUV1Kb7MeQgy49zRThzS1JqS5Y6DJ3McUcZXJPztzjgeta+i3ULQXUG5lJQSRKsfzyuOQpPZeCDj1rn2uCz+dv2u2QeeQPTFbHh4m3uob9Y1uGhYMYpG2oSCMZ9sV6NLR2PMqOUVzx3Wp6Vo9hFNHY6lMsUVlcqGw4xGoPDoo9jnpXQMttbW2zzZJREqoHxtVyuV2/iBz7VkWMkUsl19rdLp4XW5sgp/cxRyHDKPXDVB4m1pLaMSTy8NMuUUDGwqDwOw5/nXqc94KUtF/wAMeP8AVacMTOjB88m00+i5lJP7tzO+0Ne6jd3cZDxC38qER5A8yVvXuVG7pwMV6/oml2I0a0b+z7VC0SnAiX078cmvCr7xHp+j2SQ+eI724YbYI0yI1YAZx0Bx0+te86MIpLGGRBIGEaBjvO1iFA6ZxXBUleWh9FiIQUYwtf1OG8TWyWusTCA28dvJKFEKKAQ20ZOMVRWG0cEyRR4OASOCT2rW8Vzxtqzq2Cybsbu3QVnRCFFyU2jbwccDNYSjGT1RHM18JFdaVZXsNrE6uqWlwtwiBvlcr0znris/VJGtreSR2BPUhTnNbEMQlibAIGcg8YP5VX1DTfOsWUqc7SCB0496zdCDGq0keG6zriapceUgkKQnJ3jHfmpdJmheO4g8wplNyFEy7t1Cj0HBBPvVDVrRtN1+8jC7ASCM+hFTaTmKeO6C+d5Z3NFkBTgjAJ9K2pJL3ehjWlL41utT0LRbVZrO11Vo44beT5sMMRxkH51Hr/OuomXT7C1khSeWW2hDJ5yDaFAZtoHqccVg2Mkd1LdQ3+JI1UXljbRN+5h3YDg+/NYXj7xQyQmzgkUSOoCiIYVRk5xXq+1tSUnolp+R5Dw0I4qVNe+21JPotzB8Qa/Jq2sMkOEijf7qcKMDHH4V23hXT2bV9InYfP5o2n0zya8v0yDDKx6k9a9J0O7ni8WaFCj/ALpZC7j0GAB+teNOo5zuz6elD2VG3ZH0FdSiXQrphziCQfkprwuFo/LXfsYKvOVyfpXvIhxYyRAcFW/UGvCbdlUKWTJHUjAOR7Vo0up59Jy5FfcdJb2V5ayWktvH5MgG5Rxz15x9KqX+AkkgbJPYDp7Veg2ysw4x7mnyWcbwlSVPOM5xgH2qXTi+hqqso9TxjXNYmlvGh8vYEfn5s7q6KwjBIMcjAXh+WYDG6YdUQ9sjOWrF8XaY9vrcYCYE3Cj3z/8AXrQ0KJLuNlubhomtR5lup6s6/wAKj3Fa0Uo6IxrNz0avfT7zutF066nhjWEEPY5uoUyAi7eXUk88rn1rZvWghLHzVmFuzJsH3JOSQM9x3NULWZdSMGqy/uLO4V/LsIGwVIUhtx9yc/jWd4h1QQRQszIsQkKlAPugEHA9uRXqOaUeZaRZ4tKi/a+zm71E2r9k7fl+ZlpI1zNez5WWOWFLeMkcEM25vxAzk/hWrbxQ2kFtItzEkZbZFDEhZiAMgsR0Pfn1rH6aNLLB+7kbaAq8ABsDA/AV0ugTW0EjWMKofs6gu7+pHP8AhXFfmlqfWQhFJQ6Iiv4G/cyvCvnyH5mEu4bQAADwOaSIS4OE2Eckn+VO1e8y0WRkNuqGG4BjJVz6cHisJNNnHUalJtFvMnlkgDnOeP8APNZOu6e13YSEkEFc/hWlaXC5KgA/7Q71dfa/7uTlSDk4/OpM2eP+E7QnxrZQsD+7nyQfaus8aztJ4okYJvEUEYI575NXdC0iO2+JZlZRsa38xfQnocflWL4xcP411ER5wNiYHsMUNe6J7lrRrq4mt3traORr9XD2bBs+UR/dA6kgkV6dpqWVhd6bI8Zka7RZfssHJAb5XDntyTxXl+gNcaddQ3lozW9yuOdm5vUkD6f1r0XQruG0S5tLQnyZZkvIJmH71w7bWXPbDY4ruwsney66M8vMKVN0nKo7uGsV+ZtXl21na7DHHC21UEa8shCqASf73YD8a5mzglKXmpyxFCbZTLDgllRWyxY4wFyOg9apeJtaWK2jFthpUmDhvfaCR78g1oaHq6rqmkwhf9El+S7MjfeiZSGyOmPmzUzqxa5Yu9j1cDTceerKNnrZdldv822XVW1MsMdva391I6MxIcLGoz1xjPXgY7DrU9/aSQi3ysbylmaSU7gxAAAU5JzTvDd8BazF7mJvLkdQ8Y/1igkLg5IwevHaodXvCbiJeCu05Ppk1jUaSVjuxDiopLdj4BNjO0KRyT7en41MXfym+QEHOf8AJ/lVOC63Q7kdueOTkflirVlPGVKYHs3ZuwOPesDiMTxJZy3GmSgAqGXjbwD9Pzrx3w3pzXnjGysZCWDXAR+eoB5r6FniS4jaAhQWTHHcda8/8MeGQnxbmBUrHFH549sj/HNK1gu7M4q0ijuZCrzeW/8ACM5JJre+1vaQC4BClVJA4ZeOBz689veqMwkjg85ViWbYqh+FIwO49fp2xVF7iS7kjtmkZ44hyRk5A6mktNQPRvC1xJKLItNvRYHE3G0rl9y9uRlf1rl/F2s73VIyA8rvJsPOFOQP51csdaXS/D95M5ARUCqobOTyB/SvPhcSXd408p3O5yfb2pVaspb9CsLRjF3St0+6/wDmaNvY3FxJG5XdhxJuY8kivov4Z3mpf2fFayyRSLuZ5DJuDKCRwvbHt7188TyYl0iMOwDygsAfcV758MxPHf3LXMq5eRhFErdFz1x78Z/pWUW+ZF42bXLFdyr4qmx4ouFJ5VzgqehJ4/pVSCdxC27LYPUdT+Fb89lZ3t5ePPArSG4kG/ocBj3FQf8ACL27geRPLEx4BJDVrclrQo2Fy5G8kAN2zxn29BitLzkMgAwUH3h/nrWLNG2malJZF95QDLBcZyM1I9w3krgZwwGMfc/xqkQzzn4l6QE121uI2CCeDgkfewf/AK9c2Jfs8YkChQgLbWHBx3PpXbfEyVZNN0WZIy8sZnAyOB9w8815he30ht1hcj5PvYAwT36U0hHS23iD7Fp1tKZkY4mDqowVVgBj8+a5m4vJNSv5LqY/M7Zx6Csp5Xk4J47Cp7d+lFWcpLVl4alCD0Wp0ds+0JtrtfDqAa7a3khJAYA+wFcXp0Xmhc12NrKsaqFHI7jrWENzsrVEouPc+kLXVrKa3VlnXhehPtXz8k586Qh+GJIyeevArV0i6eRJVaVivQAmrH9h6fMCwiKHrlGIrZtdDhimlqY9rOzykk4ZeMZ5+n61qG4BRcHAHBY9P/11n6rYppFxAsMjusikktjjB9aYJHeKQJ94jAGeP/10ITKviLSBqV3pd3HGWCXeHC84BFcLBdixnW5DKJ4m3KxTd82ff/Ir1PS9QjSGVZJFUhgVLMOTzXjd/KWuBBGSfm59vYVcXZ3JkuZWO+0e+R7q4tjuRJClyVJw3zLhsfoawNUmn1B41Dq7STqmW4BByP5Cn6beiOwmlLsXC4DMf9nAx+lVLSGV723n3jZG2QM/d98fTI/GirWlKy6IihRjCTkt3Y04ILyySJJljMIdSFVs8qDj+dXtOZrZ5XZmdpG3HJ6H0qO8ulaSJRzgE1FJKzwOI2Cvjg1CmzrlN7GrOl1esjW8bvsHzFe1IttdruzZzAHgnaa1NOieyiDPKsyMivvXp0rVgu0YcfWlci2hzMEjQ/JKjIx+YBlxVp7g+WCBzuxkH731pPEkyHU4ZPlB8kfhyaofaG8tgpU888dRVJks6fTpYGSG62hpApj39TjNcHrumKNVlvbgMst3cyMiHI+VSME+x/lWtFLvOAhPPyjJ5Hrn9ayfEcjvbwBZmThssWJI6Zxj2zQyVoUrydra18xmIkdMBlyNxPUY7cd66nwxIALe5wypBAUfcdwbJLE57EHFefiUz3A3HMcS9+OB0robS/ax0ydnzl8IBtxwTj+tDqOC0E4KX5feXneLVtXs7ecOxadppGBICjB4z6ksBW1NottayKI2djKhVhI2eOOKy9KW28+O42L5ifxev1rQuL7zLzlh8qgcVjGXY6dUjT0uP7BbGGFcIWLYx0JPNW5bG9vpEuIYwyKMHDgHOfSsuC7HB3dK6PR75UsQWOck96u9ydWzMNteQoxksplB5JCkn9KlspTGNjDa47Yxz711dveIRnAyOtctrsyjxDOwYchBy3Gdo/z+FNMlqxae52hDuOWJBOMk/T2rV0zT7YarHq4OJ2t/KIHQ4NcuZhJEiCPGWxk87c8dP0/rVq11OWK2QRSJ5S527kzyfcGrTIZ5Df3j4NshBbOGbGM+3HTtxSWUSGZYnYkuADkdfUfyqtHGUDEgeYRjdjIB7f596ZdXsdiqbQvntHlSo+7kY5/X9KjcEO1/UfOkFpESIo23MM5+b0z3x/WqFrgcnrVJDu5q9axsxGelZT2O2krGvaiWSa2lGzZG2WLLkge3pX0D4Ntki1m3vTuLGERBi2epzXjem6ZNHZoyMuXGSp7Z7V0tj4j1zSQvlTuoToTGrAfpUQlZ6mOJi57HYzX+y5ufmx+/kP8A4+a0rXUcqAGHtzXEQah50aySNl2+ZmI6k8n+dX7W5DEBJOQeopqeoW0JtcuwdflGDwF4DdsCq4ud0IzLkDk56Fe/6fyrF1u4ddbnfPO1VOPoDWLo7Sar4nk06TVJ7SJlkMISPduZULBfb7ucn09TW0WZNEfxGuz5FgAmCxkx7DC/rXmk0m449K2de1G4vY7driZ5CASoY9MgZrBqxJBVixjM13HEP4jVerenFor+J8dMnn6UnsVF2dzrLVBbPtBzjFaiXBUCsiO3lmQTBgC3OKsbbhRypYe1YppFyvJ3Z1Gk3oEDsW6t/Styz1EYGWHSuM0+5C2208HJz61ow3SFtoY896ObUVtDT8SXeZrMEqcocfXNZqXMbq6kgA8cdv8AOKp69L+8tTv+6jEfnWHfXcsVnvjco4YYwea0TM2tTroboueXGSPlGen1/nXlluC0jd2JwB9TzXc6vFb2vh+HVdN1jUJla5Nrm4hWNbgqu5nix821ThTu9R7gcVbllnBK4Qgmr6CLc8jRWPkD5SzjOBjpzWlp8rCPr2rDupsRRAADJzjOcVLa3zoMbVrNouOhuTTk3eN3RRUvnEIee1ZscL3I87eFz2qcW0wGBIp/E1NxtXOi0TVpE0+a3fDRk8ZP3avwXzqMCuRgufsRaOQ85zxVqPWVDjOcfSlzDSSNXX7xmubVwP8AlmQazFuyCMt8uec9Kh1fUkn8goQRgqcH3FZ6XJO4McDoCK0iyHubcd4iuGZgq8de9ZviCUkxRRMfLbPX8P0qXwzFYar4mTTtSvbizhnbaksc0caxnqSxk4xjPA5JwO9UNSjltdWv7SU3CNbzPEFuAokTBIG4DgHjnHFWiWR2YjE6RHJ3epHPr+FXrqVPLjO5BukySvAPBqrF+68t+Dhc7eFIJ/p1Ofeq98xJRRkogrOa6AnbU6zT7hfIGCD9DTftaG7kYngtwa5u1fCjBINdTFaQmBN8XOOSDyTWb0N17xOLkFPlYZIresLplsIxuAHP86wBZRY+V3X8c1DHq5tSbfBYocZB60nIaVju7a/dQBjPNYOu35/tyZuxjU/jiqFrr6CX5ywz1LCqer6gk+pMy4ZSq4IPB4pxkRM0o75m/dsSQRzjAq7bXhMjAMMkFQ23gdOfr7+1cVfXrjT98ZaM7gOnIHetDXNG1nw7oekaheXV0s94ZPMhKFRBgIUDH+8VbOO31BrZMzscowU7WKglnZSO3GOfrWFcTvcTvLIcsx/L2ooqlsJBB941u6SiyXsCOMqXGR60UVhVOyl8J6Ig/dA+hAqRZG2miisGDOcjnl85gHZcHscVf0/UblbmNS+4H1oooMxmr3Mv9sXC5zhAQe/QVzttqtzpmsjUrfZ9ojZsbxkcqVPH0Y0UV0wMnuYGqqESBRnABAyfpWbRRWiEKOorTtwARx2oooewzrrYDyQBwMCpVOFBoormZqZF3I325xmnrcSxP8sjcepzRRQyOo+7uZbgRO5wQMYHQ81n3ZIhkXOV3jg0UVrDYiW5e1vxS+v2kEUuk6batboscUlqkilI1zhAC5UDnJwOTzWHL+5mUIcZjU/icZoorZEvcguwPlP1pLftRRUDR0dhzbR+6ipSxDgA8UUVhI1RnX//AB+D6CkHUUUUEMhuOg+pqJMtvJY/L7+4oorSOwmTafr76QZ0OnadfxTOrmO9g8wKygkEEEEdTkZwe4NQzahc6tqlxfXsnnXNzIZJXIHLHk8dB/QUUVqhPYsygqtx87E+aBn6YpJhyT68H3oorGv0Oersh1qPmUdsiuvjYhVAPB4NFFRM7aZKhzg+tc8zFtQkye5/nRRUIplgAce9UrlikqkdcAc0UU47mbKV3IxtgM/xVJe+JNV1LSbXTby8mnt7d2lXzJGYlnxnJJ5xt49Mn1oordbEn//Z", 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", "info": {"video_id": "65620", "label": "throwing body lotion bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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bU5JFhnmimiKmPypkAIJA7SMKwPs0t14kl1K+gBVZZDGkR2sQpx5rHt0JGT29BW7Hp+lwafdNp0MPmS2zbpFkzIc8kE85OVXj8q8eVJu59RSpS5VJkVg4Ngw/2F/pU5kzLNjnjFVbS1ntoHEoCFhjYzAMPfHpU4srpzKFQEv0G4V5zpyvsd3NHuQ602/wylmCd17cxW/HoWyf0Fbtzcp5kpB4UeWv8v5Csu40+4NzpDlR5Fs7zSNuBwwTCj8yaq6ndfZ7F3Zto5O40OLskJSV2zlfGs2QqofvtlhVfwbaT3ovbe0VXupNiwrzuLfMeMfSqF5ff2pfbEy5PyIAM7vpV3RlvdCvpciW0nO0qWXawU7hnmu/DWha552LvOL5T0W3tL2WSC4g16TySgku5UtowI3HDQ4IwWz+ddRpX9sDVrp7KSGdkiSSEn92wt+hI6r1+9XG22qy3SiKGNbfT5cSnOTm5UYLcdWYdhXSWGpf6DGTDIkVq26S2XPmXULcOsjD7oHXb6V6kaj5NNX2PEq4anOvy6RptaSsk7+T0e51Nv8AZ/JSOMCR3UMtvE4/cgtyCenB3Y9iK5zVPF/h+x1V7HVPB8d858tFuWcebcMVHqMcZA+92roy6RRQ2yCKOJZ2K+SnJXA2gevJGK89uNP8nxVd6i8ivPmWdElG5LeBeMAckngj0GRjJNZ4qLcVF9/wNMooxqVfa01ZNWfdtPX8b/eWhrPg+/uNXs9D8NzaXf8A2KeOaVXDRsFKvjhiOqjGPerOmyh4psEZ2tn8Sf8AGrsMlteaPLHYxRqstqcxiAqNxDDAJweeOfQYqhb6fJYGWOd0SUgBoy2SMgEE9uQc15OJpStofTU4qne7Liybrg4/hjA/Sq2r3zab4K1W5QnzXiMMZ773+Qfz/SphYXW6UogYsBtAcZxUWp6Vczx6HaNExt1vVuLlxyoWNSwBPu3b2rkUGnqi5STWjNizt49N02w01SNllboh9yBz/wCPE1wnjy9a0sJpVJJf5foTXUX94Uhlkb7znJ/D/wCvXm3ibUV1Kb7MeQgy49zRThzS1JqS5Y6DJ3McUcZXJPztzjgeta+i3ULQXUG5lJQSRKsfzyuOQpPZeCDj1rn2uCz+dv2u2QeeQPTFbHh4m3uob9Y1uGhYMYpG2oSCMZ9sV6NLR2PMqOUVzx3Wp6Vo9hFNHY6lMsUVlcqGw4xGoPDoo9jnpXQMttbW2zzZJREqoHxtVyuV2/iBz7VkWMkUsl19rdLp4XW5sgp/cxRyHDKPXDVB4m1pLaMSTy8NMuUUDGwqDwOw5/nXqc94KUtF/wAMeP8AVacMTOjB88m00+i5lJP7tzO+0Ne6jd3cZDxC38qER5A8yVvXuVG7pwMV6/oml2I0a0b+z7VC0SnAiX078cmvCr7xHp+j2SQ+eI724YbYI0yI1YAZx0Bx0+te86MIpLGGRBIGEaBjvO1iFA6ZxXBUleWh9FiIQUYwtf1OG8TWyWusTCA28dvJKFEKKAQ20ZOMVRWG0cEyRR4OASOCT2rW8Vzxtqzq2Cybsbu3QVnRCFFyU2jbwccDNYSjGT1RHM18JFdaVZXsNrE6uqWlwtwiBvlcr0znris/VJGtreSR2BPUhTnNbEMQlibAIGcg8YP5VX1DTfOsWUqc7SCB0496zdCDGq0keG6zriapceUgkKQnJ3jHfmpdJmheO4g8wplNyFEy7t1Cj0HBBPvVDVrRtN1+8jC7ASCM+hFTaTmKeO6C+d5Z3NFkBTgjAJ9K2pJL3ehjWlL41utT0LRbVZrO11Vo44beT5sMMRxkH51Hr/OuomXT7C1khSeWW2hDJ5yDaFAZtoHqccVg2Mkd1LdQ3+JI1UXljbRN+5h3YDg+/NYXj7xQyQmzgkUSOoCiIYVRk5xXq+1tSUnolp+R5Dw0I4qVNe+21JPotzB8Qa/Jq2sMkOEijf7qcKMDHH4V23hXT2bV9InYfP5o2n0zya8v0yDDKx6k9a9J0O7ni8WaFCj/ALpZC7j0GAB+teNOo5zuz6elD2VG3ZH0FdSiXQrphziCQfkprwuFo/LXfsYKvOVyfpXvIhxYyRAcFW/UGvCbdlUKWTJHUjAOR7Vo0up59Jy5FfcdJb2V5ayWktvH5MgG5Rxz15x9KqX+AkkgbJPYDp7Veg2ysw4x7mnyWcbwlSVPOM5xgH2qXTi+hqqso9TxjXNYmlvGh8vYEfn5s7q6KwjBIMcjAXh+WYDG6YdUQ9sjOWrF8XaY9vrcYCYE3Cj3z/8AXrQ0KJLuNlubhomtR5lup6s6/wAKj3Fa0Uo6IxrNz0avfT7zutF066nhjWEEPY5uoUyAi7eXUk88rn1rZvWghLHzVmFuzJsH3JOSQM9x3NULWZdSMGqy/uLO4V/LsIGwVIUhtx9yc/jWd4h1QQRQszIsQkKlAPugEHA9uRXqOaUeZaRZ4tKi/a+zm71E2r9k7fl+ZlpI1zNez5WWOWFLeMkcEM25vxAzk/hWrbxQ2kFtItzEkZbZFDEhZiAMgsR0Pfn1rH6aNLLB+7kbaAq8ABsDA/AV0ugTW0EjWMKofs6gu7+pHP8AhXFfmlqfWQhFJQ6Iiv4G/cyvCvnyH5mEu4bQAADwOaSIS4OE2Eckn+VO1e8y0WRkNuqGG4BjJVz6cHisJNNnHUalJtFvMnlkgDnOeP8APNZOu6e13YSEkEFc/hWlaXC5KgA/7Q71dfa/7uTlSDk4/OpM2eP+E7QnxrZQsD+7nyQfaus8aztJ4okYJvEUEYI575NXdC0iO2+JZlZRsa38xfQnocflWL4xcP411ER5wNiYHsMUNe6J7lrRrq4mt3traORr9XD2bBs+UR/dA6kgkV6dpqWVhd6bI8Zka7RZfssHJAb5XDntyTxXl+gNcaddQ3lozW9yuOdm5vUkD6f1r0XQruG0S5tLQnyZZkvIJmH71w7bWXPbDY4ruwsney66M8vMKVN0nKo7uGsV+ZtXl21na7DHHC21UEa8shCqASf73YD8a5mzglKXmpyxFCbZTLDgllRWyxY4wFyOg9apeJtaWK2jFthpUmDhvfaCR78g1oaHq6rqmkwhf9El+S7MjfeiZSGyOmPmzUzqxa5Yu9j1cDTceerKNnrZdldv822XVW1MsMdva391I6MxIcLGoz1xjPXgY7DrU9/aSQi3ysbylmaSU7gxAAAU5JzTvDd8BazF7mJvLkdQ8Y/1igkLg5IwevHaodXvCbiJeCu05Ppk1jUaSVjuxDiopLdj4BNjO0KRyT7en41MXfym+QEHOf8AJ/lVOC63Q7kdueOTkflirVlPGVKYHs3ZuwOPesDiMTxJZy3GmSgAqGXjbwD9Pzrx3w3pzXnjGysZCWDXAR+eoB5r6FniS4jaAhQWTHHcda8/8MeGQnxbmBUrHFH549sj/HNK1gu7M4q0ijuZCrzeW/8ACM5JJre+1vaQC4BClVJA4ZeOBz689veqMwkjg85ViWbYqh+FIwO49fp2xVF7iS7kjtmkZ44hyRk5A6mktNQPRvC1xJKLItNvRYHE3G0rl9y9uRlf1rl/F2s73VIyA8rvJsPOFOQP51csdaXS/D95M5ARUCqobOTyB/SvPhcSXd408p3O5yfb2pVaspb9CsLRjF3St0+6/wDmaNvY3FxJG5XdhxJuY8kivov4Z3mpf2fFayyRSLuZ5DJuDKCRwvbHt7188TyYl0iMOwDygsAfcV758MxPHf3LXMq5eRhFErdFz1x78Z/pWUW+ZF42bXLFdyr4qmx4ouFJ5VzgqehJ4/pVSCdxC27LYPUdT+Fb89lZ3t5ePPArSG4kG/ocBj3FQf8ACL27geRPLEx4BJDVrclrQo2Fy5G8kAN2zxn29BitLzkMgAwUH3h/nrWLNG2malJZF95QDLBcZyM1I9w3krgZwwGMfc/xqkQzzn4l6QE121uI2CCeDgkfewf/AK9c2Jfs8YkChQgLbWHBx3PpXbfEyVZNN0WZIy8sZnAyOB9w8815he30ht1hcj5PvYAwT36U0hHS23iD7Fp1tKZkY4mDqowVVgBj8+a5m4vJNSv5LqY/M7Zx6Csp5Xk4J47Cp7d+lFWcpLVl4alCD0Wp0ds+0JtrtfDqAa7a3khJAYA+wFcXp0Xmhc12NrKsaqFHI7jrWENzsrVEouPc+kLXVrKa3VlnXhehPtXz8k586Qh+GJIyeevArV0i6eRJVaVivQAmrH9h6fMCwiKHrlGIrZtdDhimlqY9rOzykk4ZeMZ5+n61qG4BRcHAHBY9P/11n6rYppFxAsMjusikktjjB9aYJHeKQJ94jAGeP/10ITKviLSBqV3pd3HGWCXeHC84BFcLBdixnW5DKJ4m3KxTd82ff/Ir1PS9QjSGVZJFUhgVLMOTzXjd/KWuBBGSfm59vYVcXZ3JkuZWO+0e+R7q4tjuRJClyVJw3zLhsfoawNUmn1B41Dq7STqmW4BByP5Cn6beiOwmlLsXC4DMf9nAx+lVLSGV723n3jZG2QM/d98fTI/GirWlKy6IihRjCTkt3Y04ILyySJJljMIdSFVs8qDj+dXtOZrZ5XZmdpG3HJ6H0qO8ulaSJRzgE1FJKzwOI2Cvjg1CmzrlN7GrOl1esjW8bvsHzFe1IttdruzZzAHgnaa1NOieyiDPKsyMivvXp0rVgu0YcfWlci2hzMEjQ/JKjIx+YBlxVp7g+WCBzuxkH731pPEkyHU4ZPlB8kfhyaofaG8tgpU888dRVJks6fTpYGSG62hpApj39TjNcHrumKNVlvbgMst3cyMiHI+VSME+x/lWtFLvOAhPPyjJ5Hrn9ayfEcjvbwBZmThssWJI6Zxj2zQyVoUrydra18xmIkdMBlyNxPUY7cd66nwxIALe5wypBAUfcdwbJLE57EHFefiUz3A3HMcS9+OB0robS/ax0ydnzl8IBtxwTj+tDqOC0E4KX5feXneLVtXs7ecOxadppGBICjB4z6ksBW1NottayKI2djKhVhI2eOOKy9KW28+O42L5ifxev1rQuL7zLzlh8qgcVjGXY6dUjT0uP7BbGGFcIWLYx0JPNW5bG9vpEuIYwyKMHDgHOfSsuC7HB3dK6PR75UsQWOck96u9ydWzMNteQoxksplB5JCkn9KlspTGNjDa47Yxz711dveIRnAyOtctrsyjxDOwYchBy3Gdo/z+FNMlqxae52hDuOWJBOMk/T2rV0zT7YarHq4OJ2t/KIHQ4NcuZhJEiCPGWxk87c8dP0/rVq11OWK2QRSJ5S527kzyfcGrTIZ5Df3j4NshBbOGbGM+3HTtxSWUSGZYnYkuADkdfUfyqtHGUDEgeYRjdjIB7f596ZdXsdiqbQvntHlSo+7kY5/X9KjcEO1/UfOkFpESIo23MM5+b0z3x/WqFrgcnrVJDu5q9axsxGelZT2O2krGvaiWSa2lGzZG2WLLkge3pX0D4Ntki1m3vTuLGERBi2epzXjem6ZNHZoyMuXGSp7Z7V0tj4j1zSQvlTuoToTGrAfpUQlZ6mOJi57HYzX+y5ufmx+/kP8A4+a0rXUcqAGHtzXEQah50aySNl2+ZmI6k8n+dX7W5DEBJOQeopqeoW0JtcuwdflGDwF4DdsCq4ud0IzLkDk56Fe/6fyrF1u4ddbnfPO1VOPoDWLo7Sar4nk06TVJ7SJlkMISPduZULBfb7ucn09TW0WZNEfxGuz5FgAmCxkx7DC/rXmk0m449K2de1G4vY7driZ5CASoY9MgZrBqxJBVixjM13HEP4jVerenFor+J8dMnn6UnsVF2dzrLVBbPtBzjFaiXBUCsiO3lmQTBgC3OKsbbhRypYe1YppFyvJ3Z1Gk3oEDsW6t/Styz1EYGWHSuM0+5C2208HJz61ow3SFtoY896ObUVtDT8SXeZrMEqcocfXNZqXMbq6kgA8cdv8AOKp69L+8tTv+6jEfnWHfXcsVnvjco4YYwea0TM2tTroboueXGSPlGen1/nXlluC0jd2JwB9TzXc6vFb2vh+HVdN1jUJla5Nrm4hWNbgqu5nix821ThTu9R7gcVbllnBK4Qgmr6CLc8jRWPkD5SzjOBjpzWlp8rCPr2rDupsRRAADJzjOcVLa3zoMbVrNouOhuTTk3eN3RRUvnEIee1ZscL3I87eFz2qcW0wGBIp/E1NxtXOi0TVpE0+a3fDRk8ZP3avwXzqMCuRgufsRaOQ85zxVqPWVDjOcfSlzDSSNXX7xmubVwP8AlmQazFuyCMt8uec9Kh1fUkn8goQRgqcH3FZ6XJO4McDoCK0iyHubcd4iuGZgq8de9ZviCUkxRRMfLbPX8P0qXwzFYar4mTTtSvbizhnbaksc0caxnqSxk4xjPA5JwO9UNSjltdWv7SU3CNbzPEFuAokTBIG4DgHjnHFWiWR2YjE6RHJ3epHPr+FXrqVPLjO5BukySvAPBqrF+68t+Dhc7eFIJ/p1Ofeq98xJRRkogrOa6AnbU6zT7hfIGCD9DTftaG7kYngtwa5u1fCjBINdTFaQmBN8XOOSDyTWb0N17xOLkFPlYZIresLplsIxuAHP86wBZRY+V3X8c1DHq5tSbfBYocZB60nIaVju7a/dQBjPNYOu35/tyZuxjU/jiqFrr6CX5ywz1LCqer6gk+pMy4ZSq4IPB4pxkRM0o75m/dsSQRzjAq7bXhMjAMMkFQ23gdOfr7+1cVfXrjT98ZaM7gOnIHetDXNG1nw7oekaheXV0s94ZPMhKFRBgIUDH+8VbOO31BrZMzscowU7WKglnZSO3GOfrWFcTvcTvLIcsx/L2ooqlsJBB941u6SiyXsCOMqXGR60UVhVOyl8J6Ig/dA+hAqRZG2miisGDOcjnl85gHZcHscVf0/UblbmNS+4H1oooMxmr3Mv9sXC5zhAQe/QVzttqtzpmsjUrfZ9ojZsbxkcqVPH0Y0UV0wMnuYGqqESBRnABAyfpWbRRWiEKOorTtwARx2oooewzrrYDyQBwMCpVOFBoormZqZF3I325xmnrcSxP8sjcepzRRQyOo+7uZbgRO5wQMYHQ81n3ZIhkXOV3jg0UVrDYiW5e1vxS+v2kEUuk6batboscUlqkilI1zhAC5UDnJwOTzWHL+5mUIcZjU/icZoorZEvcguwPlP1pLftRRUDR0dhzbR+6ipSxDgA8UUVhI1RnX//AB+D6CkHUUUUEMhuOg+pqJMtvJY/L7+4oorSOwmTafr76QZ0OnadfxTOrmO9g8wKygkEEEEdTkZwe4NQzahc6tqlxfXsnnXNzIZJXIHLHk8dB/QUUVqhPYsygqtx87E+aBn6YpJhyT68H3oorGv0Oersh1qPmUdsiuvjYhVAPB4NFFRM7aZKhzg+tc8zFtQkye5/nRRUIplgAce9UrlikqkdcAc0UU47mbKV3IxtgM/xVJe+JNV1LSbXTby8mnt7d2lXzJGYlnxnJJ5xt49Mn1oordbEn//Z", "info": {"video_id": "65620", "label": "throwing body lotion bottle", "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": "55ab5de2728f9d0cbe6750998eed48afa9ecc3a92183161311efbffea37233fc"} +{"episode": 84583, "episode_seed": 3689624267, "split": "train", "timestamp": "2025-10-13T03:49:26.558216", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3689624267, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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P8q1irRsZSd2WbkpPMEkRTs+Yv0AYdvyqp4RMMuva00LbkhWGAMDnOAetRRSSSSFZVGHkHYcCue8JeM9L07W9aiu2lUz3IYOibgoGeCBz3qo7iW51fj7zWgs2hdVfDqu7uSVrDsEgj8yUSoSzDClSuOenPSr/AIm1Ow1i2iezvEkWNHBAJXk4wCCM9jWTEkjwoRkMxDMpbheOP55psxqfEyZViZ2Mm+OOFiWdx1Hqfzq3cslvqFnbxKZJpMZkUY3qeBuNLbzNZLmWEjgbiehA7g9D64q/BKLgxzKDyg2gjgAn+dDdlcVOHPNRG+M4kPhudCm8GPJX1ArxKbUbrxLfTzzkvIg+RQM7EGeAByQO/fv2r3nWkafTXjwDuQjn3FeE2lufD2rwSTSiO6NwV2BvuxnoT+NYR7Hq11omLYabBLJlnIGCQ8a7wT+HaphaLcXS2yEGd2w0a8hc4wW9MenU8Umv29qdTlkMCozDLFPlz+VaWg2CWsK3kibI2GY4xxk9iabjFMwipTWh7LNAtjpttZQgBYI0TBPoP59a4zXCRYXE7I6yRI+0Y9SBnP41pWWqG70aB5ZMytlCxbnGT+uMc1k+K7mQaTHAACJJljZi3Lf5yK6E72PPceWTTPSNPG3S7ePGNkCL/wCOivOtNjVnjkuJoxKq/OoQ9eeffivSVIRCOwGK80tUcxSjLKRuRcPkNzyfwzTqdC0XZVWacxiNiJUHzg8Z9qnunSPRpJYI5p/Mfyyuwgq3TIz0/lTLcTW/70wnj5gy8heOhx0A9asNqKzQSkqV8ogcHHIHb1wcCosJk+ivLLPunAV9uVQNkMMjn+n4V4Z450tofGmoxIu2IPuA7YPNfQEOxJo7rAy8MYOPzNebfEiztbfxHa3lwzJFcgxM4HQjp+n8q5+Zts9WVNQpJLocJp6K9qYyBtIwVr2P4OQJYeGbyJn/ANdesV9gFAz+tefnVtHsbq5ngtkupZEMcETMuyMFcbiF7j/PNdh4NvTY6NDaupUuxOCfvFqukuV3Zy1U5R0R6fd3KpFtzk44x6VzN7B58zLDJ86ggo3zDJ5GaYdRWBwNzknoMjKjuT+lVxcCS3JyycMWwewyf6VuziRL4Gw9xrc6NlWvQoyOwX/69XfGLTiKB4FBZVfAJ6njFYPwzv7MaZeQG7iFw92ziNpBuI2qM89ehrd8Uo84jCMMKjN9TxjFVL4S3sZmmQBS8weMofuqkmcdOPrQypczENLu2OQ5fpt4PX0qCAO9ujKrHzGB2lcH/Jzn8K0bWSJAwuIyxZQHVh27nnsazRkSbILXULFGZDcSsM7eQ4wcEelReN3C+HpFI4atWyEFzd2sqKhCriPjkL7fTHT3rD+IyuNDcJxjP5VjVep6mAVqcmfPeuW7rqCDaRuhjx/3yB/SksUELgD8a1xML2LfKMup2A+n938Oo/Kq32RhJlQambJSs2blptlhwwBGOQa5rVLIWV8VUHy3+ZPYelb9mzRrzmotVs5NQ8hYAC6liSTgAY/xwPqayptqVip2sdf4LLR+FHuC2zyhlcdTgMf/AGYV7PoHy+HtPQdrdD+YzXlSRro3gBYkjbfKMlvQHp+YUH8a9asEENhbIONsKL+SivRgtDznrJnK6TqVjcW1w0gSFyxZoyQT1HJ/Dj2qpL9nmtLyxGVdJPMiU4UFD1Y+uAcAVUhtbicie0xJ5zbXbaAEVhzgnnHSq9zYXEckimNEG1kMpYj0OQfTI6VybM3NOGCOKNjI4kQxZZiSrKuemM96r6oYbXwdeX1s5LumzdkkcccE/wCeKpuLiZo7HY+7kHf0cdjn6j9K2vEGltdeDbiziPzxQ7kwPvED+tKb0OzBwbk59jzS4v4dS0qRVYgkBBk/3cYx71hETXo+eMCRSFZwOG96paSzLAXYnl9ygmtqw3BJF3LgEYI7cHmqOeT95tG74YSW3z5RV2JPyEcEj19TwK6eCc3KnONu3BcD7xHv6Z/GuZ8P+eSqM6smSC+MYHY1v3EavDGm7YzKw8r1YcYJ/HrTv0MiVbnyXlYTZeNHlyuSAFQ4X071583huGfXb2JdUi0++SVFWGfOHc4DfN0AB59MfSu1KtNZx28Zw891FB88ZHzM4BzzyOOveuX8U6fc6h596INsxuJC7ofkdd7En1XBPGe3erTV9S4o0PDEEcl9qMd/fQ3H2MCGKeMnYzNkcZAJ6eld1e6PDbWYnhyoRBuHXIzgk+/Q/pXN2Gm6WujQnT0uWkZMF55PmMoHzcdBgdxx061ea7l8hrZ3djECJfMwwVW5AOPyBPNN7nPU+Is39u8WpeWsbSwuFl8vduODjGcdM4PFaOkL/DJKJC/V1Oct+XFYFtqEkb26F9yx7lMhGGQ54z7AEYrU0i8ebUfLwAsS4x3Jz1/HNTN+6aYb+KjqLuENDj2rzfxZ4M/tpPtFoFW8hORngN7V6LqVwEtMr1I4rGsEmMxd3OM1zpnrtX0Z55pXhHU9SvY31KAxRRAZVuS2O30ro9b0+GK1CAgOWAXtj/61dhd3sdnbs7AdK4G7uX1a/wBw/wBTEck+vtVp8zMpctGDLkHlW0aRLuYLtCFeSTWD46vZ4dOspLZWdIpfMlYDITLbRn0yV4rVN0JjHGiqo4CPJ269PwqhrcRu9KuTGN80LwW4XPyuAju+VHvjB7Guk8mOsizonxPvJ4RHdfZ5zwDuGxz+I4z+FdVZ6FDNZCSFzvMhIdDlec4A/IZ/CvKnuLTxAwtrXRbe3vhKHmuLaNyFjGAcKvA7k5BzmvQ7W5ubK3aAyTAMMRIUGTgn9MYGKVRvS5bXYnuYHXTra4iB3b2ibnq2ckBc88A8+tS6PGo1O3EygKGVfIbPA5ycHrk881lveSQi4VGjYSkMIgDgHOGKn16emKbqOozLFmFsOwUhuDjafuj9OtSnfQlOzudp5R+0urYyGwPeue8daJBrGmPDK/l5+64HKkdCPpW9bXQuis6H5XUOPx5qpqym5mQN9zHSuW9me7L3onlugfD6/bUPM1CWF4ozkFG4kPYn2rXMkUGtMqOWji6KvOW6Ct/WdQ+wabKYiqkIeSecegrgNCuJLu7eVsqXBZgw6D/61aw1dzixDVOHLHqd4kglZpE+Z8gliB78D1pk93J/Z10zIQTEw2quGXcQoHueTUEvm2sIEY2R4Ulz1Oe38+adFHL9rsIo4nkmnuozIu4ZcIfMIBzjtW9zz0efWXh/Wkurj+y4TfW6XBjXoGfOSDtJyDgHPpg12XhAz6xJeR3LSQJZA7oGbCeYcjnsMYrk9XE0V0uo2MzxPPKxlwGDLuJJOO6kEg4z0rvtJ0K3sNJaG2ukuIMCVJYYgqySsBkD+8AMEenT1xTXu3Rc9jp7jRmtLNJopWZVjAfd3HTPsBVXUhJDciKR5WtpFDg9PlwASvseRzQ2p3DWgt5ZC7HKsrAr8p6ZPr/9aoLfUnEtqsmHkUMnmA5+VT8qtnnjP61CZzHReHoH3B5doP8ACB0Ueg/DFYnxCjkl02TBwAMEVvaL8oU4wDnPGOdx5xWZ4xjeawkCdTxz0rCTvI9zDQ5aSXc8J0OxklmKN5bCcmOKNnwZMdR7emfXHpWp9mSPfw7KjbXJX50PpIo5U+/Q/pWHJFc6brkbbCJYZNwA7jOePwrsfEcdvqCW2oDKzMv+vjO1jx3I61XKpRszmqXjK5jkQZwkqMx6KpyT+AqbRbEajqgR3xBH80xByFA/h46semB0Ge/Sj9hkupFhkvLq4zwsZc8+1djpVjDoumJ5iKJmPyqvRB/jnvUx5Yu+4/ZznEm8c6h9k0KHC7g9xyAOABgfh1Nb2ifE6C8tlFzaDcFALwuP/QTz+tY2rKbnQNR/iC28McsYXPmNJIX6noQFBrkbmHw7LYvJpkV7bamCirB5w2dOWJPqc8DpXXFvocSirand6bqdxYN5WHkib5pEI6DB+UfQ44rRvJZHLs3Cuu5Qw4BP9OhqCcSNqqvcxeUGALIB8ob1HpkD9fSq1w0kj2twrlYi/wB7bgMuTkVzpGhf0a3eYajLIHLpGWjYnI5HOPp/U11UaBrTaTkhcH3rK0WzkjtpryaUs1wWTbngd+natES7WVVHXINYVH7x7GEjakjxLUdDe21K5s4/kiimJwRnKkkj+dVrcTQzNGQqlsKB3Yd67fxVZtFq6XUaEsy+W2DwB6mqWh6auqa1FEI0dUO92I5VRWielzz6lJqpyII9Nn0zTopWUYlPyIW+YehPtVm9lu/KgjZHCuo2yxdWOc8/j/WneIbky+JRaI33QCFHYDg1IzxlmZ5DtLjYE7cf/WzTiya8IwnyxMrWz/Z0ON6yO2CUDZIYZHPpjNLYEzbbOWd7N/4zOPMiVTxnIG4dhzn1qnrFwZr+CMRRy5bATdjHORhh+HWodIa71jxXNZvqV1ZYEjR+UgZt6oWC8cAcHn/Gq8hQ2ubi6RJokmIwXjmbMQ83dGSvUoR/CwOfwrootStbqzkVI0D4AZCOH4B/LtXE+Er19SNy99I0pKfLJ02SMM5OPXHJrobNFjjE/lqrZ2hePlBzn8OnX1q07nLVXvsLy4CxsRCrK4yI3+6ORycf54q9oSJFcsiDoAc5zweay4ZWlWcPAWIcKv8AdIPPIHbHH41raGc3ckbFhKCHZGH3V/hA9sVNTSDNcKv3qOhvIzJGhxkCqZl8hecDAzWtcSBbYVy2r3LBH24wRgVzI9dmRrl/LdARmYZc4AXoBUdsI4EVBtQorEE8hhjv9Tis0A4muJedvC46Zq7AkRssyxEglUIbqGPSuiEdLnlYqpzSt2GC6/e7gZGKkLIdoAkXge/6VE81rNBDFLE6P9qluWuY+rI3CgkcjGCcHjiplVbLTpeMkggGYE8Y4A9/f1rlLsXNvaT38czw3IlXyZI36g5zgjtWj8zGmrs2LG7Xw9qU11HPIbS8x9raMA4568fdPuPU8dK7fSb2zl8rzo9l0u5kMvJA4z+hrh71LePQoNQstUv52kuzbvJLCkX2rCZd0HUqpIU5GeR9B0y2MZv5IwWcLglxwGHYgjpwBScr2KmrF25MUbOY49mGwxA+9kg/rkfrWQI1l3OsQR5CUCoc4PY4/DP41eluVe/jiaNgkoyxUY7c/oDUSTrBPHMylF3fKOokkPAz6HGaIkHQaO5NpCO+wL9MZFXtQdI7dTxnvWfo0eyJQ+RsBBGc9zUOvXIigY5PTiuKXxM92k70k/I4Hxpcu8axI4BlbbxTfDKLb24fguDnb/e9qzb2R9S1YZbmMkKg710miQ4uNqhRGSEBDcg9/wDPvXVBWR5WInzSZYurtBOqWwy6gRsJD26HA+pqneXsmkvC2ZIJIC/kNCACpYAYAPbGa1WXzbpbkxxKyMQCV5Kjpx39a5rVrhJtThEguJPulSpDnjnpxnPt0qzGK1NG0WbV4YbG2WKeVgVWLPlSL9M8Z44wavaML7TUe3naSSNJN0ACbWByQ6ntn3+tc7pEttqni97O9vp7a2uJNiyRvEiJ3yxkHQDOBwc4FdHoE13davqNjqV3fN9ikaOAXbAvG4yFDY7kKBjJHpQpF1F7h2cLafc2s7xxqZXRVlz948ZArJujaxo5EJMTAsFX5XPQdfpgUafDHGvnBXCglQpzzk459elNSaK4+0K6t+7IQKO+ewJ6cZ/Snuctjq9CiAsoBuYsi7Tu60mr26zxujAHdUmhbfsahQQuBtB647VNqEiR8sOcc1yt6s92lpCPojyrVNOitLpb2S283YGXPdM9/ema3pKzwxSaVtlinG/ywcBGI7H364ruGtra/jkTKsScY/xqjY+HRDKYg5EG7ds7HmrjOy1Mq+HdRqUdGcr4Z8NNb79RujiUjaseM7Rn1/wp+pKwvxHICFAGcDtXoU9tHbw7MDAH5Vx17NC+pTnbvQIf4gtTHWRdVKnR93oI32WTTZokuDDeT6kCMn5WhRCoOOh+b8Rk1i6fbW/h3xRJdzwWjR3OY0Mi/LEScErnp7j06GsjUr6/+yTPFMY0gKhU2joxJI5+p/OrmraFqemeHtOutSublJb0v5sEiExwAbSqsccMQ2cfh1zXTGVjzVG6PRNIlN4jyShQ3yA7RjO4HJPv/jVf7DBDKgRMDYCP9nCdvzNFFZspmroSj7BeL/D54cD0OMf0FW7cZaPNFFc09z2cL/CRi+IIUZwWXOTj8DTvDFnBZxTtCgUnjPt6UUVS2Ksue5wF1cPN4zmZ8HBOPz/+tWpKnl6axyzHOMsc9CcUUVa2PJr/AMRnNB/N8RQlgBw2ABwMCs19Rn0nxRNf2pXz4ZG27hkfMpU/oTRRVPccPhOn+HbNLdXkLEfPGoLgDdxnvXSX9vFbxRSRIFYOzexwpxkUUVtHY5anxsqpO9rZS30RAnwXBxwCMdB+NbPh4mYs8nLbVOT/ALQ3H9TRRWVb4WbYP+Mv66GjfyuEYZ4HSuN1eZwoO49DRRXPA9SpsYt0x/sdIwSARuyOuc9a1LVj9nhUHr1PfOQM0UV2dDw5blHUp3Fuw4J+bBPUZNc3cwqvhwzruDG4AYZ+VvqP60UUPZGlLqTaz4ibWfssEml6fb+SiJG9ujqUQfwAFyoHOeByea9KeFDbXtymY3jilKhDgfKABRRSRU+hUXD3MC7QuEJJHViAvX86HunvpJY51QxxuYggGBgMcH6+9FFBl1NjRzuswSAM88Vj+LZGjtyFOABmiiuN/Gz24fwV6I890wlXeXJLY3c+uK6zRlVIZZ1GHlQs3156enSiiuo8aRPcEmNWDEN5mMg88rXMh2fxKAzE7QzDP0NFFHQcNykddk0jVr+MWNheRTyBmjvIPMAKjgjkEdTkZwe4Ndj4Gu5NQk1rU7oLJdT4lkLDgtzyB0HXp04FFFOJdX4GdRPAltDaNGWxLcBWUnggITTbRhFcXUgRSI2GEIyvQdfXrRRWj2ONnTaNKzgscDLMOPZiP6VW1t2ZACeGbBoorje7Pcp/BH0RV02FPMHHbP41rbVxnHOaKKk3Rz+uXUqrgHjGK40L5llczMTv3EH0I6Y/WiitqW5xYv8AhnI315ObIwNIWRpR16rj0NMm8Qape2NvYXN5NLDbyPIm+RmJLYzkk8428emT60UVqzmif//Z", 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", "info": {"video_id": "122744", "label": "lifting cup up completely without letting it drop down", "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": "122744", "label": "lifting cup up completely without letting it drop down", "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": "22e1c94becd7e9eee74174ca88e8e0b16ad89b4f29a9077f08f593ac819eedb3"} +{"episode": 84584, "episode_seed": 753346520, "split": "train", "timestamp": "2025-10-13T03:49:28.121515", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 753346520, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 soap box down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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"info": {"video_id": "127124", "label": "moving soap box down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "127124", "label": "moving soap box 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": "c7521beb9d419701cdb9590d32924554f1e49368c46272521468d3b7bf00055f"} +{"episode": 84585, "episode_seed": 1536815217, "split": "train", "timestamp": "2025-10-13T03:49:29.796747", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1536815217, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 keys down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "155044", "label": "moving keys down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "155044", "label": "moving keys down", "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": "58fca5dd74a5d5e3be37ef5d2e49d0857f5e518230971ac4b33e09bbfb72a588"} +{"episode": 84586, "episode_seed": 4276570015, "split": "train", "timestamp": "2025-10-13T03:49:31.773460", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4276570015, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 greeting card, 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": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "107411", "label": "lifting up one end of greeting card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "107411", "label": "lifting up one end of greeting card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0544626aa338d693f52549f0734673f1e2ff84bb8ae897c8e04f4237b6743ed1"} +{"episode": 84587, "episode_seed": 1052539182, "split": "train", "timestamp": "2025-10-13T03:49:32.953420", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1052539182, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 can so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93867", "label": "poking can so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "93867", "label": "poking can so it slightly moves", "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": "7540e7c3f468e53a6c316bdc477f53d6d2a2d598e6825e40a006327ccba87689"} +{"episode": 84588, "episode_seed": 707784812, "split": "train", "timestamp": "2025-10-13T03:49:33.442932", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 707784812, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a box so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "16659", "label": "pushing a box so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "16659", "label": "pushing a box so that it falls off the table", "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": "a49d4ee960c0907b6abce9f46ee938e4643f1f1629dbc28f8df5e56493be606c"} +{"episode": 84589, "episode_seed": 3276929554, "split": "train", "timestamp": "2025-10-13T03:49:34.963823", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3276929554, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding comb over water bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "145094", "label": "holding comb over water bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "145094", "label": "holding comb over water 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": "604f8ee396a5287b4fd0178d34d3fba45c643bc21849fe749186d1ec14a4a503"} +{"episode": 84590, "episode_seed": 1285511398, "split": "train", "timestamp": "2025-10-13T03:49:38.633031", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1285511398, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bulb so it spins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "53053", "label": "pushing bulb so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "53053", "label": "pushing bulb so it spins", "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": "e1e2b257d110b96b322ef4c00dee20c7c138bef050964d3ba4ca343c08d29e25"} +{"episode": 84591, "episode_seed": 3473125020, "split": "train", "timestamp": "2025-10-13T03:49:40.167397", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3473125020, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "48049", "label": "pouring water into glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "48049", "label": "pouring water into glass", "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": "9bb0f4bbf13c1b4766b6d730cc8beec7a4fd9a7b77d02921090399173749c62a"} +{"episode": 84592, "episode_seed": 482158923, "split": "train", "timestamp": "2025-10-13T03:49:41.255086", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 482158923, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lip balm roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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Xmr3NtGySGMLGGLsqFgv+yOCcn096FHm0QSnyq7JookmPK9OCSM1ejtIYxuZAM/7NYvhy9uLnzjLIzYC7Qf4c5rrLbMuPlBPfiokmtC4NSVynFDE84EceR6Y71aNoWcK0bEdtorZ0+2RJWZzyeAB0rTNxDbx7Iky2OSRxUFHGTWrwK6iJ85Ujjp2/rUUkZ8j7hyD1NdDc5lLM2eVPX86yJXDEdMck0wsYLWSOWLED04qlJYRgAjnJxWrOCgI6GqYYleegOatXJaIvsMBGCtRLpkTy4ih3H8q0Vgzl5z5cZ6DHLVBqlw8WmMbU+Su4D5ep+poSbYm0kT28QtkIVml7csSint1611doyhPnkiB7fPXJataW1t4cg1HTdXv5kN19mzcQrGs5CbmeIDnapwp3eo9wG21xet/z0OfU1Ti47kRmpbHeRXSQoyq6gEY+7/jUMOuQ6bqEV0HjEseCu7nBHfFcvHHdS/wgH/aNMaxlnfBb5h6CpUrFNG3rOp2+q3817MEaVxuOFwD+FcrrEomtRFawhXZxyBj3rTXT2VHDux2r/WgW0Sq3r05Panzi5Tn01fV9OhVVlkkA4w43CrMPjecYFzYHjqY2I/Q1fvbJXkVI0IA5FZsunbSxJxjnFNSFytbGtB4v02bHmNLCT/z0Tj8xV5dY0+Yfu7yBv+BgVzsVjEUGRn1oewh3DZGGOcYxnNDaKVzXuZoZ0cJKjcfwsDWXHczWjZUYDdMimaBp1heeLV0zU7qW0SR9qSRSRRrEepLGTjGM8DknAqW1t5o9d1W1nFxut5jGFuABIoBIw2OM8duKJQaXMSqib5S/Fqs5TnP/AHzTxqV2ZAoMhz2xUyARgDyywqaG3lkmBCEL9Kzua2Mt579ZuWlIz60yQXLAZ38jPWulXSrl4iTb8f3ietZtzZzq6DauFBHX0P8A9enzMXKjn7nSdzPK4JduSfSsOTTXjZnjldSDwehruruJvL59MHFZckMXlHIycVSkyXFGFbanrNoQEufNUcbZRmtmDxNMoAurJgf70TZ/Q1EsKeaCFGMVIQgXG0flTchcti8uv2cw5Mq/70ZqpdlJ3E0DqVxy/YVV1GCS1sDMXMbFgFUdSKteI/D+r6F4d0m7vZrhZLwyGS3MeBb4CFAxx94q2cdvqDTUHJEynyuzL1si/Lx1q0GJjJAAI9KKKg1QW52FSOp61NcKPKkPQ7T/ADFFFT1Bla0iDM5Yk81C5PmM3eiimtxspTjKSZpqk7V+lFFUIsWSK0Ms7AM8ZO0HpWEmp3Gla9JqNuUNxG7YLrkfMpU8fRjRRWsNzGpsWPDCgPMOwCfpmuvs5X84KDgZ7UUVnU+JmlL4TSilcTMAfWrKyMzBSeBmiisepoVNSkZI4wD14P5ViQsWKZPUUUVa2Ar333ZD6DNQ2kaLZPclQ0gbjPQUUVcSZEbs0gLuSWPc1lak5GnuOwdePxooqluZy2JNY8Tvr0NvFLpWm2xgRY4ntkkUpGucIAXKgc5OByea3IAFQMAM0UU63QiiW45GdQTjPTipbZQbg8kfSiisWdBu3Wl2625bLkshzk+2aw0t4llYheQR1oopiKlz8tw4FZ8p4c/SiimD2I04VQKuqi29qssY/eSdWPJH0oooEc8dbbSNSvYjp+n30U0gdkvYPMAZc4IIII6nIzg9wasaNqF1qWp399dymS5uHEsr4xljnPA6D2oorWfwGEfjOst/mAya27SFFlVQvfPNFFc51Fm9ncDywRt6YrEvWKoxHUMf5CiimIy52LRPn+8BWXMTRRTQmVkJAJHWtK3jWKzE4GZG7nt9KKKpEsztaH/EtZv4t68/jWdfeINU1HS7fTbu8mmt7eR5UEkjMSz4zkk8428emT60UVrDYwqbn//Z", 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", "info": {"video_id": "41569", "label": "letting lip balm roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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LqhYL6DoTk+nvSiubRBKXKrs2dCWUSTYU7SVwM49a6dQilWO3jsXH9K8x0nUrtpJZGkZ2cKeRnHWuhjvrplHEgz6DFJrl0GnfU7F7hcsTwMHAXPH406/1mzuNDjsRColjDfvi43HPbHpXGu12zBWVsMcZLVALOdGJyuOlJSBosywWcZGZW3AcENistfEuo295Kqt5tqDtVZB6eh61otZsHw7jt2pkthHHGx4wvb196fMHKxLbxlYudtwrwN643KfyrWttWsrsfuLqJyewbn8q5CXS1KgmIHn0qFNHjZ8MigindC947/fwKjkfjrXJR2U9uuYbyeNewWQ0y7udRitGeO+nLAjkkcfpQtXoO9ldmtdALcNkZBPAFRwatcBgOo/3aTWIIbbQINU07WL+ctc/ZN9zCsa3GE3O8QHO1ThTu9R7gXYYQqhtppSi4ChNT2D+07gglS3HotMku76aAMhlHNW8M6kLCwI9utXILC4kVQsRc917VnexpymEst5IuG8zIBPJqvLZy3UbJJu2cZ5rp7nTLiI5MSqWBGMjuKoW9vKiNvA5HNVzMnlRyF/pIGANy+wqpGl/Yufs13ImD0BOPyrrZ4lM3z5OBjrVGaGLc21R04zVqTJcUVbTxBqsYAnijuFHcfKa1IfE1u3EsE8R/wB3cP0qrHGqoPlH5U9IDcPiNcY6tjgUuYLWLcmo2l3GyLJ8zDgMpBNVbW33OyybeMHaRkijw/b2d74s/sy91C5toZG2JcRyxRrH3JYycYxnpyTgd6dYRTWmuatay/aA8M5jAuAokXBYfNjjPrjiqlBpcxMZpy5TRjtIYxuZAM/7NTRQxPOBHHkemO9XLbMuPlBPfitfT7ZElZnPJ4AHSsWbmMbQs4Vo2I7bRUE1q8CuoifOVI46dv612ZuIbePZEmWxySOKyLnMpZmzyp6/nQgZz0kZ8j7hyD1NZbWSOWLED04relcMR0xyTWTOCgI6GmhNGVJYRgAjnJxUn2GAjBWpQxK89Ac1OsGcvOfLjPQY5aq1FoZy6ZE8uIodx/KtG3iFtGQrNL25YlAe3B61Bqlw0WmE2rGFNwHy9SPepdd0HWPD/h7Sry7nuUmvTIZIShAgwEKBjj7xDZx2+oNUoNq5nKai7F2ABVDADIq1HIzqCcZ6cUUVBqiW2UG4PJH0rdutLt1ty2XJZDnJ9s0UURE9jDS3iWViF5BHWqlz8tw4FFFUh9TPlPDn6VGnCqBRRQT1LqotvarLGP3knVjyR9K5k6lcaN4ke+tdpniZtvmDcPmUqc/gxoorSG5nV2HeGkG+dOwCj+ddXHhVXAHJI5ooqJ/EVS+EH+aRQegFWozviwemcUUVmzQpXS5mAyfur/KpLlAkIA79c0UUwWxRmPyAdqqni4bHpmiiqEBJLxrnAYgGm+IAsNiIEUCMMrEep96KKuJEtmVNd8TPrsVvDLpWm2xgjWOKS2SRSiLnCAFyoGTk4HJ5ro7NjgDNFFOt0M6HU2rWJXBZhnHStq3PlWxZAAScUUVgjpZn3EjSPuY5O4fzrEmdg7KOmcYoopiM+74lf61mSfeAooqhE9sgnuUjcnb7VclPzmIABF4Ciiin0J6mF/bR0nUb2I6fp97DNIHMd5BvAZRwQQQR1ORnB7g1b0i9uNT1O/vryTzLi4cSyMRjLHJ6D+VFFaz+Awj/ABDprOV/OCg4Ge1aUUriZgD60UVzSOssrIzMFJ4GaqalIyRxgHrwfyoopIDEhYsUyeoqvffdkPoM0UVaAhtI0Wye5KhpA3GegqN2aQF3JLHuaKKvoZmVqTsLBgDwHXH51FdeINU1HToNNu7yae3t5HlTzJGYlnxnJJ5xt49Mn1oorSGxjU3P/9k=", 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"info": {"video_id": "41569", "label": "letting lip balm roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7175ea099097697ca69b671601f521b0485e4a010e6fd48584703635e3a5b497"} +{"episode": 84593, "episode_seed": 1581379413, "split": "train", "timestamp": "2025-10-13T03:49:42.299240", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1581379413, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box closer to ashtray'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "150258", "label": "moving box closer to ashtray", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "150258", "label": "moving box closer to ashtray", "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": "6da8845ea295cf1720590ced2be9d98dee8863c1c5900cabef8b9a17c834976f"} +{"episode": 84594, "episode_seed": 3589949511, "split": "train", "timestamp": "2025-10-13T03:49:43.672647", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3589949511, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting match box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "204940", "label": "twisting match box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "204940", "label": "twisting match 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": "7a9d04ad5a962c5be8aa2ae6e0c281893b382873e2ed884674b43fc5dd75a50b"} +{"episode": 84595, "episode_seed": 2670127924, "split": "train", "timestamp": "2025-10-13T03:49:45.586534", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2670127924, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera upwards while filming pillow'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "81697", "label": "turning the camera upwards while filming pillow", "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": "81697", "label": "turning the camera upwards while filming pillow", "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": "8748dbd7a79aba112106440fedffa6a2bb2459042cf13b52e40d25f2d2aa71ca"} +{"episode": 84596, "episode_seed": 888831610, "split": "train", "timestamp": "2025-10-13T03:49:48.810141", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 888831610, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 matchbox up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "64911", "label": "moving matchbox 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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"info": {"video_id": "64911", "label": "moving matchbox 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": "261a7bd7795caf939ab884a8f51e8447b9bb12c7f3a652e41ff2bc68a68c1f4c"} +{"episode": 84597, "episode_seed": 246202409, "split": "train", "timestamp": "2025-10-13T03:49:51.561391", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 246202409, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick a pen up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "10441", "label": "pretending to pick a pen up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "10441", "label": "pretending to pick a pen up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7e8341466af244bc3eb66cff3c83a7dbc2b3ff0aeef1cac375502f831719791d"} +{"episode": 84598, "episode_seed": 2572543639, "split": "train", "timestamp": "2025-10-13T03:49:52.115769", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2572543639, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glasses case'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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RQU/ixn6GtY1JxXvHNDCUazeh2NvrwutJN0FCSHlVz15xVeTW1aeARqSJAFZQejVyb3b2awx/wox/I9RUdy7xScN3yCPWjnle5qsJSVJxa8j0OJWitI0cYbGSPc00Hmq1jem+0yC5P3nXDfUcGkklZSNpxSerOO3KrGlaKH1SD/ZjkP8AKqviJ8WJHuKZYTyC+Vycny2H6iofEbk2AY92wK3p/AYte+jM1BjFZ2RP/PMmtT4dTw/8JVC84JiXJbBrK8QDy9PsB38ofyrO0m5ktHDxMVJ6kVnGXVHoTjeKiet+J9Wsmvngs499zLJkFXPy57cVjeI9RmsILNUURvsO/DH5+nJz+Nc1putpY3U11JF50wGE3nge9QX+uSaxcs902WA+VcYGPQUnOe5nTw9JzUWi6PEN5FqMCtMJIWQyNgdgM4pf7eMkd3DuLd4yfSuf8ny4d6H5k3AD+lMsz5unEjiWNtpP8qmVRtXOqGFhTdkjvNGlF1ZLeGUu7LsII+6R1qaRsmua8I3ZEt1aZ+Ur5ij05wa35HxScr6s4ZQUG4omQ4FRWa7NJtf+uef1qp58nTd27Cn2srNYwR+kYArejuYVVoZmmHd4sHs4NbevXUbOqSY3OxxnoO2f1rlbS7Ft4gmmJ+63b61c8W36xtsTBdsBayrN8yR34VJRcmdkdTtrCzVIQpGAOuKozeKkhkKvCT7g8GppotA8NWVml+hubwQqWDNuGT3x0Fcxr3iuO+URwWMEaDoQgLAfWlSnJKy2MMRQpVZczWpsN4vtjE0hikCr1NLJ4lga0t7lOYpTjB4I5xXF+cstq0cZysgBNUYnZZY7KRsIM7P5/wCNU6zaNI5ZSg77pncjUzeXk9jEN+4ZUk4471qSnaAo7DFecx3kthqEU6nmJs/VfSvQJJRIiuv3WAI/Gp520iKtGNObcVuIDzQi79Utv9mOQ/yqpJKyng4psNxIL2Nif+WbD8yKqn8SMZ7MZ4hfFifqK6Xwf8uhj3Yn9K5HxE5OnhjwC3FWtK1+5sbeC2jSMoQDk5zzXRLczh8J7dpEsUOlK8gONxAx9BVC5kieSU7D87Fgc9M1S0a9lutPCvjahyAPUisPX/F9lpZeOPE846gH5V+prnqVpc3LA2hRja8jP+I+qmdrKLy1xFGR16jjr+Vedm8zqkN1ENgWJjgHgsAeKvalrj61M80xBZR90DgLWRsVbArjG0sP1z/WodR3sz0qVJOkrFtb+X7LOrHEc53jH8q6nQp4bjSklRQJMbZMeorhbSTfpjRORuhbj6dRW14OuxLJewoflAV8eh5FJN6meIiuVM6aRsk0IahkfFVBPJnG78qZwsz4QUtYyDjCD+Vcgw3XN0zEjnj39a6mScrbgDqFrlZADkhgrZOSf0rqexhT3Zk6ycBNjDOMfUU4XJ8mKMk4QDj2qncOZLxYlwdp59OKfG295Calo3TLuWKYJP3cg1F5rwOTGTjoafnCdM8cVRuLnaNopWuUpOOqNmcNcRh8fKwz+lRX5MFtbqzbmZQQw71dsofM0a0YkZdW7+5rM1L5IYo3PKE7T7VzxfvW7Hozlenzd0dxov7rQbRDwxTcfqTn+tSSyfMOaxNH1JpdIgzglAUzn0qXR4zrniZ9On1Ka0RlkMXlpu3OqFgvsODyfT3p2vJo8xs37AFrgkn+D+tVPE7lbFBnoazvCF7NcfaXmlZ/kTGe2c1c1s/aXiiPQtit4K0TK/vkPiY/ubMekK/yrGgkEUW7PQVr+JjgQA/woBXNSSEQ5FZU9jvqOxaSZipbJIPUelRT5zncfbFLa5Nuzeucj2zTJnCyZAIx0qzDm6l+wuprtJIn+8MHPt0/wp8UckC3TKRlYwzL681H4bUXF7PyMLCSc/UAVoXMQgLS9VKFXHqK55+7Kx30ZuULsj8FSN/a1zI3/PH/ANmFddJLzXn2g3otNcWONtyyKy/1H8q39Y1GaKwZ4XKOGUZU81pLdHBN6s2VYsDjFTwgpbRkHHyD+Vc9qscVtoUOp6drOoTK10bbNxEsa3BCbneIDnapIU7vUe4G1JMVtgB2UfyrWCaZz1HocqZXjvbqTZuVjtrE1e9uHvIoHfdjARj6VrXEzRK3udwNc/cS+fqSArnbk4HtQld3NoyaVkbV/qs17OHnkZ23DJJySOlQFmaPknO3Kn1FUI3DyuST7VdZsR9MgjjmptYdxsU8ltOGTO3Pze4zV28VnYSIMFSSp+lYlxdCNQvPNdRHbvNpdqzDBkgDH/P0rOrpZnXhp3vFmVrE7iYRgbX25OPcV6DbT7tNtR3EKfyFedap1idjh0XafcDpXR6JqbTaLb5wSoKE/Q0aKFzLEN82puyScinQgtcKSf4D/MVhaPLDqniv+zdR1G5tIJZNiSRTRRrH3JYycYxngck4FWtJa4t9Y1W0uGuM20piVLgASLhiPmxxngZxxWkI6pnJN6MXxO7LZIueh4qOA5W2Yf3QKTXG+0GONuhOKs6bYs4jV3yo9BWrepMNju9V1g6L4UUxvtluGKg9woHJFeTzX7zB9x59c11Hjq8JjsrQdEttx+rEn+QFcZHzbfPggnAbHvWEVuzouRTTSxtuDkN0BHer2m3L6h5qyDG1QxwOvas2aRQ+d2QPWtHw28RnuizgExgAevNFRLlubUKjUkr6DprZRbXgXIdUBB9R3q14HkWKe8G7lkXA+hNGozRQxvIrAsowR6+1YmhXxh1xCmAjhkI+v/6qindpmmJasehyy8mq6sT0NYusajNFYM8TlG3KMr1o13Sdb8P6JpV9d3Vys96ZPMhKYEGAhQMcfeIbOO31Bqoq6ujhbGTuwhPPauVvpGVEUYwRzRRXRIxpdTFi4uGI7Dip7EkrNn/PFFFDNkWZnZLcYP51kOSXOaKKSEzUtL2ePTmRX+UHj2zVaeeSfHmNnAyKKKzsuY6W37NehveH2P2Bx2Ehx+QpseqXGka02o22zz4WbbvXI+ZSp4+jGiipX8RnMzT8HfIt2B0AQfzrTu2JvrcH+/RRW8/gZnH+IVfFZImT6Vzkh/0WMewNFFYUvhR3VyeyYiEDrkkc/WmXTnjGB9KKKv7RziaXcSQ3TGM4J4P0pbnUrmSSVGk+U8YooqJJc500m/ZlDSCU1m2I6+bjNdXrTEaceB95f50UUVPjRy9yrrnid9cjt4ZNK062NuiRxSWySKUjXogBcqBzk4HJ5rpJ3YQH/d/pRRXRExn0OVubh0gZhgkAdRnjNc5bMTdO+fmxRRUR2NSzYMW8/PPP9DV+ViloCDzx1ooqZblGBO7M5JOa6qz1C4/sOL5gdi7V47A0UUq3wo3wvxv0MbU7iS4ZTIRxxxW74ZYnTGXsJDj8hRRUS/hmdT4w/txtLvL1G07T76KWRXMd5BvAZRwQQQR1ORnB7g1o6BqFzqV9qV/dyeZc3DiWR8Yyxz2HT6UUVtT6HPPZlm/Ym5hB9a6DT+IlIooqKnxBT+E5/wAaSMdTfJ6Iij6BRWHAT9lVScjr+tFFStjYq3g2sAO9QWUjRyMUODkjj6UUVf2Rx+JFR5pGZsuTk881JphI1S2x/wA9R/OiihbMdQ6bWmI044/vr/Osy+8QapqGnwaZd3k01vbSPKgklZiWfGcknnG3j0yfWiiopfCZM//Z", 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", 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", "info": {"video_id": "160775", "label": "closing a glasses case", "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": "160775", "label": "closing a glasses case", "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": "4324442f7df45112f59f4aefb2f1ec97faef136cc624b51e032000a7aaf3e1f8"} +{"episode": 84599, "episode_seed": 482423685, "split": "train", "timestamp": "2025-10-13T03:49:53.277082", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 887, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 482423685, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to poke light switch'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "71041", "label": "pretending to poke light switch", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "71041", "label": "pretending to poke light switch", "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": "f4e351b00fa3b21a69fb8565cf9f96f4fbfd7f2c8a5a68026b14c9c2e730df97"}