diff --git "a/video_unshuffle/reorder/train/batch_000550.jsonl" "b/video_unshuffle/reorder/train/batch_000550.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000550.jsonl" @@ -0,0 +1,100 @@ +{"episode": 55000, "episode_seed": 548863990, "split": "train", "timestamp": "2025-10-13T03:25:40.736996", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 548863990, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering whisk with towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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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tYy7E4GK2rHw5qWrgSMjJCeQPWuq0Hw1eWM0oiiij4GHZcnPtnpW6gK5naH4FeR47i/JfvsXgf5/Cu5MEENoLdS4QLjET4VR6n/Cli0qZv+PiWST2MhA/LGKsnTWZAjtEqD+7Hz+ZP9KpKwFjTww0+Hd12/nycH8qmcZFORQiBQMADAFMY8UwIxAkkE8bD5XQqfyNeFfYturSwjpHIR+Rr2fULhoAoVtoYHP4V5X+7ju5pifmZyRj61MlbUTN3YVVAFJIA+gpAGaUMPmb1P3RVC2N7cyfvBIVHTPArejiARcAHHr0Fc0tDSJD5JlT5g8p9jhaa6AkE/Mw/gToKvqm9ccv9OBUDJgFSwA/uRjn86ybLIQdkm1346+XHU8YaNspEsQ7mQ5P+eKjkV1TgJAvr/EaanlvjEcsx9X6f/q5pASPsEo3zNLngonQd/6GmbpFjG0R26dDv5J6D/H/ACafK8qxfO8MBxxgZOf8n/OatWHh6/1RxIsBRMZNxcd/ov8AnpVKLexLZu+BrjzNMu08wyKkuQ31HT9K4+GJ7q6SFOWdsfT3r0rStIi0axMCOZGY7ncjGT9Owrj/AA9bbRJeOOuUT6dzW/s2+VDpz5U2cN44sEtdWR4lxHJGPzHB/pWToMHn6g4xxt9Peuh8b3C3F2qqwwjNgAdBxz+NZWiWlzOhW0O11UktnH4VpPQxW51tsoVSv8uOKsD95BgAkD3wtY2n6VcxXAe4m3HHC84H+Nb0K4+vrjNcktzoWxWf/VocDaPwX/69SqA788N1GR/IVKyfNjk579T/AICmqhC5AJI4O3v9TUFD2TKEP94f89D/AEFKq5ILfMCOr8KPwpyMBjaVB9I1yfzpHG05KgN1DP8AM34AUCZ1HhS4/wBDnti4PlvuGBgYPp+Iq1q8jLJAB33f0rN8KI0j3F0HLRkCMHI6jrxWtqEPmSRMf4c/0rupfDqYTG2oYKGaub1l9+qSkeuP0FdPH9yuLuZWnuJHJ5Ln+dTX+EUNxqrmQn/ZNOGAp4yTUilY4vu5c8dagkvFj6skfsPmP6VzGyJfJLLk4BqJocNncM9xmoDfYbcBMR64Cj9aRb4O2PLlB9nU0WY7k6ghsDn6c0OR0JRfTLgf0NVLvUIYY/MlOxPW4fAH4DrWdL4ks40B89QD02QEj9aai2JtI2BJGGPzwA5wcZY11PhaZn0+ZCzEJLwSuOorgbbWUvLhY4DPLvbBKRAY969M0uxSxslhRmbPzMz9STWtKLjK7Ik7o8US3iiO5yPxpkmpQwjEY3e9Umjmmb52PPQCr9joU10wyNidyaqMHIzuUTNeahKIYFZmJwAoruvC3gNIXW71LEknUR9h9asaRYW2lqPKjBfuxFdFb35yAa6I07bkcxqpaqihVUADoBT0gCk8VDHc561cT5lB9aGykN2UuKkxSGoKImGBVd6sv0rz2S+1C88bXumf2zdWkIaTyVjUNkqm4L7Dg8mrSuJuxseJ5TFY/IP3jAhefpXD6foreakssnIOSBzU+l6jqGq+Y17eSTqigqr4OCa17fAf/Gsa0mnyoqOpNsB/u8evNSbcr90t7ngU0ybBlpUQVGbmJ/uhpiPwFcjuaE25WXGfMP8AdXgVG5aMHc6QJ37moWvf4A6I39yP5mqQQK3zOvP+1yaahKWwuZIrs6lsxoXfu8nSomm2jE91x/dTijUpfKiwpPPvXPq5Z62hQ/mJc+x6J4YtdLMyTGIPJ2L84/zgV3RYY46V5b4dS6LoYkYqTzxXT+LL++07wo09vO8FwJY1DoecEnIrZRS0RFzp3Pyn6V5xb65YXWn7NPnDrH8sgwVZD3DKeQar6jrGoQ6RFfWXiHUpVafyMzIqLMQuWaPvtB4OfUfSsDWMx3lvexkrNI4hmYfxoex9SDjBraMbJtkuVx93aLqN60rAYIGQew7Vr6darDuSJQqKuOKz7e4jjR2YNjqSeB+Zqzo2s219NdJFIjeUFyV6c57964J80rs1jZGosGPmNSqnOBk/QZqrPqENuhaaeGIepPNZsvim1c+XbRXF3J2CjArNQk9kacyRuyIMckDHrz+lMcgxg4ZgO7fKoqpaWfivVCGgsbexhbo85Jb8q6Wy8DpIRJq15Let3iPyRf8AfI6/jVKi+oc5zcN8Lpzb2IkvJgcbLYYUf7zdAK6XTfCpkRZtUIL9fIiYhB9T1b+VdPaadbWUYit4Y4ox0VFwP0qyyACtowSJbbKtvBHBGI4kVEHRVGAPwrI8Raq+lG2YaZf3iPu3tZxCTy8Y6jIPPtnpXMzaxeSeO7zS5tZvLS1M5SMxSxosfAOSXGMYz75qbQbjUL7UdTttQu7yT7LLsRZmAdeW67eM8DpxXRGFtTFy6G/pms2OqWD3lnN5kcZIdSpV0YdVZTyp9jXMzSoJnYLyWLD3J7Co/FDyeH7uLVIXPl3eLS7J6svVGPqQeM9cMR6VzOr6zK7m20xo5LyRcAkk7c9OB/n1rOsm2kiouxautdsrZbn7XcxrscEgtyQRxgdTXL3/AI2uZG8jRrCRmJ2+YyED8uvfvWzpfw81N3jurtTM7/NNIW2yuT2XPAXp6E111l4FkWQMZWtkA2iPzjID7kcc/iajlUelyrtnmGm6Ncag01/r+pSLJu2xW0bBmlGM5XkKB1GSanTwj5moNJa21xcAgKIVYttGOpYd/wAq9nsvCWn22AwaUAY2kKqgemFA49q2Y7WONQiIqKP4VGBWnPJ6dBWR5DZ/D/W7ojz5YbSP+EEbnA9M10mmfDbTLX5rlpbqU9WdsA16AIB6U4Rc9KVwsZNnpNpp8QS2gjiUf3VxWpGvydawfG11dab4be4s53hmE0ah0POCTkVyWq3PinR9J0+7uNWvVlui++IrgRY2lQTj7xDZx/8AXqowb1E5W0Zyt7Eltp7TxjEkbIyn/gQH8ia6qHCtgAAUUVtT2MZFpTzVy15mXNFFVISNlOgrXjGEUD0oorCRrEeajNFFJFDG6GvIdcvptM8bX95b7fNjnbbuGRyu08fQmiitYbkSGeH/AJIbkDtsH861c4K+9FFctX+Iy47Fa4l8mJpVjQuO5Gaqaa0mpSM1xNJtH/LNG2r+lFFEUNnQW0EUC7Yo1QAdhU5oorYyRhasTu/GrPhzTba7nLTKW2ngZ4oooYz0mzt4raNUiQKvtWL4/wD+RSk/67xfzNFFTDcqWx57qWutq0UMcmn2UBhVUjaBXUqg/hALEAc56dauatbxy6dcbgcrGSCD0PrRRXT1MjjbCzXV7q0jupZirRJkB/UD1rqNW0i38PtBHpzSxeemJG3ZJoorO2tilsdD4e8IaVfRLc3azTvjOJJOK7vTdJsLNcW1rFEB/dXFFFZT3NY7GskagcCpQAKKKgoPShulFFA0eL+IdUOn+LdYQ2dndRyXO4pcxbwCo4IOQR16Zwe9b3gK5lv7rV7u5ffNMyO7YxkndRRXT9lHP1L/AI7tIbnwbqRlQExQtIh9GHINSaPomn6ZDG9rbqkjxqzOeWJIB60UVM/hGtzfiAwDVgKM0UVkWiVQNtPVRmiikUSbR6UAAfnRRTBHKfEXjwlIf+m8X8zXl9xrF/eWMVlcXMssMLtIu92Yktjrk84xx6ZPrRRWtPYznuf/2Q==", "info": {"video_id": "135457", "label": "covering whisk with towel", "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": "135457", "label": "covering whisk with towel", "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": "886c13bcdd3b75ca2c4174d67a3ae6917428b3b4783a64d27cf6abc4d5e11a21"} +{"episode": 55001, "episode_seed": 1178914118, "split": "train", "timestamp": "2025-10-13T03:25:42.668788", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1178914118, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) an edge of a desk'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "144192", "label": "touching (without moving) an edge of a desk", "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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OeynsT7dq6aONbJUjOQHDAqvY/Tvzmt4oye5oyPDI8r8liuQB0Vff/PpXQfCLX/tHhG60qRsvYykxg9dj8/8AoQb865bcz+cdqrkgoR1GPukevORWF8OdWbTPFscRbEV4pgb0yeV/UD86zr/CaUdJHs13eCUn3rIuH+YjPWpLgkTSL2zkVRuJQoBJrzpO56KRFNJkA+hqhc7TGSTwammmARjn3FVdQiEHhybWZ5lWNJNixDlm9TSjBt6Dk0jImukiid5pAkS8kmuO1XV3vnMcWUtx0Hdvc/4VBqOpS6hNub5YwflQHgf/AF6pV1wpqOpx1KrlothVGWA9TXS6Pdy200GWAG44BP8An3rn7QoLhRJnYeGxXTafanzgzqCiHcBjPvkex5rpgjnZ0ccSLbwSkBwjkOuc7gf4R644qlq+sf2T4m0fVYcJ5NwzMM8kfKG47AjNW0eSNMIEwzgKDx9T+Arm/GTMz2pJPBcHPXPGc/09qqfwhHc9t1K/G8FTlHXII7isO4m385yKy/D+otqnhCwmLZlgXynz6rx/LBqwz84z1rzJN7HoRtuRyyc57GqTtlSO4NLLOpJXPIqncXG1iFGc85qLGlypePscEHPrVZbuCHULMTsCZJkAj6kgsP0rM1fV0ti0aESTnr6J9ff2rn7S5kOq29xIxdxMjEn2IrohTvqznnVs7I3/AIhNM/iueSbI8xQwG3A9OB+Fc3av5dwjYzzjkV3HxIheSaC6ZcYZkB9jyK46CDzLdXT7+7GMflXRDU56m51OnMt3FDFsBRWPynJAByMZ/H9a1oLeNYbolwksbHYcY6YIPr0wPesTS4/Jt1b5wxO5l6kVrGdJHkYg7hjcT1UdcD169K6DE84r2bwPqv8AavhKKF2zPZnyW+g5U/lx+FeM11ngHVm0/V5oCcRXMRU56Bhyp/mPxrjqx5onTSlaR6DLdNLMIoU3ux2gDua4rxjql3YXkulKvlSADzXVs8EdAa6HQr/7dLqN7Cu62tIyvmf3pG7L7AZ/MV5xq91JealNNK7OxOMt1xWcIJPU2nJtaGcetJTiKbXQcrVhVUswUd629PR7eJXUfNnI9jWXZxeZKTjIUVtWoVWCljxzjtVxIZ0UVwbrT3EbhZgN2MffXuPwxU0EreQB/wAtEG447ZHIrGhZormII208kHrzWswS2SOVCTHIpVQOx75+n8q0TFYwPGQVZbUD7zBmbjucVR8J6n/ZPiWzuScRl/Lk/wB1uD/PP4Vc8WghbHc5bKtgkY44rmaxqK7aLi7anuGrSBbhIlJG84OPXOK53xhq1pYayYEg8qKOIDavJdh3/GmRa/HLa6K9yxeeYopRTklshcn0Hes/4kwxjVo5YxySVY1zQhbRnZKV9Uchf6jPqEu6ViEB+RAeFqnTyKZW6OWV76hT40Lk4plXraLEauec8+9UkQzR02RrecRduoJ9O1b1w5e1iniGVVgJQOCG55H1/wAa55AMKyudw4Gf5VqWs7edIhIAYbWJ7dOfwrRMk08oqI7DJjzxuPGe9cDBPJa3Uc8TbZInDqfQg5FdyMwpMr7fm5X3P+cEVwJ6mlUHE96N4l9ptvqMZGyWISfmOn55rAu5PNDFifas7whqgufCUlm7fPauR1/gbkfruqpq+uQ6dbeX/rLpxlUzwvu1ef7N8zR6HOnHmGanqiaehZ2Jc/cQHk//AFqvadJPrvw/vRKw3rI4AA6dDivPJ5pbmZpZnLO3Umu98BB59C1CAHgShiPqtbqKijHmcmed9KKtajB9m1K4h/uyEVBGhdwoGa1WpzvQsWcW5mLDiut025Z7EhAgMa7WPoOgNc5bqQMAZz39K1rUmGdTnCEbXU9GFaLQlmlbSmSJZHLN5Y3j09MD2xWP4qYNFZMEZCd5Ibr/AAgZ/AVpQtFaXDQocjd1PQAjj8KyPEwZRbqWJAL4z/wHmnJ6CW50Hw4vwY77TXPXE6D9G/pW/fy7GMKnleteceFr/wDs7xFaTHOxm8twPRuP6g/hXb6jcLDdyPI4VFG5yTgCuGpD37nbSl7voVLhirkhseua5vUdedd0No/PQy/4f41FrOuNfO0VvlLfPJ7v/wDW9qxMVpCHcidR7ICSSSTkmlUlWBHUcikorUwPTvEwOs+FobiI5JiSQAeuB/8AXrjtLVYnAdT02kHiu30qNk8N2UUq/wDLAZB9+axr63iUufLXJH3sciphPlZtOHMrlc3BjdPKiKgjq3r1/OpoZ2lyPMG9mDA9854I+nIqjhri3WQsBJGQhXsR2P8ASomnVGDqFYr8vI6CuhM5jma2be2aws1mnh3i9jKpj+Hnv9Rz9KzrS1e5ZiqkpGNzn0Gcf1rsdTs47v8As/TA7GaSVI0jT+FScE4+hPJrknO0lHubRjdXN2L/AIkfgyK2WIRy3C/aJMHqSMAfkB+dch4i8PXGiap5E+SJY1mjYjqrD+YOR+Fd74pWOXVrGyRf3ZmjiCj+7kD+VbPj7RRqehtNDGWurQ+YuBlmToVH6H8KVzV6aHhdxGEGc81D5b+X5m07fWuw0/ww4cXepRE45WA9B/vf4U24sQltLb4AWYkDjoRyKpMykrs5iyk2y7cgBuua0nlEK7gwJzge4rHlQxSso7HirUBeePBbJXoK2izNo3on/wBDQp98citW1eO7tvs0xOX4X/ZasGCVdg2YGF9a1PDVkmteIzp82oS2qukrx+Wm4u6oWC+g6ck+nvVXsIxvEuVNvEzEshcHPUcjiq/h61S41RGlGY4/mORnntx3puoSz6iqXLs0kgHzk9egwf0rZ0yS3hjeWxUSeXDGhV+C0rMeMd/8KwrSdmo7mkFrqU7TFr4vtogjDN3HsLnlVLA/1rvNe0FNX1k6exxJJDK0LejqMgfQ4x+NcVbbYPF1hNdHzlM6qz7cIGz29cGvTr25itPFNndSAlI94kKjJAIxn86hPRM2inqjxq4s2gkeOVCjqSrKeqkdRVIRtIx2KSAcZ7V6b4i0ay8Qa493Z3BWNxuuEKlWYjjcuex7n1+tUrnSEt4lto4VWNPmCqO/qffFOMrESVzgLi3ktmVZBjcu4e4qa2lJRlzzjitLW4x5QwCfJfYCfQ81h9DWsWZNGiJQs6pnvk1pSXADIwAww2n2rIiQZSQtkHgk+tW5SUhJTjJ45/StCTYZ2uII5AQXiAGM/wAPt/KuQ6mu51XS9OsPD1tqul6pezK1ybTNzAI1ucJud4gDu2qcKd394c5yBy+n20DCfzmxOoAiiPVmJFROWhUUbJd9B0VHtQPPmTZMSvTPIOfUYwB71k6Vp11r2sRW0ETzu7Zck9u7Me1bGvSSSWk0CosMMLbGLdXfrtA9u9dV8OYoIoIJbVRvmUiUnqWFYU3Ll13NZaPyOD1bQrjRtSmsbnG+M8MOjqejD2NdP8OJ1g1C8tWYYli3D8P/ANddt488PLqelC4gjze2wJAUcyL3X+orjPCGhXFlqwvLolZNjKIx/CD6n1ob7lxZheMdKmi1ueeKJmibGSBnBrnInaCXkYPQ5HSvYdQjQTM4HLcmuA8UWfnXRuolAIGHA7+9VCfQmpT6oyN7b93IA9K0bWbzLcnPK/rWKrPJEU6irdqXRRz8rDFdBgzc3rLA7YBaL5gB3z/9esbWJTMIJG+8c5APHatrwfaafqHiOLTdTvJ7WGY7UmjlijWPnJLGTjGM8dScDvWTrmmS2Wr3lsYrlVtp3jKTACRQGI+bGRnjnHFTKSsCQ/w3Av2t7hwT5akKB1yfSodd1K6v9QdJRtVW2rGp4+vua1rO6jkSU2GyNpHWNEk6oqoMsR6e9VdKWKLxKizBpBKCI5JFwSezD8q54t87bNmvd0JrnwVqFn4dTVZcZ3ZkhHWND0Y/j1HbiueeLHevoHSIRJpCCZQ8boVKt3HQ15ZrXg+4t9XmhiOLLO5JTySp7Aeo6VV2mCtY4rvxVrTrRrzUre2Ck75AGA7DPP6Vu3GjwReXGiFNvUnqxPrV/wAP2aPqM12oGVRUAHr3/kKrm0JUbs7K52tGQgwAOB7Vy2pArk4rr1gzCDntWJqFsCSMdayN0ca0oScbs7Dw4FNnVoGaPcGYnI9Kk1i3eBCwBHzdcVf8S+EtS8PeHdH1K9aYXF8ZPOgaMgQABCisf7zK2cdvqDjeEtDnqLUxYpHsr37FC2IJ3RZFPcZHeu20JFPiu3AULvu5ySOuIwQo+lFFYP4U/M0p7m04EnjbSd/OJy34hSRXe3Kgxlz1ORRRT6Dl8RyeqRqkR2j7x5rh9TcmWBuOpNFFOJDOM1NFW9nCjADnFM08ZuMH0oorWJmzRGFkVQOCcGnWOqXGi6uuoWmzz4S23eu4fMpU8fRjRRVslBozN9vjhDERsp3LxzgcVXvh/Z+tt9nJXacj2Joormf8R+hqvs/P9DduI1bWtHQj5VvFiVewVWUY/HJJrvdVAYtIfvHIz+NFFTH4UdMd2cneX9xY3MFxA+HU45GQQeoPtWlqEjPKxJ684/CiimjOpucbfsWW6iPKkufy5Fc43WiitkYsvWqg2xJHenscWoPXBBoorXoZ9TX1vxZJ4iht4JtI0y1NvGqRSWqSKURc4QAuVC85OByeapakqvpdpehQkzYyU4FFFc1T4ol/ZL+mO0+mMZDl9yQhjyQHyWIz/Ecda6H4VyMLy4izlEkyoPbIOf5CiilT3ZpU2R6leAGBWPUiud8pI5CVGCRzRRSluVAydRPy1yOoc+YTzxRRQjSWxx/+rvCq9M9KnQkhh6E4oorqjscctzQ0/X30fzkOnadfxTFXaO+g8wBlzggggjqcjOD3Bq9p93Prmo39/qErS3E58yQ9AzNnPA4+npRRWFf4GXDf7/yMW2URa55K/wCraXYR6rnpVjUpn/te0uCxMrbJC3vn+QoopfbRUf4Z7po536Suf4Rx+ZFZ+owJIx3DOBkUUUT3Etjh9RALSMQCaqeGmPmkdAwJOPrRRSWw47ndR/6gfSuj+y29hZ2MsEE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", "info": {"video_id": "144192", "label": "touching (without moving) an edge of a desk", "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": "d37e2b70de5c33bd167ccb3ae1133c3f1009d2b90a977233f7991335c516e9cf"} +{"episode": 55002, "episode_seed": 502866618, "split": "train", "timestamp": "2025-10-13T03:25:45.178078", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 502866618, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sandal up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "53278", "label": "lifting sandal up completely, then letting it drop 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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", 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", "info": {"video_id": "53278", "label": "lifting sandal up completely, then letting it drop 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": "d0531019eb9bb558529abd49bdd84174289f12285fa46b4edd26c3a80efb7a6d"} +{"episode": 55003, "episode_seed": 1055596693, "split": "train", "timestamp": "2025-10-13T03:25:46.246936", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1055596693, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "185986", "label": "closing a door", "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": "185986", "label": "closing a door", "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": "d5776fb72bad758cf60e896dadbbfc910cada2c8e7589720b783dd7b4120fd61"} +{"episode": 55004, "episode_seed": 1337087098, "split": "train", "timestamp": "2025-10-13T03:25:47.262253", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1337087098, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting bottle and comb on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "48791", "label": "putting bottle and comb on the 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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", 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", 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dLmYQtJIHPlM2RjAGBjjb2xUE2oxW8eXmVQxA3uNoyT0+vNR2s942rXUMlugt0VGhmV+Wz97I7VRmzxH4mqVuNPiJyYzKhHpgqK801YkQRxn+Js4+lepfFk+VrcS4wfMlb89pryu/Pm3iL12r/M1lLctG34Sj23CAjg16nafKBjgEV594ftMKpA5HevQ7UFo1HcCsGzoijn/E9vjVtOn64baT7bgawdeZI7eGF2aONGZSM8emfzrtvEkA/sOS72E/ZXEjY/u9G/x/CvMvEurjULkxWylYwxYvkc7sHA/WsqcXztvY3qNcqRf0HRrfVLsuZsInLMvf2FfQK3FlrHhCK0SFF+ybIvLbnHGB/n2rwHw5OdPs55M4AjyPrXoPw4vLieG8DthWZW+bnNddMxrS5qfK3tselaHbGy2xFAQpLZ9M+/1qbWbi7iltLjcIoTdrbsiOmJA/AYlsHIP8IPNMgkZeeWyOoX+dN1PUbZbJ2vDF5EOJWeRchCvIPPTB5z2rZHGzntf0ifTUtZLpop8xtEoRdijHI4GMcfrXl/w48P8A79r+dMszFYyecLnt9a9i8UXRvvDyvvQhHV1ZehBBHX8a5vw5Gi2aOihVAHHpWVTsaUyPxJaxuYJFGJIMjIJHynqOOvOOteVzS772Z8/xn8s12mu+IpI/Fn2GNDIqoC4Hvzz+Fcnf6NFp+qRsz+Yrr5kbg4yp9R6iuWMVzuR0zUuRMsWobAIcmugsmYJsc8HtWJbMNwCDAHTFbNvJtTO7BPGTWmpkYviMWkOqhZMR70GMDgk8nJ96seGLPTI/ENld3Q+SOVXbB4JHIyKy/FEySag8cmWXYgJXtx1rFtLi+s5E8iVZoGbapPOPr3rSOlmUpWVoy5WfUGsR2+traTRlGDA4OOf89a1NMLxwkELuChQT3IFcJ4Gup59Bt3ncowY/KDnH4/WuzhlaIZ52g/e4xW177HJZpWZTvI7yXWRYm7EUt5ZmVAJFZYnjZQdiEAkHcCSenHSvIfjBYNYaxZxswcvvk3Y9dv8AhXsN7rUFtc2j3EscbySeTAzL1Y9s++P0rhvifpX9vano7PNsKxyqSo68rilN2jcqGrseILng4BqjdS7NRiY9Qe3Neu23gXSIYQbppZGOfm8zH8q43xR4MtrERajY6g0kbuUMUijcOM5BB56Vgmmb+zklcpxkTzwqGRvnUZX6jt2r1/xOpgl0qPjP2BRnHP32rynRrcza3YRElh58eR1xggn2HSvVPGcn/E4toyAWhsolwfUgn+tRF2Viqi1RwGvwiTUSj3b5aNQqO3Ud8D0rU+HukWUHjGyvLibakLGRVPTdjj9awfFBSa7CyN5bhUCt/dOKy9P1e/srhEeMSgn5XVsbvoa1g7NNjjKUYuNOVm9GfRHiPSYrzWI7mJP3uzcsinpng/yFb2nuIrSV/KdmAyUXqTjkDNct4evpb3TbO4kxuMQHzdcc10ttceXhTjjrnOK29Djs7alK5OoXeoz2ywo8kEsU8e5WQCNgR97OGYfNkdOnFce9t9nvpYbgMZvNYP6YP9ea7hbq2TWjdqkYupoREfnwWRSSOPYsfzrkPExP9vysuAsqq+Bxzj/61DHE8T0WDha7axUIormtHh2qvFdZbqAgriOxGxauFAzXK/Ee0e8tLOZFBWJmz+NdHD0BrN8RzK+kyIeaS0ZfQ4DQbIXEwR2Koc7iOoqrceHtY0u5I+yvdwbsiWAbs/UdQapXesy6YyxW74YncxFdX4U8ZmSaOK6YEnjd0IrezWpkqtnZFrwTb30WpzTvazxx+Qy5kQjkkcc12yalrEHiXT41KNY3ClJUC8Ywec+oOKsT3KywiSNwQAOp5Iq5p0QdAWYZx17YrSPcmrUc5XZ1ttHHJGpIBXHcfpU8RQ3AJX5cYGKoaeQhALDGB3q5MUULJFkHOTVcxjY8c+Nlv/xPbBkyFeInr6YB/lXklvF52oMR0D4H4cV6x8WrpLuHRr+Bi0LpPsJBHClfXnrXnmh2JJRiOcZNYzZcFqdhodvtReK662AUAYrE0qHYo4roIhzWJ0IlvrcX2kXdmp2tPEyZ9MivHdQ0BtMkaN85XivYmnEIOT2rzLx5rSRuYkx5rdPUe9VC97BN6XMRboJtgBOzA3kHv2r03whcLZaK08jN85ZvkHpXidvdnAQgtznjrXuehRrZaPp9uVAdYV3cd2GT+HNbpWM6ijyqSZ1fh7XYdesvPtfNTYzRSRvwVZfp6jmtcWe6OcTSmSCVNvlOoK4xzjjv71z2iWSaWGS3TYsjmRuf4vrXUoGniBXAPXFWc7KmpWnmeGriNURQkGVUf7Iz/Sue0uPyNMODj5a6eabZbyxMBg5VuexFc0haOwCqccVnPUunoeaalHKninXr0KTsgIU+p2DFRTWmqfYLS4u4AY0XYGVw2CecHFbHiSAiy1Nohh5IiM574Fcvp+r3dvpn9nXJPlySKQSc9K46TvKT+R3ytyctzXtyWXnAYdjV6LbgEkjHXIqnGQF3ZJ9ap61rK2+mvtI3YJziulHEc94h1CO88QSNBJgIBHkHuKk02XEi+ZtD9FYEDP4VyAmbeWJOSc5rofDhOp63Y2ZwTJKq9R0zWnLY2pzhUjyy0se2QauPD2gRSfZ5ZmhUEqpwDxnrXZ6ddR6rZRXcJYwzKrpnqARnFcqqJe+ZbvGPLk4ZTx+H1rotJU2kaQouI4wFVcdBVI5Waf2MRW8cckjzFZN6mXkg59fb+VYXjNdt3pZJXkSH5f8AgNdO8TOu8EcDnNcn4rczT6dxgIsn5/LUVX7jHTXvI5vxOb59DK6dGZLhnUAbsYGeTmuAl8O+LL6aCxlgUW4O5WMoZUPqcHOfwNer28JmXkYFSXPl2UJlOAF5JNc8ZWOq+ljmtC8FvY6np9w1x58iErJlcfMRgEc8DmrHjC4Nz4v1IhwQk2wDPZQB/Sug8Ea1Dqpvr+LDQJL9nUk9SACT9OR+VeeeKdXSC51CYkea0znIPvTjqyKj1OV8SXu/XSlvIMKgVgeRn3pNKfc6jaVfoF6r9R6Vxpune4eVmO5mLZ+tdJ4YY6lr9hb7CSZV3YHGByf5VuotFwdOpCz0aPb49etPD+nQvcvJ5cQVWWNMnAHWuwhlkuoQUmLI3KMOh9OK4qW1g1WCW0kTMcnJx2rq9IYwRRwAYRAEUegAwKtHIy3/AGejXFjPcrHPdW4KrLs2kbhz9M1geNImhvbSU/L5kZHB7g//AF66mVXCmXgrj16etct44nR7S2cj7kuB34I/+tTuSlqeb6dCFA4rdhHAFZdumytBJggzXEjrZoM4SPArlvEdyEsZWZsKBnNalzeiOMkmvO/F+u+dF9kjIOTljVxjdg5WRyF1Mbi5eQ9zxVvRY5ZdShEbbcMCTWdXRaB5MUTSOQD6k10vY5Vueq293ItvApUnK8966fTHkW3KgFj1BB5xXm+g6qmo3aF5wqRnbgnoMcV2tlfxKdsd2jAD1xUt2LOttbiVyrbTgDB7VBNc60PFMNuhtho6RZnkZv3gfPAHPTms2z1SJWK/aoyB1AbOK52PVL3U/G95p41q4tYG8zyvLUNuKpuC+w4PJ9KadyWZ/wAVEuGtdGjuJ4ZXaa4C+SMDZlCM49jWFpNsFAGOlR3F/e63Nbm7umuPKBK7jnbux/gK3bK2Eag4rnqvWxtTWlzTswAoFaiShEznmslH2jrgimSXZQEk8VKLZJqV5sRsHmvFNav31HVJp2ORnav0Fdd4o8RFI5YIm/eMNoIPT1NcEBkgetb0421Masr6GloWnf2nqsMLA+VuG/6ele4Q3o86Mr91AE28YAHArzPw55WlossmDkZ9yegruNIlZ1M4i43YwBmrM0d5bXKIVTdkY4IrRj1FY7cyO37tAS3PTiuYiu0aNP3fzD8+aZ4l1OW18MzS2cjQSF0XcvXGTkUhs0o/EWm6za2Gq2lzcG1N0I1MasFkbBXDj0zVaWQJFt3Yrl7y/lsPD1td6Trt8YftP2cLJAkaTMF3M8QAzhWODkZyRznIGhqV6bWFpH5RV3NSkhxZnavH9rsrqNXK71OGHb/OK5/R9F07VdA+13N0y3cSs4APynHYiqWm6zLPYX8Ukh3FTIhPOOeR+tVIYLe0jPltLg84Z+K5KUHByT7nZKpFpNroacsqQWzAdxnArjdbuzIojBOCc4z2Fal7fQ7Nu1sjjrXLXUgluGYdOgrriccnoQ13Pw908RaidUmXBhUmLPYnjNcbZwie5RD0716JpN8tjD9kj2mRxgewFWyEej6bd77nJb5H7k10kF6AGGeVPr/OuP0x5YoI38vIdQTW5HeAyh/LB47D0qWyrGxq/iW10HSZNSvi5t48AlFLHrjp+IrK1LZeXtrcosw86EMN+du3JxgHofX8K5z+1ZL7xhNpN7q11a2bT7YtkkSJF3JbzBjGM8dScCrehXd/cavqltfXF1L9kl8tEucb05bqBwDwM44pVF7oQfvHS7FhtwcYxXD/ABD11bLwxNGH2yzsIkPfnr+ma7C/uBDb/MQBXk2s6ro2qeJPI1QB7GJSCCxGG9eKxjG7Nk+x0PgfxCknhHy4lEaW7iH/AHsKDn9a828V37S3Vwm8nfK2Ppmrulazbae11Y2Zb7A907RMx5A4Az69K5fV5vO1Oc5yA5xRThJVXfYdWalBPqUa7j4dWIj1U6pKMeQpMWfU8ZrjbWH7RcLH2J5r0fSLuOytjaIqtI3T2ArpZzI9I0y6D3BBPB+YGujt71cA553c1x+nO0EaExfKQD0rct7tPP3eUCDzxSuUa2reKbHRxarqEjKbuYQw7VLbmI4HHSsXXmjk0vVot9w8sM8UzCUHEeQAAv8As9areM9RktdGgmhk8qaKRAjBQSOeoyK57xI3iXTPDFtLf6neltQWQSwOnEQXaUDHH3iGzjt+dFib6kOcYxTixweaKK5UdbMjWJXWBsHtXlNxI8txI7nJLGiitqRjV2RFS5PqaKK2MRVkdDlWYH2OKd9om/57Sf8AfRoooABcTL0lcfRjVzStZvNH1SLULZ1M8QYL5g3D5lKnj6E0UUAdJ4GQM94TzjYP516LEgEPHaiiuOp8Z10/hK8xKtwazNQldbV2B5xRRVRBnlmpuz6hNuOcNgVVU4YH0oorpWxyvctNqNy6hTJwvTArfsvF2qwWwjjkQAYP3TyfzoopPYqO5dPj3W441VXgHXkpk/zpL/xrq19py28/kMhYMflOTj8aKKjqU9hur+Pr3WYbeF9L0u28lVjje2ikUoi9FALkAc54HJ5rs/Gcrpos204LKAf0ooqnuKJ53DI0Vtcshwfs7fzFZDapdsMGTj6CiilZczKm9EQNcSN1aoqKKtGTHxyPE25Dtb1FTJqF1HMsyzN5i9DRRTA1k8Z62gGLocDA+WrX/CwfERYH7YuPTYKKKiyKFtvHmpQXF1LcWWm3wuXWR0u7beAy9CMEEdemcHuDXf8Awx1u+16/1y81CUSTyPHIzBQMlt2elFFKfwjj8RsePbuaDSJGifaQCRivAHkaSVpHO5mOST3oopU9h1C5AcW2R7mqkxJlYnqeaKK06kPYWKZ4X3xnDetWY9VvIrhZ1mPmDvRRQI1U8b64hUi5XgYHy1YHxD8RiQP9rU45xsGKKKmyKEvvH2uahZ/Z7iSApuDZEWDkdKSbxpr2r2lppd7fySW0UryDcxLEtjqSTnG3j0yfWiimtgZ//9k=", "info": {"video_id": "48791", "label": "putting bottle and comb on the 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": "ef88140c0af2b6500374f4dc9e1ff9e9f149cfb11d82c78a12cf891fca15c1ce"} +{"episode": 55005, "episode_seed": 3192060078, "split": "train", "timestamp": "2025-10-13T03:25:48.195722", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3192060078, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tissues from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "216395", "label": "pushing tissues from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "216395", "label": "pushing tissues from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3d815c7f871983e1487bd869952a2d0a1114afa5868edc53de2dd0ca5a8d4d86"} +{"episode": 55006, "episode_seed": 774884527, "split": "train", "timestamp": "2025-10-13T03:25:50.261580", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 774884527, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging charger into phone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "26585", "label": "plugging charger into phone", "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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RbCG2+nU1C7biSOM0iy1YW32i9t4T0dxn6dTXf3E62ljNcZ+5GcfXt+uK85jlkhkjkjYq68g+lbE+uXF1YLbuq7mYFmHfHbFZzg5NEtXZs+F9GutY1CUWcTTNBCZZPLYK3J2gAn3/AJVbuLaRZNt5E7DPCTgrtPqD2Nei/AnSC2marqjx/wCtmSBW9Aq7j+rD8q7jxrFbW2gzzzwxHy45JfnQH7qn/GvIli8TPH+wpR077bK7PQ/tLC4TDSeJpcy7rfXTT+kfLFxOBcyCN22KxChjkgCrKTS3e9yBuQZ4HQCqBAfqBk9avaXIkbSRMuSykhh6Y5Br34vuTTl7xXZksNVVpCj+WVkwAeT3Bruv+EpstUiUbhGMDKE9K4HVE2zKdoH4Y96powB60mtTjrQtNoTzCEAPTrRINwBGfaogSxAqZ2GxhjgcCpEV6fEu56ZUsfyqxGc0wQ5T5bEgfSjcXcseM9qdjMYORwfxNMBwcntQVsKynrjipI4gyg55IpjNuwq520+BmKkDHHTNA+praem6zcfdZT1+vNZErFLp3RsEMcEVaneRLWLbIQsmc4PXAFVbaFp7mOJQWLNgAdz2FU3oVVndKPYluLue5YS3UrytjALHpUBG6I7SPepLxTEEjKsrDOQwINJCq7AG/jzzUXMisBlgaULuOR1JoJy5YetS26gyDJAA5OaBrUeYxHIu7kY5+tRSOGOQMe1TSOZS2Bn0/wAarUwlpsTRkkYA5q1DFvAy23nHTtVeGTy/u9T7ZxVgMylo8A9+tM0hZIu6ap8yWEj5s7s9jjis/UAY7w4OCADketWEnlit3lVsMPlPtzWc5ZmJLbie5p30sVVqJwUCys8926meV3CLgbjnAqvvUgA8HPNXkh8ktGQdxHAxyRjOazB87gDvUGA+ZSCD2xio8YU1ZlKeScfeB2/Wqw9KAJYYt7nngDJojkaFwVOGHrUiMI4Ccjcx6VDJzggcevrQU0rEr24njaaADI+/GOo9xUJAAwOgpYjhxlio6EipnxIpCAYUZ+tBKiNEDbc9/St4r59gsgAClQDnrxkVixOxC5wBkZP41avpZUt4YQ+EZS3Hfk1UXY6Kc1BNly08QQ2ekpbQ2Stcb9xkc8D3FUdV1G51F4pZ2AxnaijAWqltC0zsFBJVS3Az06/pTr7pHgHAyM4+lTfWxzJDIWZnKkZyOtRypsfBGOelOg4RiD8xIApJ23Sn/Z4oGIv3vw4rQaJVgRO45/GqERAdcjIz09avSCSR5GBXAXOVPQf40Fx2Pq34Raalj8NNJLIBJcq1y5H+2xI/TbVT4w7bX4f3r+Z+9lKQISORvYZ/QGvJvC3xPbSo4oAjfKqRhoXKHaowAVPB/SrPxP8AHsniDQNPsUnWRPOM0mIyjAhcAMDwfvHkUp4endTi9fufmYLlqylCS0Vt+vXT0Z5hEiC4dDhhyBkdasxgC/idCFyQGX+dVE8sSJkn3wfep4HSS8UL0fke2M1Z2RdiLV5YHkVImBwSTjpVGCPfIBjjNMODgDrWhHEiWiOssfmjKtGc7h3B6e/6UpMxlNzlzMzFBBz6UsnAVe/U09SACT0qM5JLUEjMU8bgcDvQAepFLuORxx3oAfvyct1AxU6rG0A5HmM3f0qqBuz7VbCLhdqgnHzCmXFkUiGFv0pYVJlwDx7UjuTwV5PFJESrqRnOaBdS1fqYobeEkEjc2fqR/hUUOFjG1ispfO7OAAPf1p99KJbk4H3QFrQ8KaNb6/r39n3V7JahoZWjMce8u6oWC+gHB59qJCm/eMm8kaV1LSGRsnLE5zTQxEbN0wu0VGhJYE89KdOw4RTlRz+NSSRU9WKYbH500H2/KnFlCkAc/wCeaY0BclMY5znNCKGJz2FMY5NSRoNucZPp60BuSxwsAZP7vPSkBZnBU9f0pQ+xSuDiowSrZ6dxQVcuMHjsJy3R3UD8CSarW4XcXc42qSBjOT6VbuZw9nAmOfvGqLEquRxTYTauXJri4eJUmmMhVQqgnO0entWfHlW3AdK6rW9C0m08N22r6XqN5MGuTa5uYBGtwQm53iGc7VOFO4fxD3A5qPaAdxwOtSRcbNkKifiRUYHIpWYs5c8k0qkA5K59vWgaDcw+TFIzbmJ6UFueOOOtNUZIpgXIrQSomDlm7ZpjxmIlSevepvLVOVUEYznupqF3LIVC8mg00SCJGZiAe+Kt6krJbWUbfeVCD+dQWTmOdcDcfQ9Ks6o6yNEF7A0+gaezZDbyPbiNreZo5cEuwO3HbAP41XumMjAk7vf1ra8IadpeseIodN1a5mtoZztWZJo41jPcsZOMYzx1JwO9ZmrWjabrN9YmKeP7PO8ey4AEi4YjDYyM+uCRUmVyBFEY3seAMj3NQjkknkmnPIWATsKZjmgCRU3KTg/X3pVJUfepmTnANG0ghc0yizDJukBeISKvUVcjZdhVxLx91WbIA9qqQExHfg88exp7Mo6McKOlBS7gQMOrAbiQQ3erttCADccYRTg++KzWwADyWqeK5KWbgE7m457CqRUWr6lWIhJFYgHBzgjINSl1GTjLkkk9vyqBjxx1rpPEXg2+8N+HtH1G881Z78yebC0ZAt8BCgY/3mVs47dOucSYXOZbpSEfKKKKYwHIOaeoGQvYnFFFBSFThgO1WCoQMV/vYooplIgb75+lMH3waKKRLHuSXYnrmp9M1W50TVI9QtNnnxbgu9dw+ZSp4+jGiihkMpgdfakA+UmiikNCqcUqjk0UUDGkYapVAGMelFFDGhMk4PvSN1x6GiimDJHJKR5P8OKiY4X1570UUmTLc3df8WyeIra2hm0jTLU26LHFJapIpSNc4QAuVA5JOBknn1rBYACiihAhCOBRnPFFFAx3VafbqGdQelFFA0St8iYB68VG3yl8dsUUUdCmNiYrMCDgipbjhl/Giin0F9kt6Vrz6OJ4zpunX8UzKxjvrfzArLnBBBBHU5GcHuDVW+1C61bUbnUL2Uy3NzIZZXxjLE5PA6D2oopGa3KucPmk7ZoooKJB0H0odiFUD60UUDJI5WWMgYp8TEvg8g+tFFBRG44f2/xpRxGw7cUUU0SRNwK07/xNq+qaRb6Xe3009tbSvKgkkZiWYKOSTzjbx6ZPrRRSIP/Z", "info": {"video_id": "26585", "label": "plugging charger into phone", "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": "c13b82706c56018023effe2b6700f2dbb05460e9f4338547481786ecc89e826a"} +{"episode": 55007, "episode_seed": 1291492987, "split": "train", "timestamp": "2025-10-13T03:25:52.033892", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1291492987, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 steel box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "34836", "label": "squeezing steel box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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HjvXTeA9ES4uW1WeLK27bYMjjf3YfQcfjWFaWUuoXqWsZJaVto/2fevWLa2ttG0hIk4gt4ySfYDJNKkr6mlWVlZHiPxIv2vfGNzFuzHaosCjPTHJ/UmuVtFV5Cp7ipNRvGvtQurp/vTyNIc+5zVe3fbIPWuhmcdjcsU2t8uflOaqeI45brXYGAzH5C7fYc5H50+K5NuQSetOUjVL63tTMsK4O+XGSq9eB3PoKhXUrlyd42OmvtZiX4Y6ZpOnsRcJK32o443bs/ien5Vkrulia2bBMi4UD+9S21qkdrIuzYplZkQ9lHAz7kc/jVrSNMl1XWLa1hHztIMewHJP5A1d7slKy1LNn8O/FE6qWgtoAR1klB/lV648LXvhmOM3t1DM1xnCxqRt2/Xr1r2SOEKoA6DgVxXxEUKNO9/M/9loqybg0ZUvjOCMcl3LFBApaWVgiADuad8Q7uLT7Ww8MWjZS2UTXBH8Uh6fpk/iK6rwzaxadY3ev3gxHBGxTPoOpH8q8h1O/m1LUri9uGzJPIXb2yen4DiopRsrm05XdikTzT7aURz5NQu3zVIkDNKOeCK0ZMdzqbOV57WNE6vwD+NcpqUwvtbmZCTErbE57Dj+ddHbTfY9EluP4kVlX/ePA/nWBp9piXdgnH6mopLVsuq9EjtPC+mxzLFAwZftcohyvUKOpH/AiPyrurX4VaBGF877TcN33SYB/Kue8N+XbeI9Mt2GPKcRkf7WDk/8AfRNewLHjFa3szmkjnLPwP4ds8eVpVvkd3G7+dblvp1tboFgt4owP7qAVcVPaplQKc0tSTklUKAAMAcCpO1IBS1QGJ4ruPsvhfUZc4PkFR9Tx/WvA5uK9j+JV2Lfw0sOcNcTKuPYcn+leNSnmkXEjU4NSIxXnNQk4NO3ZXIqWWiWWcyr15HStbSNklrISoJZvmH07VhRnEgyO9dDayRxxtsGCw54pMpamiQXBJ6mum8AWnm+IxIRxDEz/AInj+tctaN5gPc16F8O4QJr+bHIVFH6mlHcc9Im34k099S1LSrcZ2kyFz6KNtdDDGsUSxqAFUYAFOKqWViORxn2pwGBVqOtznburGB41uvsng3U5M4JhKD6tx/WvneTgmvbfipdiDwxFbZ+a4nAx7KMn+leISHLUyoiwSFTgV1umyBFjcjoMn8K5RE2yA9jXS2I8yBo843RsufqKxqHRA5mKE3dxJOx+aSQsPxNelasg0n4d6VYqdr3Qa5ce7Hj/AMdC/nXE6Ta+fcW9ovMs0iwoPUscf1rs/Hlyk+rG2hx5MA8pMf3V+UfoBWqZjbUtfChWn1ueRwSY7c8+mSBXsSjmuD+F+krZ6FLesuJLqTg/7K8D9c13qjkU0RN6kwGEP0rw3dlj9a9y6Ifoa8W0KwOs6jFEmfKPzu2Oi96wrK7SNaLsmdh4M0nyYW1CZcPL8seey+v41N8QtTOmeDrrYwElyRbpz/e6/oDXSpGsaBIwAijCgdhXlHxg1EfatP05T9xGmce7HA/QGrUbKxLlzSPMH5qMZDZHalY8GmBu9OxpcuTEva7gckU/TI3MyzbiCnU+1Q2jCUlT3rWtLZoYmKj3FJ6DWprrmSLjJx39a9C+Guk/8fOpyKMg+TESPxY/yFedafcqqusnWvcvCdqtn4YsIwMFo/Mb6tzSgtQqu0TZVRXG+OrCTUb/AEa1jBy5lyR2Hy5NdstUtTjQyQSFQXUMoPoDjP8AKtJK6sc0XZ3PNfiXeJo/hCDTLf5RcuI8D+4vJ/XFeMMc12vxR1saj4nNrG2YrJPKBzwWPLH+Q/CuH3fKaNjSJG5J7VoQsCImxx0rPLVPHPiMe1Sy1ub0kYm0a7iB+6ySAE+9TaNDD9uQrhlhHmNjnJH3f/HsVjpqipG6sAwePbg9+citDT7i5VHHlpGjrg4PJ9KmOlxzdzW0GSabxnYCPcxa6RRj0yP8DX0LtA4rzH4YeHVQPrk8QLMTHb57D+Jh/L869PXmtUYTeo5akApijFSimQcjTSajaXHeommoGeb/ABUvN15YWgPCRtIfqTgfyrzWQ811HjrUPt3im72nKQ4hX8Bz+ua5Rzk0MuOw006M5IFRE0qNhhUlmlHArAdKsurRd+MVDaspPJqaeTGPSoLRb026CS8njFer/Dza1neyA/ekVfyGf614is22T5TXoXgiS+e6/s/+1bmxWYSSIsSAlmCZUc9OBnJ/rVxjqTOXu2PY15FP6CuK8Bavf6il817dST7BGV3n7ud2a6158ZqjA8n+LV/5us2lmD8sMO8j3Y/4CvMpDzXUeOr77b4u1F8/KjiNfooxXKMc0jREyvkKe9bVtdiGNXLcDrWBG3NK9ywVo88His5K5rGVjW0+7lg1GO4tY2aaKXerdgQcg1tXkst3dGWTBdzk7c4zWRYO1vZqrEFic5FdFpkQuLyzTGd8qL+ZFDdgUep7XoVoLDQ7K1AwY4VB+uMn9a1lqBMAcVieNL6607w09xZzvBMJo1DocHBJyK1RzM6bI2N9DXE+BtGfSvD8L3K7bu4G9weqL/Cv5VhahrOowaTDfWXiHUpVa48jM6KizELlmj77QeDn1H0r0LeqLnI4pSjrdlJ6WJNwUZJAAGST2r5w8X6x/bnii+vV/wBU0myPn+BeB/LP4167468URaZo81nbyqby4Ux4ByUU9Sfwrwt4i85A/SpvqXCPUruTg1FnirYtiXIqKSHYetBY2CTy5QRWz/ahEW0DrWLsxT0V3ZY0BZ2ICqOpJ6Ci1wvY3dFiuNY1u1s4926aULx2B6/kOa+nbaFYII4k+4ihF+gGK4nwL4EtfDNpHdTxiTVJE/eSHny8/wAK/wBTXcrnFUlYxnK5IK53xtrceh6K1xuH2hgyQL6uf8Otc1PrV9J48vNLm1q9tLUz7IzFLGix8A8lxjGM++a4vxTe6ld3clvqFzczfZJnRFucb0Ge+OM8DOKJ6K4QV3Y4C/3m5LOSzMSSx7knk1XP3TV65QSzEDnHpVOaJoztI4IqU7mtrFYmhGySO1RuTupu/awpiLFrD5tx84ygNdjpFp9s8iCEfvJXVB9ScVytrcxW6fMpLNzXonwr0251TXBqLxstlZ/MrEcPIegH05P5VNrlKSR7XY2sVjaxWkChYoUCKB6Cra1EvFSr2rRHO9yUCnjHrXM+N7+603wy9zZ3DwTCaNd6dcEnIrjdVvvFWj6Vp93cavfLLdb98ZGBFjaVBOPvENnH/wBenYDZdjmoJXZULDqATRRUgeA3cjS3EkjnLO7MT7k1TaiihmiIz96jvRRSKLULsvQ1JKxI5NFFIZc8OWcWpeIbK0uMmGWTDhTjI9K7bUr6XSPFl1c2gRXhlZUDLlQCm3p9DRRWiMpbm/8ADlisepAHp5Q/9CrsZHb1oooZB876pI0upXMjnLNKxP5ms5jzRRUs1Qin5qRxmb8aKKko0wzLEuCeK7Hwexk1rTVY5Hnr/OiioluarY92TpXOfEH/AJFOT/rvF/M0UVsjkPPNS11tWjgjk0+ygMSqkbwK6lUH8IBYgDnPTrXo3im/uNP0K5uLdgsiqqg46Z4z9aKKVQa3PGdUy0SuxLO3VmOSay7NA0rE88UUVzrY7GNvT5UZKcGssMW5JzRRVxJkS4GzNdf8MLG3vfG9uZ4w/kRNMgPTcOhNFFaIzlsfQkXPPc1YXpRRVGB474i1Q6f4u1hDZ2d1HJc7ilzFvAKjgjkEdemcHvXNandTX0k91cOXmmYyO3TJNFFKr8BdP4kcxF/x8H60+7UbM470UVnHY1Zi3Y+YmqbdaKKtEnonwq8O6brupXcupQeeLVAyRsfkJJ7jvXvVvDFbxLHDGkca8KiKAAPYCiiqRlPctjoKlXrRRQScz8RP+RRk/wCviL+Zry641i/vLKGyuLmWWGF2kXe7MSWx1yecY49Mn1ooqkM//9k=", 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", "info": {"video_id": "34836", "label": "squeezing steel box", "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": "55a679da05e2d60840f39fef1f29b2da60c2b5832031030f81036d88d50ef9d2"} +{"episode": 55008, "episode_seed": 1862961526, "split": "train", "timestamp": "2025-10-13T03:25:53.637435", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1862961526, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissor in the air and catching it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "35121", "label": "throwing scissor in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "35121", "label": "throwing scissor in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c1032f3fc41fcc08bbb64afa5ce7e6a8375e902b6a9ca1fa3d06ef1349e9d2f8"} +{"episode": 55009, "episode_seed": 4079807529, "split": "train", "timestamp": "2025-10-13T03:25:55.907405", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4079807529, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water 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', [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": "3418", "label": "throwing water in the air and letting it fall", "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": "3418", "label": "throwing water in the air and letting it fall", "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": "2128d99276f364da9f7872d3730fb5c709abb144f523e77c26d16df1a61481e5"} +{"episode": 55010, "episode_seed": 3078912085, "split": "train", "timestamp": "2025-10-13T03:25:56.497850", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3078912085, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 muffler of teddy bear'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "116727", "label": "moving muffler of teddy bear", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "116727", "label": "moving muffler of teddy bear", "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": "950eeecfb87d4562a3a9a1e941266cf264630ecd63b9d7b6e40ad6ca945993a3"} +{"episode": 55011, "episode_seed": 1861061254, "split": "train", "timestamp": "2025-10-13T03:25:56.837557", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1861061254, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup 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', [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": "218661", "label": "moving cup towards the camera", "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": "218661", "label": "moving cup towards the camera", "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": "42d1603adc9d1aebe29842c312eb8c14609823de469c69dc5c12390da2000cbd"} +{"episode": 55012, "episode_seed": 1515988392, "split": "train", "timestamp": "2025-10-13T03:25:59.602748", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1515988392, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging a charger into a phone but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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g7FFYfqK7oRtoc0n1JJVGPoarysFIqV5M59KoXFzGLhYC2JGUsB7Csam5rAkcBhz0PFCfKu09V5B9RSqcjFSnYYxkEsPSs5RurlxlZ2ZWZsSxH/erNLBoZpB9B+v+NT390sJTDAMDjB9xzVGybzLH6sSacV0FN9Tl/EkaxXkTAhRLFyx6ZXA/qK8+8RSi4e2VGUhWZM5xg8A5r0zxfiLRPtaxh2gO7BOPlJAP9K8qlaK5uYEjLeVuLS7sErkjcawVLlq8xo53p2M1G2SA7Vbb68g19H+FdOt9N8NwQW6MkYzIA7ZI3Etye9eL63otnP4ks7LSZkliuDHGCCuQxOD0Ar2vULs6ZaC2iGC6AKx/hVePz6V2QaS52c1m3yl/UNRt7GAhzukCj5Ae54GfrXD33iGRbtZUiQyo2TIy/Ko7in3b+Z5CyOQhzM5zyx6AZ+mfzrG1CSOdfNOFt1YJGo/jP+Arlq1HJnZSgoo7ttVVdMF0wM+QCFhTHXoME1m6xrjadbxyWsiuwfLx9QVPasV9RZcpErNbqA3lD6Y/EcVEosrqEzJI0TDllB6e2O1be0pxWquefKjXqSdpWs9u51663YvbZ80glfubSWXI6Gov7StLu6hiimUttHB4Oc1xqahCzOiNuIHeo55AxTPB7YPSuX2zT0Wh6Ps7r3nqb3iaLzNLuXVSzRsrqB1wv+TXGTXSKsb+Yv73AVT1BIzz+FdRYal9uhksrk5k8thvP8QPH5151c3qxzC1nQxy2jlFYHILDgEg9qVSmqlpIUJOHus9DXwtpKrj7MpGMYyf8a7PwtpFtpliq2sKxrI5lYD6bRWEHFVTr9xp18/kySYQBSgPynvyPxrqhUVN3kcig56I766bM0SnucUx3zJwa5jTfF9tquoRQTjyZ88L2bg966EOpO4V002pptEzi4uzGTylVGKigO56bdMBj61GrgIwHfiocbspML7V4bOREwxd2CcDKj3J7CuJ8SeIIpdTtYLe5EhDESRqcjPrinX0t4mpPC8glRFKpG4259D78VkTz2tnuZrBIZsEhgoz+dZVakVeKVyaVGpNqc5W8kT3V4oXbkljwTWamo+VcxTKcbGyfcdxWNPqGVZjITI5+6B0FR/aHELb14IKqvTr3rkjSe53SqLZHRJomiW0rtcfut3K7QzM4PPHIHQ966HRbDwlNKm60Y3IkGxpSR05HfA5rjrTdqggBkYtGCCc9gP/AK1WbWYqrMx6OQKp1JReg40oSjqeqC/dpluXKsEkO0qMfJ0wferbTogABG3tzXmEniWa0s1YS5gHGCPu+n4Vat/EM95FG5OBgcA12wqxSdzkqUpdD0hrjC/Ke1RrLk4P3sVztnqbyoAR071fE5fvg1SlFkWktTL1HWLiTUFijaRJIASY5DtjJ6c+tc1LFqk+p/b9QaBI1X/lm2c+3/166PUdOM0rTAAu33lblW/wrltWsNTEDpHCViYhfvbsfTvWdX2r0WxNGjRi+aWr8yObVkkBbd8qnH1NUvtjSjGQcnpVG4troJ5TsUWNSQNuM1Cq+SozIRIRyM461yqklodrqdTpbZrPXNBktbzaxtpNyAnHB6Y/MitePwrpO0KLYHIxjLf4153bTNFcoUb7pzn1r1jztkZkB+6u7j2rTXYwn3OohNnpum2+mFkj2xhVjzyAKqXetW9vsU5e4CbCq+x7ntXASPPcXRvJZXaduTITzV6zG+RnckhVyT1yauWJe8RxorZnSzazc+SzDyolx948kVn6dcmbUBczMVTyykTO33sn5mOeg4xXO3Et7q862kMEscAYAyOuNxz29qsvsgkb/Tvs+QIo8Dcdo4HX6ZrGM7tORvOHLFqC1Ovm1QW1hLdAB0UZA3YzWIPE1xqUZMOYYTkYX7x9cn/CubjSPWIGAv7i2MZKYVvlfn72KRriDTQlnbs0jjhj1JPrWtWrFxtC9znoUqqm5VGrGjckMcn731zTrXW3sT5MnzQsevda5+51HDlATvJ59qqy3hCF9wO0Z+lc0FKLujqm4tWZ6HcpFqVi9vw8cke09xgiuU0vwvpZaUPbjenyn5j7+9ZVv4murfTxbQMEySPM6kD2/wAa6Hw5KWSYk9Qp/nXTKV2rHNKNos19F8OabBq8FxFbKJISXDckjA9zW94rjj8m2Jl2MW2bfUYyayotUGl7rkx+YNu3bnGSen61gTXd1eTvcXMrPI5zgnhfYDtVSqJU+V7siEW5cw7WXDXrKziK1j2ozn0wOB/jWElwb/UQY/8Aj1g4TAwD6Vqa/Gk0sSnJMwQog7k8Vp6Z4YZIx8uxfQ9c1k1d2SNoyaV7laGAuFaM4deQaqahdQoXjngKO4+YoME106aY9q3qKsyaXa3qqlxCjf7w6U40ZbCdVbnni3cFpZHy7J1z0ckZJ96qR3bO292PHTNdlrXhXTRGPJkWJgpPLf41wnkq128e5vLQ4z05olScdxxqX2L39oG1linBxhwc+oHX+dWtS0awutSNzLGrrOokGDj+Vc/eKB/FkA4J/oKsaZeu02x2JyMLk9AO1K1loF+bc9HU81hPmWSZ+7MTW0HGaxiTDcyRMOjZHuKqtHQyoy94zJ0KSrKuVeM5Vh/Kuj0LxWY18m8J46MRVF7cyL8q5zzWXPDtJwaxp1ZU9jrlCNXc9An1q3uIwY5Aead9sjKja3WvNIJ5IpSu4+xq6NXmt1GWJ9q6FiVfVGTo2Vrna33k3UWJVVwOma5XU9LsvK3s0hLnaMtwBnmo4NfLqQ/H1rO1TVPMhjRTyGNdEpU5RucqUlKxkX0KAHy1C7Rxj61lzXbFcZ69z/Sti7PzA9iKg8OaFb6/4ibTrq8ktkaOVoike8u6oWC+w4PPtXHB3Z01FZXNDwtKI7HUrjukaop9M5/wqvBdFrUseSQTx61V0OO8uLWW0tW5lKlgenQ8k+ldhpfhy1ttN+z3GJZWOWccY+lP2XM7h7dQRys7FtJkBHJXGK6TQtMmOnQNs4wD0qW48PWwihgiLs0txGmWPQFsGvQDp8ccSQwoFUDAArohRcrmMq2iObs8xSFD9a1I5ARnFLNp/ly7x9DUEh8i1kcdRxS9k+YPaLlLxnVyqrjkc1RMy5kz/AKLfILOTwBxWWs5eK7fPViorpWisc7953OZ1h/Mm3j+6d31JNczdkqeOh6/Wtq4m82Sdc87iAPoKxb05tzjrkV58pXqXO5R9yxRjlIkH1r2LbviZP7ykfpXAat4f0mz0G11fTNRvJgbv7Nm5gEa3BCbmeIZztU4U7vUe4HfLIABWsVc55vY5r7Q0eYyp3rwa1tJu0hgnml25BA21PPYWtzIZZI/nPUqcZpdG0NblL54lUyLdlF8wnAUKP6mo9hJ7GirLdirdXl2JGgi2osTbWPAJ6D+dcw6A6yqRO0rQoWkk9+ldlNp2sfZbnBiGFKLtOeQRz/OodK8OR6dbTNLIZLi4wXJHA9h+dJUJPSxfto2vc5s71V1DBcnPTvSW2hvJMZRcurtySBW9PpKqxOc81JDB5QzW0KNl7xjKq29Dh9Y0k2ZkaO4aVwRnd6nrWZcFYV8vcyowyT1zXSa8TFqBiOMSYf+dc7qMXmIpTnA4NZTtGVjaKco3KAmBkGOAOld34UkL20h9l/rXKeENM0zV/EcWm6xcT20U52rMkscaxnuWMnGMZ46k4Heuo8PW72Gq6xYOs6C1m8pUuABIoBYYYDIz64OKajeSZnKXutG3qeTYMR/CwJ+lZHm5+grdbbLE0bdGGDWBLYXUUixqoYPIkatngljgUVKd3oKnNWszc0CzGp6nYXsgBS2Rxg/3s/L+hJrsG2qW9c5qlo+mppVhBbIxZgGZ3PVmJyTUsjnzQM5yK61T5UkZc922LOwJz2zVZpAjEjpRK+ST2Bqgshfd9eKtKxLdyHWZ0Wyd2A3kbFOPX/9deeTKEmulHQucfSu119wdNkYHlCGX65riXkEiFifnfJA9a5cRLWx0UFoYlzIVPoBxgUthKftcWO7U2/jJUuvcjNbmseDb/wxoejandmZLi9MplhMZH2fAQoGP95lcnHbp1zjLeJb91ncg81T1FR+6fHzZxn2oorSp8JhD4iaBitnKR121iznINFFcUzvo7lED98n1ptwgM5HYCiiiBVUq3A2R8VRBJIOec0UVutjmW5Xt55JGuEdshXyM9qWz1W50XV11C02efEW271yPmUqePoxoopL42OXwo3/AAPwt6PQR/1rsQaKK6Y7HJL4h8A36hZBun2mM/8Ajwrs5jtlGPSiiuuhszKZXn5U5rC1X5bdVHRn5oopy2HHcJDssGI67aw7HlJQeQG3fjRRWb3RS2POtRmkjMcisQ3mkk+v+c0XjZiLe4OKKK8+fxI7Y7Mv634rk8QQ20M2kaZam3RI4pLVJFKRrnCAFyoXnJwOTzXfqcgfSiit4HNPoOycV0HhhAun3TDq1wzH64Uf0oorpofGYz+EuufkkHYuapSk8UUVpL4gj8JSlOXINU7olUOO1FFKWwI4a9dp5VmkOXbefpjgD6VzljK7RyxscqrZGe1FFcFbqdtPoW7LXm0eS4jOm6dfxTOrmO+g8wKyZwQQQR1ORnB7g10PhjULrVL/AFXULyUy3Ny6yyuRjLHJPA6D2ooop9DOp1OmUnNS26iTULMN0FwjfiDkUUV0R3Rgde/EzY7dKoHmU/WiiuqW5kiC8YrC2KoRf6kHvRRUvcpHO63IzXKxk/IqNJj1I6Zrh9XdoJLRoyQVXI/E8/yoorkq7nVT2GXZJjJ6HIPFTXviXVtT0u30u9vZp7a2keVBJIzEs+M5JPONvHpk+tFFctPY1qbn/9k=", 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", 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", "info": {"video_id": "160600", "label": "plugging a charger into a phone but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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JNPlvElu0jzGe5RERzIuZMBVPUEjPNcEVwu/K9SMZ5/Kux8STRWmsy2siFPKbfEwPByMjI9OTVTRNP0+40LUZL2VYrsIDbqwUBhjr0/DisaFNU7l1pc9ifwHZW97rFt5sJMsFzG6Mp4wA7HPr90V76ij9xnsit+n/ANevHvhHYSNqeqXBx5UMAXscs2QP0z+detxyZSycHh4SD9RiuyC1OeT0LTY2kVXlOBuxT92SOaZL0Hp3rOaLixoG4Z61GV2IxxwevtUsYA4B4pLm7t7O3eSd1VB1J7VDhdD51HV7Fd3+VCf761QJElw7HojP/Mf4VnXuvLdJiyJWLOfMHVue3pWC17cwzM8c7hjknJyD9axdVQdjbkc1dF/xFAH05Z9wUo5yx9GP+NeX+IpVuHtgjKQrMmc4weAc16jHfxaxp1xasoWfaMr2PuPxryebZPeRQqGCLITMGAJXkbjQoJ1FUQnJqDgzKRtkgO1W2+vINe9/DvR7bTLK8uLeN0S5uSEDtuOxeBz9d1eS+KtNsotVjTSZVmidFAAIzu6dgPavoLS7I2WjwQNgyQRKrEDqwA3H8812U1e8jmbtZFtoyJJD/DhSPrk//WpZm5U+lL5gkEn1FRtyT9aJrqhxfQglYK3HeonUsgNFwRuxUi8oPSsbXujS9rMhlO3HqOPqKq3D7EnP+yv860Z9hjB2dB1rmtWvwhaJMlmX5l9ADkfSoty6s0vzaImkUEDP/LSUn8MmvPdSIsrt4XkXdv2Kue/UfpXWR69Czqk0ZiCjhs5H41yPjp4rfWo5CCFkXzInUjBYcc/571nVjGqrroVTcoOzNxfC2kquPswIxjBZv8a7jw3p1vp+jC2gjEcbZbaP9on/AArnQ4Iqvq2u3E8EenQFoUjwJXRsF8dB7CuqnNQu5HJyuTSQXJWGC+aOQytu8tSO43dvyrl7y9Wyif8AeK18527F52D0/wATW3bHdbXKdxHuH4GsrTNGXUruWaJGYK+N59aw0a2OhNp6MdpcBSBVk5c8sfc1oyIbe3YNEJYDzgjOK14/D7RRg7ue9W4LbaCkigjpTVKV7g6qZwM09pPdpKLaSVgPuk/KPzqteakZJ9kcbRAcEV6FL4a0uZWkeFEYgnK8fia4PX9Jg0v54Jt+/wC6FOcVUqLS1FGqm9CBJ8qEByTVu0ePV9LvLCQqdn71Aew/z/OscwrHACXO4/eGeT7VQEz28rbWKljhgD29KhRtsVzX0Z2GjeGtKlDsbfkAc7j7+9dn4X0PT9Ov5L6GFUKR7TISeAfqfauX8L3AlhlbsQv4dav6tcymNbNZWWGQbpFBwG7DNXCfK+ZmMo3fKdvJqVoWe4EyGB0KOwPHtWWdd83i1iJUDAaTjP4VxUO6OMR7jsHRc8Crt1dtp1tH5UMs0zDhUXOTSlXk1ZaGsKMb66mrqOqXU0hiVlaVlIWNDhV9zWlY3EUVrbwRSA4UKBnnjuR9a421s7nyJrm5bZLcHaSxxtXq39B+dMur6KKWFftskysfKGwbTHx1BFFOcU7yCtCdrU7HVan4oNjfCzjhUysBtctlfxFZl1ezXg33EjNn1OAB7CsT+zrazm+2zajNcqB8qyN0PrVeTVPMhMhDCMHg+tTWnzu0dgw9OdOP7xps0PPa2kEsL7WU5FbWn62l9uMm1JVGCueMeorhjqBclt+B2zUMeqvZ30Tryy87emQaVFyg/Iupyy9TpfEuiWl5dw3dxEGyuzqR7iq9tY+GY5VSVZJ0yAwRSFx7ZOTWb/bVzqtyWmf5QPkQcBRUYt3tI7dgx/ev39KKk2n7o6VOL+I9M0saVp9nt0OJIY55f3oPJYAemcg9K07W4XyvKON0TEr9DXmVrqTWkg8uQo/IBFSReLbg3rwEjzMYbAx+Vb0aqaTkZVqPLdRPT47hSTzzSNOSfauK0/V5fMJJJya3YrxnHPGa254NmHJJIt6pqRsLTz9r7MYLIuSDXG31zq9zp4trR4pUkUl3nky5zzzXTXUf2q3aJslDyQDyPeubvNMuUB8iMO/QMDtP49qU3NL3DP2NOcr1Pu6GUJ20q2it5pA0x6gevpVGbUMvtV8kdSagu7TUo7yWaVCHHyj5c8Vmm2kEuZJSV27mb0ridJ3vLc7lNJWjsjZtNU+x38EzHCl8MR3HQ/zrci8OaTcajdSiJHZyHJDHqc56GuFuXHyHfkLnaM/0rrvBE7NBdKxyF24/HNWlZWRnN8yudHpfhbSjqlu4tE3I4fJycbefX2r0OPdHb5I5OSfxrgLq6NvavIrFWxgEHnniiHxxNaRCK5V5YsY3tywH+fWtYVVBcr6mapSnqjtImHkuc9Wx+VIXwoNUNN1C2v7COa3kDo5PPfrVtyNmK6bXgmZ7SKsku5zn14qcypDAWk+7VMMC5z61m+IZLlbTzbeUo6gqSF3DB74rNRW7Km5KL5dx174ktVs5ZJJjAilkBf5WJHcA9q4mw1I3Ns8sjlhvI3H+L8e9TTN5sEbXNnHcqoyZOGye5rE1LUYSY4YAsEQGSAOn0FctaamuWKNKFJwlzzlfyLlzfKXJIPPFRrb22r2YhuU8z7MxdeSMK3B/UVgm8eWYmIEjsSOKntb8xXmAxVWXy25+9znJrOMHHU3nNS0PRVNYd25iv5we7ZH41sB9tUNTs3uCs0Qy4GCvqK6qkLrQ46crPUr2k3+krD180Mh/EGu00HTl03QLaAgeZjfIfVj1rm/C+kNcam15cYC2chVUHO59vX8N3512THZbrzxtzW1KlaF2E53lYGYAMB+FVHI+bnnNKZD5ee54qjcybSoHXdWqjYhsneb5SpGRjBrhPEzJLIdg4idVGPxJrsHfCkk9a4bWX26rJCpBVmDfiRzWdeVol0VdmFfnBBGMkYz6VkGX5yM/nWxeASKADlSODUfhnQ7fXvER067vJLXdFK0Zjj3l3VCwX0A4zn2rkg76HRNW1Om8EuXtLgn+8MfrWrrO6J4ZsZXBU/XrWD4DkbybpWYkAIQPTOa66RY7iIxyKGU9QavkvGxi52nc56O5LyqCMKSASa6CfUgjeRbx+Y4GPlGazrrSbbNskasPMuYkb5j90tgit6XRL22b/Q1gVHfAy2DjsTxUfV5NXSuaKtFHPa35qWyy3r7I1hGIweWc5P5cisy0ikjsIAykHAfBHTPNdFf+GrzU79Ev5tlvGiEhBkswABH061evtMjlOV4A4wKaoSZTrRSORmtHv28tpSE4JAFLd6ARYbpLyQIo4X1NbqaeI3+Wm6pGTpsuCPkXcPwrZUklqjH2jbOBe2MFxOjEsI/un1FUJ5wWLbiXIxz2rZZxMGfjc2ePWudvYnjYkA7c8EVgmr2NpLS5p6XNm4AB6g10HiC4EWo2tqvCxRhR9RiqWo6Lpdh4fttY0nUr2Xfcm03XMAjW4ITc7xDOdqnCnd/eHfIF200W51PUkv72QeQGJC935/QUnTbY41VFXZnNMXukwOMUthbSXPiM7FJIQZrrJtAsZpRKoaM+iHitXwlo0Edxqd1sBPn+XHnnACg/1rWFFtqKM5V73ZQis3tk3MMHOa2YJRsXjrWjPp/mISRwaoi28oqp7HFVOi1sTCoi1HMqZzjpmobmcCISHoaqzOWuHjU/dAqHVJdkVvEOrOBXRCPKjGb5mVNelVYVj/2WP444rgrpT909cV1PiW4K7MHqQv8Aj+lcvdNl93Y1yYmXvWOnDx90xJnbdk9c812PgNyy33ts/rWV4a0zSta8Tpp+rXM1tDO21Zo5Y41jPdmMnGMZ4HJOB3re8MWh0vVNbsCk8f2e48vZOAJFwWGGxkZxjOCRSjrYmbsmjc1RiYIkz1fJ/AVk3MfGcZrT1LLW6yKM+W3P0NVUxMorGtF8xrQlZGfp+pzaPMohZvKzkqffnFd1Z+KLS4iGXCtjoa4y5tiBuI255FZc4aPlW/AVVPESiuVmkqMZ+8ekJqETyN8w5PFP+1qQcHrXnsF7KqqwcgdalXxBIjBTkjvW1Oum7MxqUmkdDf6faTyEYMZbqYzjNchqNnaQSOYVz1X5jk4ArWk1pW2tu5rnjObhpznPPFVXcOXQiipc2pkzObeRgpO1hwAaqrcF5gTj2AqxqALQ5X7wNa2ueC77w1oejaleeclxetIZYTGQLfAQoGP95g2cdunXOMYaxNJ6SO3yafk4oorqOM3fD6Kul3DDq1wWP5Af0FXbk4jUUUV1L4EZv4mQAfLWXOxa7welFFJ7DW5XvnKQOR2BIrh7rJAlJJcwtKWPdj/+qiisKpvS3ObsZGMUkROVU/LntUtlqtzourrqFps8+Itt3ruHzKVPH0Y0UVxL42dMvhOg8D8C9A7CMfzrsATRRXRHY5Z7j4VEl/Zq3QXEbfiGzXZ3PBT/AHgaKK7KHwswqboozElye+KoyMdh+tFFJFPYqt90nvXO61K++KDOEkJ3Y7gDOKKKmexUNzg9TkaEWjxnB5b8zim3jZiJwOoOKKK86fxI7Y7M0Nb8WSeIIbaGbSNMtTbokcUlqkilI1zhAC5ULzk4HJ5rv1PA+lFFbQOafQfk4rf8MqBpl03c3LE/98rRRXTR+IylsaYJKYPSqNwoLg46Giit5EoxbU772Zm5O6qOtMftkXP3cEUUVi9i1uYPinj7Go6FmJ/SuNs5ndZkY5AbI9s0UVx4jqdVHZFmy15tHkuIzp2nX8Uzq5jvoPMCsmcEEEEdTkZwe4NdH4W1C61S/wBV1C8lMlzcussr4xljuJ4HQe1FFEOhFTqdOAGUgjIPBFZlsNsxUdA2BRRSrdApEmquTKq9goFYk4yaKK45bnoUthigfZHPviq2wcGiitIGNTcoTsfMIzxVO8mkhiRo2wRIKKK3MV1FvGJjJ6HIPFS3viXVtT0y30u9vZp7a2keVBJIzEs+M5JPONvHpk+tFFRT2Kqbn//Z", 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", 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", "info": {"video_id": "160600", "label": "plugging a charger into a phone but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "012662d9d263c5ee7ad37530b7580740bb4a8c567f079c5caadd3ecfb6547c0c"} +{"episode": 55013, "episode_seed": 2067036326, "split": "train", "timestamp": "2025-10-13T03:26:00.845343", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2067036326, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tea cup with a saucer on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "105731", "label": "lifting a tea cup with a saucer on it", "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": "105731", "label": "lifting a tea cup with a saucer on it", "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": "0baad0496beaaa6b256d652f41835b4467fd6d5dfd73310a556e1241fcabfc98"} +{"episode": 55014, "episode_seed": 4063852391, "split": "train", "timestamp": "2025-10-13T03:26:01.806022", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4063852391, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 speaker next to clock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "92560", "label": "showing speaker next to clock", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "92560", "label": "showing speaker next to clock", "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": "ae335b96b39ba518313b72ffe2a969f9c7bdede5cc0330e4ed9c206ce16880e3"} +{"episode": 55015, "episode_seed": 2059154416, "split": "train", "timestamp": "2025-10-13T03:26:04.110100", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2059154416, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 door handle of door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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j1/rW8NjlqfEaUciE9T6g45r3HSb0N9jugwwwjfP1ANeAIzKAccCvRdI1Zz4Yg2khlj2Z9CM10QZzz01KfjS5PiPUNTngDNLA+2BV7hev55NcjaC9XNg0EiJKV371IPXtWtpV6V1Bt+RnqD+ddJpll9u1n7Q8jSxRj5dxzg9ePasZVG2zvpUoqKTMvWba1+22kMNvHBJBbBZSgxuPOCR64IqjK4+UDjapxgVfkTzrmecktJI7Ek/pVBkkjkwVyMZJBp9BPR6FJ2IEm7PBwKiZcbUHYDNWJhuRSO5JxUX+sm+7759KzkWmTIwXvWLv+brya3BHzyecVzuST0H0pU+plW6F6OZMgHP416x4Yvkm8OWTBuUQofqrEfyxXjQZvau38G3r/wBmTwqeUkJ/Agf4V1QlY5JqyNjxvqUetXstmX+VUxnPesXwNon2fW5TcgOMKI3B9T+hrN1RpoNSZpc5kJZfUjOK7Pwjp06hZW2+Y7hiN2SFA4FYVKl5anXQpqEV3ZxtzZxrqsq4bAlZcEejH/CpXyAI1BwG6Vt6tbwR65diPvISc9iTk1k3FsyyKysMs3+NWnoXJWZnSBldm/h2+veoHGEQdCRzVyfmN89QwAqrkmRVLY/CokNMmU7dvHWqt+xzHnrzV0BFI71n6o4UxY9T/Ss4fETV+EbG6gjDAEcgivZdN1hBBaX2/wC8iSk59QM/1rwsSEDHPFdpoN9JP4fCBiTEWTHt1H8664ySOKafQ2PFt+fE1zdeWD5ccZVD/tDn+YFch4Ti1AazEiwyqo+ZsqcEg9fwrQ0q98qYruyCcnNdjoiifUBcjPCbBk8DucVhKrzNnbSoqMUnucTqBGoa9cXjuXM0hOcenH9Kc38KAHC54/CrawILiQkYO5sf99VDPbyJICrD5mq09By3M6QMvm9MYGKY331XHQCrE3MbZ67sdPaq4OZgGY1nIcWThiDgenakk9xnJ6U/eqttA7UDaRkjnpWSCRlK3bPToanRiTyxJAquDhuRx6VKpQMrA49jzXUcJ2nga426xJDkYkhP14INeta/i58E3Y65tCfyGf6V4n4UuEj8RWZU4BYp+YNe2xL9q8NXEXcxSJ+hrWOw4OzPDy3lwsR2Y1eixJadeuetULkFYXyepyfxFT2MmYOTxwa5mjvexQnQfaGTryMmoJ1wxYc8kEVZZlaRsHo4NVN4bf06mspMaJRL8nysM45qONwxwOpOTUMjYjJHf0pfDlkus+Izp0+oy2qNHI0Xlx7izqhYL6AcHJPp71KVxSZBrK/LBgf3v6VkY+U1ILma6VTLIX4BAPbNKFRieDk9hW0FZHNLciCtyB2rvvCEP2jQHQnlJmX8wD/WuIVBuDc5rvfAbbrW9hyDh1cY9xj+laRJ5bszdS0OW38XXVsCY4TskVgMkqyg8frXdafp6abo006sf3cJOGHJ461y2ryHxD4sdlcm1t0SBSp4cqOf1zXU314thpJtsjZLbyqFJ5BC5BH8q5p3UtDuhFvU462Temed2Mn61WuWKeax6hQPpVrT2DoSD1XFRagg8uRz93HatTnluZLYzGhGcjNQxgiQtyKthAWLY6KQP0H+NZmpO8MBeMkEkHIPrUPXQuJfVGYkjPFc+FJbHGa6XV7O0tPD0Gp6Zq19MGuTa5uIVjW4ITc7xAc7VOFO71HuBzyhMjIII7iqgrGdXWxGI8kAc56V1/gRN1xfQkdUVvyJH9a5cRrjHPHaun8GzCHXgGcBZIXU7uMY55/KtY7mXLfc6vxTpVqnhOyv9o+2RXOyH1fdnI+gwDVzw6biz0p55JA8ioWCkALwM4rl5tQfxDrIKFjZW+VgHbGfmb8f5YrpbzdD4fuY4sB2j2KScYz3/LNYVWr6HoUoK12Yd+Y5tauHRMJK4kUHsGAOP1qjcoVlB7c4x+NNiuBJfEEkhSqhvUAAZqzdBWXJbGOauOyOeppIwHJMYx1Z8VE6jzySR7VaRQXTcOM5H6mq8o3KCCM5pSY4kiIHOSR0rP1ZCvlYOc7un4Vf8OR2mp+J00zUr65tYJm2rLHLFGsZ6ksZOMYzwOScCszUIZrbWbyylMyfZZ3iCXOBIuCRhscZwOcHHpUxjrcmo9DP2t0yTXXeB180XtuT02yDP4g/0rmhHjG1uR0NdL4NlEOvKhxieNk49eo/lW6MUtRLzSGsNcMBLLbyATIwOPlJORn2INejeG4LV7MC38tgFIBR88+9ch4k26lr1pZqcpbR/vQO5LbgP6/jW/dXK6T4eXyV2yGRAgU4OdwP9K5amjZ2wg5anM7MXkiOPm3np+tJcIVlU44ycflTXnD6pN2zISPzNWrhQ68sB3zW8XoY1NGYDEmMepfFRMAsxJP+c1bUZlXI43cfnVaQBhwec9fwqJMcSVFB+Zj1FNIG8bCduMkiqV7PJDZkoxUgj5h3q9r3h7VvD2haTqF5NcLPfGTzYDGQIAAhQMcfeZWzjt06g1CjccjLm+WRlHQGkRuAaKK6jhNPTZXj1G1KnkSqR/31X0HoZLWEynp5hH6UUVrES3PGL1FaOTI7j+dUYmK2iY7rj9aKKwe7O17FMD94/wCFVl5Vh9f50UVjIpEDscAdhVK01S40jWxqFrs8+Ett3rkfMpU8fRjRRSiEivANqkDtgVOaKK2WxhLcmUYCsCc4z+NbOj309jpmsSwNtfyUAb0y4GR78miimgjub/haFBBG2OcVL4kdjfNz/q4EVR6b2+b+VFFcr3PRXwsyNNYjGPQUt6SRH6E8/nRRWrOJ7mfI5EU2O2B/OqOqgCyJ9GWiip6lCa74ofXre3hl0nTbUwIscUlqkilI1zhAC5ULzk4HJ5qjniiitomcyZDlQT64+tDyyK6qHI3HaSOpHpRRTexMfiR2/h6JI1+UY4FaPiN2FhAgPBcsfqBxRRXPH4j0X8Jylu588H/drQuifsz/AE/pRRWr2OKW5msSEBH9w1VBOw+wP86KKzZSM+LXW0i5uozp2nX8MzhzHeweYAyZ2kEEEdTkZwe4NRPeXGq3l5qN7IZbq4cyyPjGWJ9O30oorSJEthwOQCR1O2tDSp3g1e1lQDckmRkdcZoorRbmRueGGN1K9zMS8sjF2Y9yea2/EEzJFaqAOWYgnscdRRRXK9ZHor+Gcsrkz54yR/WtaU5iYHnj+tFFbM5J7mUpO1D7Gqqk7Bz2JooqGNFLU+LFiOzCq934j1XUtLt9MvL2ae3tpHlQSSMxLPjOSTzjbx6ZPrRRTjsDP//Z", 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", 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", "info": {"video_id": "62284", "label": "moving door handle of door", "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": "62284", "label": "moving door handle of door", "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": "9515a9cb8bbe11b6fe0fd91222c3a59abdc363e574d7e30c62d3ec2cfd5810ea"} +{"episode": 55016, "episode_seed": 4174618855, "split": "train", "timestamp": "2025-10-13T03:26:06.928805", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4174618855, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting a cap 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, 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": "52649", "label": "letting a cap roll down a slanted surface", "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": "52649", "label": "letting a cap roll down a slanted surface", "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": "49dc477bdf5db1b377fecaa4ce7ba9e63736b14cd7bb6d644cf0e08484faf8d3"} +{"episode": 55017, "episode_seed": 3840185304, "split": "train", "timestamp": "2025-10-13T03:26:07.648915", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3840185304, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'burying startpack in blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "2649", "label": "burying startpack in blanket", "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": "2649", "label": "burying startpack in blanket", "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": "bf74fa2825c5fcbcc5794f37b892faae7f844544cb766499bcc1cbb1d469fcc6"} +{"episode": 55018, "episode_seed": 378261302, "split": "train", "timestamp": "2025-10-13T03:26:08.930578", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 378261302, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 eyeglasses from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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3SqUQd1yAFUd/WrEUO/mTnvwegpNiaQ2VpBkxSOFx19a5a90+9TVZNQibzXYjcjzfeXH3eRxjt9TXUu75whAXsD3qrMkIHKF3J6g55qozcdiXFNK5y13d+YpC6TdtL0w6oo/Eg4qhLbzy7Z5ookdFIVEXcQCMHnsK6e4ilAJVMDHfisuWKSJmcMc9SKqNRxd0JwUlZnMQqyENIu8ICpIHI+oratY1lbHQnuB1qC/iRHFwp8sNwcVaty5UBAVB/WtJ1HNK5nTpRg3ympb2ltHjcCTWrbpZIeWx9Kxo1fOXk59PWrcQVR86kn0FY3OhK5NHe2l5qk1qpkMMS7VjK4VvViT1qCLRUR2H2iaKITrOsUZ/dJgf3W6+tTDT7aeQSNb5lP3SHIP6Gr8dm4TyXld0PXe2cVo6itZOyMXSd7tXZnXM0WqT5jMk/ljEY2Dbn+8T29AKfaxpAzNMnkvuz83FbPlJbwgRoAx6Y6AVUkXzV/fsrp/dBxmqhipR06GU8JGpqXTdD7IeRkDg5qDEQAcsG3DrWXLAoVkhSUJ6FuBWfJBPGTskZB/dLZFdKxkXucTy+a2ZuvFC5ztU1z+twxxSw4UYbOR+VMTU3hkEc+VY9M9D+NNvrkTvCQNxGf6VpVqKVN2Iw9KUK6v/AFoLb2cbgM5JHYYqzeva2Gl3FwikvGnyYXJ3dBx9arRecy/fIHr0qwYFnTypPnQj5vevOur6ns2bWhHcWMWoaEjW7zNcvHmK5lk8sq3HzccnkdBVqz07y7l77UriG9P2dIy0yFdmAdxAGRyT9TUEGlwwnFnJPbjqVV8r+RzWgmlm6dJLiaWREIKqWwpYd8CtHWd7pmXsVbVEnh24cXl1BNFGtqw82OJpizRc4wR2BHOO1dBJdxL/AKqL5MckL1qjbWcYQZRQo5AXjinSSuDiMgL0APespS5ncqNO2g2cNKC0TLFJjp61QF5c2kh86LeM8lanlEagkhmfPUHIzVKWSdUYKp2+9aU686eiM6uGhU3Nq31e0uEwrAN3FTvNE6cGuIlSRHMiuVbqcClk1K7t4g5Zdp75rvp4uLXvHmVsBOL9zVFa3tQf9SzkD1Oc1pQoEIDDB9xVCzk+UKH2N79K0Y/MU/vFYk9x0P0ryme0i9DC6r97avoe1aEXkwIZE+ZzwB6e9ZkMLSgu0jQoOPm7mtK10qST959pwnVnxjApavYptdWKHdj84ZSfQdackd5neiFs+vSrsaWLfIb3cR0zxU/nwg7IWUqRgYPehR7kufZGS9i+Q0pBHXanANRyQqy4gnRCR9xuavzLt3AsfVT71QuwFUFM5yDRawXuYWoRHmOeMqx6Y5BrH+2TWT7fmeMfiy/4iunlXzo3V5PnHJBH3a4qCCbU/GFxpcuqz2sf7ww+WgbLKhYL7Dg8n0966MOpOVonPiOTl99Go86agsTrKflzjaeuatQwuo/eEkDvjiuQ8JXEs01y80rEkKwz2POa7WOSUqDndH6r1/GliPjdx4ZWppItwxFseWcYH4VoQQhyA7KGPpWdGxYhI9289McDNXY7KZ2CC4Rj3A71idJdecBtkaHYvGR2o/evgR5bPXaP0FWYbM2yD7TeIjH+A+lXFitoV3JOrsR8vNHKyHNLYzjBdTgZjVNvQkc1ELWJOGcqxGRITWpMxlXzFOMdqpSBWLZzj7wHoe9FhczsZd5DMqbjtmQ94+orn7pgBncxTsfSuhd2Viu/bHu64rm/F3m2mlST28vlv5ij5PfrTjHmaSBy5VdmXc+YQQuCh6k1pW9uwx5cjMO+a5/Wokt9Bh1HT9Zv5la5Nt/pESos5CbneIDnapwp3eo9wOlspG2KEcBsZweBWtWk6aVzOlVVS7iXYEUHB4Pv1FX4YZAMEgL71Sjcg/vNwb6fyq3DFJMpcTeXH0G/uawOhGlGI7dDIDuZuF9qFkL/AHsofTGSfpSWmmXDnf56hOrSegrSigtpDtN6jEdMdcUWbJckiigux8wiLZ9uMU17F+suMdQqfrWv5sS5jiIKkYBBqnMpXKljkcqadhKTZnyW4K4gmRcj/Vsc1iXodGIkVo5O2OQ1bd2oUAp1znpVGVPOjbfJlwcnI+6aQ7nNXBWUNGw5/umq9lDIXZXlYBcbR3/GobQR3vjSTS7/AFK6tbd5dkcsUsUax9yWL8Yxngck4FR6QbmDXNUtLmS4zbTGNVuAvmKASMNjjPTpxXV7KUafNfQ5lWhKpy21OhhiZR+8J+vatCGIkjy/y7VWWSTapJzH6r/WrKOWISIneTwB0zXMdaNCC3EjAOwDH0qzJOoby41OxeMjtVJLO4dtonjY9SB3rWgsngQfaLqJCf4G9PWizBtLdlXMrcRndnrtHT2FSGK5nUfugpXoSOa0VgggUssyuxGU5ps7GVfMQkAdqaViOe70MsWqLw0hVsZDk4FUryKZU3MFlQ/xRnn8q05FVi2TkDkcdD3rNd2ViofZHu64oHqYFxIBzuJT16YrOnd9pC4ZG9aueLBNZ6W81vJ5beYoynv1rn/EGk65oOh6Xe3d3crLemTzIWTAgAClAxx94hs47fXNb0qLmrowq4iMHZnTuiiLcAM8c1Na6jcRrwwOOmRnFFFczOhbHSRxqzRbhn3q40zvMkRPyHqB3ooquhHUuR28Mz7XjUgH0qO5toUlG2NV47UUU2tCE3zFaQ71UHsSM1WmANuxPXOKKKRoYl2SJ0YHk8GvOr/UZ9J8VXF9bbPOikbbvGR8yFTx9GNFFb4X4zmxfwIs+C41ZrxWGQPLHP411cNzJbzlY8BSehFFFRiP4jNcN/DRv2UhnLqwUBQMbRjrWna4ggLIo3HqSKKKhFyJ4AtxEZZVDux5JFWDp9qISwiGT3oopoiTaehXQBMKvRhyKrkfMB2JooqUWZ96BiRe1cd4pYnQDnnEi/zooqqfxoip/DZy2u+JX1uG3il0vT7cwKqRvbI6lEXOEALlQOcnA5PNdsyqkIdVAbPWiiurGbo58D1NCzvpjHuYISOhIrdSFGkjDDNFFcSO2RdeZnmSE4EbckAdcVZWyt5ZNrRLgelFFV1M3otCOe1hjm+RAvHaoZfnRSevNFFJlR2RVmAMBJ65xWJdEi4VgeWGD70UUmNHn+oay2l6zqKGwsL2KWUOY7yHeAyjIIIII6nIzg9wat+GbqbVtR1S8vX824uJFkkcjGWOSenT6UUV6FT+AefS/jnS21zJBNsTG0noRXQWreaWQqqhVGNox1oorz1uekzRswsEBdFG49SR6VNCi3MJmmUO7HJJooqzPuTf2daiFmEfP16VDGoQhR0YdKKKQRbadysRh8diaoXoH7xexoopMt7nH+KGY6Ack8Srj8643UNf1O/02DTrq8mmt7eRpUEkjMSz4znJ5xt49Mn1oortwvwHn4r+If/Z", 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", "info": {"video_id": "169546", "label": "pulling eyeglasses from left to right", "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": "169546", "label": "pulling eyeglasses from left to right", "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": "ca9b7a48a45e5b4828691c823b494ac4ef6b644671d761916b6c5314bd9f7e12"} +{"episode": 55019, "episode_seed": 3480484279, "split": "train", "timestamp": "2025-10-13T03:26:11.708126", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3480484279, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy bike and book 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, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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xcZbYCQFWxz71hbJ9RnEsoOC2EQUScVEIRlKWh1lpJbrahlJJYk7P4jg8fTjFdH4I8K6nr0kxS3aOyPzK7jAz369RjvXQeBPhdO8a3utAJAo5iAzuAOce/Pfp9a9ctUtVxb2kflfJsC4+VOP1qaeDULuevl/mNV3B3T1MDQPhzoVnpksU8S3n2gFZWcZ39jz1/lXDW/w6sPDepstwPtUsLloWkHyhSflOO5xjn1r2fT1eK38iRVV4yRhemO1Y/iXTGvA08YzJBHuxjqM8j+tay975GfY4eRxjg1RmnEannn6VZuzgcdRyay7idGRvWpGV7m4KjOeTmsOe8IJAYAn1NJfXRAI3E1xWr6xJcStaWZJY8SSL/D7D3pt2WoKN3ZBrOrvdTva2rEtnEkg/h9h71QgtY0hjdVfy1Yea69QScAD1PU06KBrPz02bNihXfGdhPX8ap6tdIWktrZZhDG/yh26Accj1Oa53JzdjsjBUo8z3NbR7lLrUJFgDII2JRC+eOePyAFad5KLWeJ4zmQHdsA6j3PesHwtpt5f3Xk2ULzTSDAEfVfc1714Y+GdpZJDqGtASTFgsVqgyFbsD7/WpWFc583Qy9s0+Y8s1/SblLOK7MDCBiN7kZ256Z/PH4Cuc0XQ73VNWaG2hZ9oJLdFX6ntX2HfeHdNv9FutKltkFtcRmNwowfY59QcEfSvLLfSF0eSSxjiWPy2KkAdT6/jWnsYx0jsTUqucm31MHw94JsdFSOa423d6nIkZflQ/7I/qefpXQyOcipGBIwc5HeqMrg7lJxzWkdNEZsZcTL0Gc1lXN2FPB6Ut3ceS575rn7y9IzkgAVVxWLF9qZVCA31rh9S1KbUp2ht2PlD78g7/AE9qbqmqPqLGGFsWynDOP4/Ye1JHbLEglwGt1YRH59u9uCR9Md6xqVLaI6qNDm1ewyFEt4I53hQxZYKrPjdgZ/LkfnWzYxW8AYi4RmRV3N0GG6geuOK4+7uWu5yFRQu4kBBxye3tWpZzMs5woOGDgH26CsKlNtDqVFLSOyNhb9U1lZFO2PpIZD1GP84p2sW4vdZ8mwY3SzJ+52YyfciotB0S+8QzFooz5G7552Hyj2Hv7V6fovhqy0aLbaxfM335G5Zvx/pThR1uxOt+75CX4ZXt54M1O30zVJV+zXqDDKflVs9M+oz+R9q9ilv7N7sxCRGkBMbR+p9D9K8q1TSft+lkKVSeIiSJ26Bh6+xGQa17LXNLlgiSfa9yuEN5GCvmMB3PQ8cfhmtatZUlcmjQdZnex3gsblbKT7irnd/dB6fgOn5VZ1TTLTWtMnsL2JZbadNrqec+h+o6iuDj1dbib7xK4IDMe3oPaul8Map56yWkvDKcxsT94VnRxKqTaNq+DdOCe584+OPBFx4c1eW1cZT70UmOHTsR/nrXEFZXl+zRSMQDgkfyHvX0r8ab3SpPCLxSvi/Vx9mdSMjJ+YfTGf0NeBw6Y0U1vFCV87YZ3G4fu0Azk+/euiq3BamNCk6j8ivb2qQmW2Z0iAGJJDzsABJA9TxipNOv4LmeKGQgJGAoCjCjJYkn1OdtVLu9aSKC2tlj3APlurEkn5ifp0rPs1ltrggjBzgn8653Hmi2zatNR9yJ1d5dBjEIfvlsiXoM+w/rXtPhP4ewX8FpqGqFZY2RZERTw+ec49M+teB2ou9Q1Jba0jaaZQFUIMgD1/8ArmvpX4XanJPpD6ZcqRcWZxtJ6Kf8Dn8xWmGgoLbU5ZVJcvKtmdNp9xHLGII4Fg2ZQ7eij6VqWgdIfKfbuTj5RwR2qnJZhZZI04EwPI/hbqDViznzH5UxAmVihHrjn+WK6pvsY07vfc4/xdp7Q3D3yr+6ZwrYHRsZz+NcXPcFm254r2a9s4r6zmtpR8kq4PsexrxDX4pNPvJbeX5ZImKnHf3qLjStoZt9dZQrniuL12WCO3MsxXGcAD7xNX9X1WKziaSVjjoAOrH0FcfJ9o1EyXtwuFThF7LnoB6k0pTsjSFNzdkV4IVkmWa4UqmThQOgH9as3Mq6dG6ywt9pEi8B8bB1IGO/3fpU9xKttbyGeN1nREVFGV8sHOSfUmsCUvcXpZx5fmNkbjnGa5177u9jpnalGy3PumwnivbCG4ix5UsYKgehHH09KzjFIonjRSs+zcv+1g8j9Kw/h1qRbTbjTJ+biyfoOpQnt9Dn866QybtSxFtmlXO3aeEB67jXbF7o8+Ss0y7Yzi4txIRhslT+BqwVGc456Vhaq89pLHJB13hnboN2OmPcVrWd3He24ljPsy91Poaw5lzOJvyPl5jzjxbp50y+faMQS5eP29R+H+FcBe3uFZQcV7n4q0T+29Flhj4uUBeE/wC0O349K+UvEesSyXcun2xZNpKzSdCMcFR/WqbSVyUm3Yh1zWmuJmtLR8Y4llHb2FZiNFp0sOJ0RwNwI52ntnHfvWdNcJH+6iA2jqfWqjtvOajl51dm0Zqnsrs1rnVCbWSzgmd4jN5gyMbzjG4/4VPpdt58ckO0lyMszcde5rDj4OcZr1L4caJaX959nu23SG1luvLP/LUqvCk+nIP4H1q404qOpzYmvUdrbvQ6z4E6eulvrc04jlMjRKjID8oG/wC7nucivZZbeS8tQbZxC8bbkUcg/wCema8/+F9vjw1MUTcyzndjvwD/AI1289y9o1rdZJgZFVs/dDZ9e3vWn2EZ05OT1ehvwyCWFJMY3DOPSuS8QaV+6bUFX5g5STHp0B/pXXrjHFRzQJNDJFIoMcgIYfWo8ja2tzyK4YDIPesO9nCPya3ddik0y/mt5ScofzHY/lXC6tehN7OwVVGSSegqUMi1G+GGYsAo5ye1cJqOoyanI0UJIts/Mw6yf/WpNV1V9UZkRilop5Pd/wD61UzqEUFmYoUO9+HY+noPSpbb0ib04RXvT2L0AgWO3SSB/IMg84r1buFX8MUWWn3XiPUjaW8eyPzMu5JIQdMVlSanc3i21szBIovlQKMYyeSfeu30rWbPRbKK0tkP2hwSmBnj+8a5anNBaLU61ONTRaIv3mi+E/DFuiXMXn3mMkuxyfwBxS+Gfh1JdpHeauGit2G4W+drt6ZPYfrXH3s8mr3xlcBtz7Vdsk4B5P519BOkpX90UHQc9hWlGnJK8ndnJVqRbtBaFSGzhs7WOC2iWOFV2hFGAAPap7cD/wDXUs+ETJOW7CqqTEHvXTY57lu4UvaSxBtpZCufTIrzbTtT1FY2jvNWtLGytH8jycNubYOyjjB9a7+SbKEE9a8t8YeHmvNT+2WpUFmy4Y8ZrGtSVSNjow9Z0pXOkh1qIYFtODvOBtPJGf0rrtNvprd45EK5UZAbnn3rgPDWq+H9K8H6j9p0+J79WzBK3IHYqf8AdPQDrn2qfwX4nS+32875uIj82f4h2P19a4K+GlRSqRdz1KOJVa8ZKxzvjC+vLm7luNWlBui5VLcN8sSZ/ma5nUNRs4ZttpM9xujIkcZUMT29cDp74r0b4heGjq+nnVLFM3UC/Oi9ZE/xFeMjrXbSmq6529epx1pyoPkitC9aO8T+aDkkjj1rstE8HXGv3bt5whjUL5hxwuew9TXK6LEJL0O6/LEMj619BaHBCvhTQpLWNYhPZmZ1JyWYscsfrj8gK6pRjy7HmOcnUstluVNI8O6foNqYbCHaSAWduWc+pNW9Kvv7B8XWt5nFvcnyp/x4z/I/hVxVkWEmVwT3xWZfm0eBmvGdLeMhyyD5hjvUXsrs1Su7HpOoazd2V+0c9qwt9wCyDjcuP71Q6jfRzXNtPbSlQnDJjBXuG/DGPxrl4fGNy9ssQtriW0QCNZXhLblxjniqf9tJPeERlVBbGAOTXn1sU9Yxd15np0MKnZyVmux6hpmox6hASCBKnDr6e/0NcD8XNHEejNr8Mbs1sNtwqDJZegb8Dx9D7Vb0XW1stRaRmzC42yKD09DW54i8UaPY6Xci9KTWrQsJMn5CCOh9sH+nWuzCzdaNluceKoeyntofJOyfU7mS7uWCLGM4J4jHoPUmozewRWUbi6BdJNyQck7s8sf0rOvbxJZ5PJ3CLcdgJ7Z4/SqHU03TvuwjX5VaKNCe5kv9QknZ3kDOXJfqx9T/AJ4rTk006hbJKrpECuVyCS59vQd8n0rIsYftFxHByAzfMR6V6tZ6RZSeBJNUT55xqC2xyMeUqqTgf7xI/BRWvJFR2OKrVk6iXzfod7Y3w0Pxda37MRb3P7qYg8YPH+B/CumvbCWxuxLp928qAnClsMOfXvXL3F1cwhRZwxSyk42SMFwPUE1Sj1K+tQrXN7aFgxBjEjMc+3GK5MTVS91r8Tvw9Nv3kzsrrW5ph5U5QlTgMwGSafoWqC11VYZCfLm43E/dPvXBJq2+cvL68sT0H0rQttS80eYIyEJwM9TXAq01JSb2O/2MHFxStc9inuYbaLzJ5AiZxk18rfGOHTovF99d6WVVLna8gXvJ/Ew9AeD9STXrl3fXt9ZpElwxVRtAbkgdwP8APpXz944juBr06XEckI3EqsgPI9c9/rXqRrUqkFy7/kcX1edO7ZyojcxmQKdgOC2OM02tKyga72q3+pQ5C9s+tS32nW8MDyIWUqOmcg1fMr2ORq2xmw5aRIx/EcfWvQ/D+sy6Vq8q28eZptOmtYz3VmXOR74Uj8a88t5PJuYpP7jhvyOa7bw/ZpqPjsW0moTWbRGWWBo49zM6Asq+gGBnJ/rV30MpRvOL7Ht3wcuhdeGb5o8ZWdSfoR/9Y16A1stxp8ltgJZkHc5HLfT0+vtXk/wEc3DeI4JGL25NtNGpPGGDn/P0r2xkVkKEfKRgiq5zOjR5I2/rcw9OvZoLqSO7QKkjDY3TAxxn61vda5fXTJp1pJM0DSRxkEOzfKPQn2H88VoeHr9bu0liJbzreTy5Ax7+o9AetS0736HTzRcUupznxM0kSaK2rxD57Rf33vH6/h1+ma+YNY1SbWbkxIWW1Q/i5/z0FfaN89qLWWO72GJ0YOjc7l6EY79a+Tdd0iz0Kzlu7WYS+dPKlso58uIMQCT/AHiKzqNxjc2w9NTl6HB3MuW8pRtVeMetV81I6ksSTyT0q0umTPFvBGfQ000kRO7ldlNG2urehrXtrhJZ3RWJlkdIlOOkY6kH8BWTJDJCcSIV+tSWjsk6upIYHINDinqyOZpNI7zQbAz6siWyIRZW73LBunyAv/PFe0ht6ht2RgZ5715TZQWWmWY1HSNYvn+2s+nM1xCsa3OEDO0Xfapwp3eo5zkD1AOkcajhQAKvqZU1ywUWLcn5c57VkTXIjbhsGtC5fAPpjpXKXtwwbnPB4plF2XU8K3Oa8/8AFHiOS4lewsW+fpJKD932Hv8Aypuua9I0jWFgx8w8O4P3PYe/8qwWtjbWTyouVU4L+p9KyqTtotzoo0ufV7E0OnSW2ivczsyw8mIH/lo3Qkew9axNN1KbS9Sju4SdyNyP7w7iu4+Ieo/azY2whEEcVsiLGgAAG0EY9OtcNbRefKIlPyfxe9Zw95O/U6a8VBpR0se5aHrUeoWccsbZVlzXBeO/CH2SSTWNOjHkMd08Sj7h/vD29fSl0K+/syVIwxEZ4x6V6DaXUV5AUbDAjBB5Brz05YeppsdL5cRT1PGNJV0sppx3OzPvjNev+AdQudS0OJpZQy2sK2aKOqhGZv5OK4yy0DS28Zz6Nd3U9np88+I3imijWE9yxk4xjoByTgVufDqKTTtU8Sac4uI1trhUWO4ADoQXHzAEjdgDOCRXrxkpJNHjODjOVz0Fz+7IBrIvJdqMM89sVoPIDHkEfWud1Wch2AyFxzQCZmXD6lKy3Woa/aRxOAGEQLSAjoMZxSJqcLbjBKz474+Y+59K5zU47Y38UspUPIQgz3Ycg17LHqXhbQPBFre21nBLe3UPmP5igtv/AIi5HYMDgd65lgVUdr/gd0cbKNrK/wAzmdLuw1qp3hD/AA44zWf440O78RaIDYzOJ4TvMAOFm9vr6VgPrsK6TLrJSV7m4vGLOx4KrxgAcDr+ldHo+vRX1rHLE4KmvPmp4epeDuj0NK0LTW54TIjxSNHIrK6khlYYIPoabXtnibwnYeIVa8gREvsfP2En19/evI9Y046Xem2dZEkA+ZHHIr0qNeNVabnkVqEqTs9iXRNz3pfHCLk+3b+tdzpuu3D+EH01IgIINSNxOw6/vF2rn2BUj8a8+06d4XmCMVLpjj2IP9K7m68O6p4U0nTrm7mnifWklhuYDHgQY2NEGP8AeO7OO31Bx0XOOpT5r+asemzqJVlVu4IyDgjPpXL6RoUF3ql2Lm5u5VhG5VaTGT74FFFc+IS5LnXRb5rDrkgTTKFAVH2ge1WtLuJEiypHI6UUV5Ej14nQ2k77GOe9S3+l2OtWRg1C1jnjPZhyPoeoooqE2ndGrSaszyTX9EtNB1M21l5nlEEgO2cfjXM6uxFqAO7DNFFezTd7HhVNJMxB1FbkWs3ek6vDqlsUNyicF13D5o9pyPoTRRXQZM9h/Z7ZpYtYVmI8sRBWHXA3cfqa97tZGltkdvvEc0UVb+FEL42VtZjWbSLqJxlHidSP+Amub0KdopNMmQL5l3Yq05x99lGAT74AoorGpsjsw6T5r9n+RyXxJ8Q6hb+GJnhlCPK4Qso5AIPT09K8Q8Q/u9D0ZV/jtwxPcnJP9aKK0xvxxRrhfhkcxbfPdru7Gt9vuAUUVhPc5zP1MkWaAdC/P5VnWn/HwuRkc8fgaKKqn8JD3Oj1zxfNrZskfSdMtHtRGkMtqkilEXOEALlQvJJwOTz617ozFpkyB0zRRWqM+iILt2rz7xjfz21gxhbazyBNw6gH096KKHsOO5yOmW6M8CcjzXCsw64JrtvGml2dp4h0nSoIglnmNTGP4ueSfc9zRRXE9z2KS9w4rxpK8msXMjHnzniA7Kq8ACsnSxhyaKK2p/AjixH8RmyWPXNdF4dv7iS2hdm5IGaKK5sX8KNMK/eYy81o2GqX8cun6ffRTSh2jvIN4DKMggggjryM4PcGtrwTPNd3etajcytLdXcqSyu3diWPAHAHPSiiuih8KMK+7OxlO2LA4wK5rVpGGfpRRXQzmR5Ys8l/qDT3DbmUnaOy4PAFd3qOU+H8V6CfOkuXiPptCjtRRXNJu7O/DpXXzOd8QqLXRNIs4siE2n2ph/ekY8k1k+Fb+4g1LYkh2P1XtRRWUknRkaybVaNj1W0mkKg7qreL9GsdU0aee4i/fW8ReOReGGBnGfT2oorzqLaqKx1VknTdzxm0OLmPH94CtXUfE2r6lpdtpl5fTzW1tI8yeZIzEswXqSecbePTJ9aKK908Pqf/2Q==", 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", 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", "info": {"video_id": "72057", "label": "moving toy bike and book closer to each other", "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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F92T5d4iS44IkQH+dX9c8TwxQMxfr0UdWPpXEB5by4a5uGKlh8qj9BSlRhFaBTq1JvU6e2RRYqWYGIAsGIyAM+n6/jU+iQTakk9pGjOE5VvY/y9a1vBngTU/EXlvJG1taMABNJxx7Z7mvcfC3hPRdGt3htLZXMbbWlkX7zd+vp70U8Ha7nojOOIdN6dT5R1ixngmlimiMc6yEPHggg11PhvwFcX0Vrc6gzW9uo3GPH7x8/wDoI9zzXtnjvwpZNqkOvpbqZyFilOM8j7rY9e2fpWIgYKD+dX7NL0MuZsq2dhaaXaLbWUCQxL/Cvc+pPc0kkgVfm4qSdtgyOhPes66YbGYNWqJI57gAE547VlT6gEByaivL07Rx04rmNV1lbNM/elb7idz/APWp3BIk1rXBDGcks7HCIDy1cxHFcXV3G8q+ZNKfkXOAB0/KkiikuZ2lmbfcOQqr7noPYUX84sohFsjaZZNrOWyflGMD0Gc/Wuec3J8qO2nSVOPPI1NMe3M6QkKCCSZA2QeuCfTkD8K1ZI5b65ghsIXmnY5RkB6+w/rWX4A8L6j4m1GWK0TKjaJHxnAbPQfn9K+lfDvhPTfCtqEkXzLt0G+dRkj0A/xqoYS8lOW35nNUre9zHMaJ8M1untJtZYISA3kddx6nI9Bz1/WtHxz8MtM1GKz1C0UW72gKz7FGZY+3tkH9Ca7lFfzbe6RV8pRtbd95Qe+frV+5UPayqQCCp4Pet7JLkSsjOdSU25s8isNMstHtFtrOBYo85OOSx9SepNLM+DknpWvq+nNplyYiMxld6HHUGuemlCMwboeanYRDPcFjtzxWLeXeO/FTajOFbKnFcnq2qxWkTSSscdgOrH0FVcLEms6slrbGSV/lzgAHkn0rjGZr66Fxd5C8lEHb2+tLKbnUDJezqQqYCL2UnoPc1YuJo7aF3kWRZ02KirwEUjJz7muepUvojqpUbLmkQXEy6dGVljkF0JcEBsbOMkD3yRn6VvWlxarbblJOWPyH7xx0z6cd64ly9zekvlS7E/Oc4zzWrDdPDaOS23A2cdcE9vxrGrSukiJ1OZ6bHoHgLSbjxFqtxaxMioB5mxj09Tn055r2/SPDuneEIIRBbiWSckSzH72cdif6/pXhnw8uL/RdRttWkgkSzLhNx43KeDj6jPNfTEsUd5aRvxjh1PXt1rsoKMVsY1pzkrX2GRby8Vwu0KBtZcchT3pdYtBe6dJBwCxABI6HPBqJDJDNDcHPlviOQeh5GfzxWkrJKgZSGU9DVN2kSleJ4/f77OeWCRSsiMQwPrWPc3BVdxPJr0Dx9pe2NdTiXriObH6H+n5V5Hf3O0Ebj16UkMrajKJWIOMH1rgNUdJrxre2ALA4dlHA9h71oaxrL3ErWlmSW6SSL29h71TitpLLz1VNnlpiR8Z2E+/rWdSpbQ2pUXN3exFDaolqHjRtqEGRs4xk4UD1J5qe0mt7q5uiCIYYCdibixbPAA/Lk1R1a4RpJba1ikWFCMBmJ2gdz7nNVbT5IC4OSW6DqMf/AK6x5bxuzWc0nyROxvZYLe0khD+YBgLsPQdiadbXMVx4enjkuUW7VfkXPVOc9emP5GsJppZRDBHGWaVywSMZLE9h/hXc6B4EDBLnV4syZytvngf73r9KyhQdgp1vZ3v1MHw7oWqXdwup2SeWkK7wXODIR/Cv+NfSvhfxXa6z4Xhu7iVRKuIpd3d8cfn/AI1w1paiPaqqABwABgAVFYLB4e1q6eZonsrvBFoy7iz5ySB6A8/ia6nJU4XuYwg6kuXc9RWeIw/bYG3iAEMwPLj0x+XPtV2yvEu4QeA4HzL/AF+lefjW7FYv9BaRFdiDEGzj1HPb2qxb6s1vJbzxgMVxlAeMelcyxilNJnY8A4wbX/B9DP8Aiv4Bj1i1fXLKEfbIl/0gKOZEH8XuR/L6V8531o1i7MWKnOBjvX2m+oWy2a3BcGNhke9fK3jC202+8canJpzhNOhbcMnhP7wX/gWcf/Wrtk2o8xxQpuUuU4+G1kkja6mJIHyjPYnt9au3V0tgwnEkQmdHCoBu8scqOfU8mp1Y6fFbXEyJtkDyxJIwK4IIDEf56Vz90Li5RZmHyDgADH41zr33rsds7UYWW59rW0sAWKOK3VNnAC9FHt71ZsYJbO7ljeUyxSjfGSOhHUf1qkkTrLLDgo7xvsIPOe341Z0a6M6SwyALLCwVgRg9PQ121Nzy6bbV2WNStUvIUgkGUdtrfTGf6V51qVq9jcSW78NGcZ9fQ16iRke46VyvjTTy9mL+MfNGNsuP7vY/gf51k9UWtGeeXcgCMfwrn7u8CIQDzV7U7siMgckda4PXNcFmDGnz3D/dT09z7UilqN1vWFtRtX55n+4g7+59q5y3VpLwT3StM7ckA4z2AHtnAqASoLvzrx2ldjl8HBPsPSg65PDem5gVFfaUXK8KMY4FZy5pLTY6qap09ZvUt3FykNrkQuLp5jvIJAAGMIvvXS+HPBNtPbNqmvfLD94QgkYHv/hXN+G3g+1/bLw7/KJIB7dyfrW/rHiZtQso4LUMIZTsRTxuHc1y1Oe/JD7zZzhKPPPbses/B290FdU1aw0iBYzsjYsG+8AWGMn65r1LU4iUR9hbaDnFfNXwwnfR9Uk1VVUQrLGroO6Hd/MZ/Svpm6uIzaB1kRUOGVmPDKRnj8K76K5Elc82t77bSK0EjQ3yKebecLsPb7vT9K1sAjHY1mwpvsBlCkCANGD95j1B9uaqaVqLx3D2t2dpZzsyfut3X+ooqSUZJPqVTi5xduhL4j0w6hpbGNczw/OnuO4/L+VeP6lcCJ6956ivC/i1Zp4Zuvt+G+y3WTGo/wCendf6/TPpTJOK1zWIrSFpZW9lUdWPoK4gvJqFw11dSKm0ZVSeEHoPU1DeXslzIbu7OXP+rTso9qzJLhpM5HWs/j06GytDV7muNTihghZLgl4ZA6R7TjdnJJ/Sqb3DXl9JcSs8iFy5LdWPqfSs6tbRLcXN8iuD5SfOw7HHT9aqnTincmviZcjb2RpTaJLetAUZIixAw2d2PXGP85r0LQPhxa2m261XFxKuCkPVU+vqf0q9BpFnaT+EbqEiQXsYnkkI+8zPjGP9kcfXJrrPLm3Jh0C/xepocUtjmpSm/j3sv1KV7ZrPaPAAApX5eOh7V13hDXbq68H7IojNd2bCF4+p2Z4OPYZH4VzdywTjOW+lV9L1mHQtQuGsTcSX02PMgVSVwTnPA/zzUzmoR1OmnBzlZHoNprsVxFMl0jRS8rk/w/gelRaRqgsWENxJujZyC59ezfj3rk73xMZ4j9ot2jmzt/eRlTj60yDUBLbktIOTgMOn4V508XLmXkepTwkOV9L9D1K8tIb+yltZ13RSqVYexr5T+IMd5ouvXOh/OrRn5pyMbkPIK/Uf4V9KaR4ht5dOAuZMTwqA3q/uK8N+OviPS9RvdNW1jAv4kYSsDk7D0B/HOPqa9OF6kOeOx5coeznaaPNRCunTW6NMkMh+YEniM9txHfvVS71JRBPaW9xJJE0ocHGN5A+8f6CsqWUyHJz+JpqfeBxn2qVSV9TV4h2tFWNfS0ZyYWQs8gLZ/rWtpPhG+1LUfs9mUlDDLyAEJH9Se3b3xU/grToLzUbOG6laJb25SAuBkqpOOP8APpXq+h2MVjrviC2t4kiRLoIiDoqgsAPyrScV0OGFSTm+y0+ZB4f8GafoIWTHnXjLh52H6Afwitoj5wT19qtxpLucyMu3oAOwqrLJh8L09RSSNmy4gCgHjiuQ8Z3F/ZX9jd2EkSSS5td8nATcwOc9umDXSic4A5rD8S28WpaZJby/xcj2I6VMoc0WmVCbjJSRjjVY0Iju9XgvLrJLGMMFX8Tya2NK1J7qR3WTcFGFJPH0rzHTNLj0XWLZtRgiuIvOB8vdw4HJQ/UV1XivxfpVn4khGkQLDpsYAkUDDNnufcenbvXBPBPlckz1KeO5pcrWh03i/VNVGhwWltKkFs7MJ5/4o1P+PT/9deQNc6cjXfnTMqIP3UYBJlPQA+nrXs0ctpq+mGCQLLDMmG9CDXhnizQLjw/rL20uWhb5oZf76/4joarDVfax9nN7bBif3L54LcoXN2bwxj5vlXBLHOf8BWpYwy3sL2+cbcDeBk59APWsGPI5A5r1f4V2lt/wkMFvLCGZbSedGPRHC53H1xk/jivRjGKVrHj16s5Wtuz6TlXbdqSm+RSTGo78dT7Vn6lDcW8zTwhXuJApmwPlVQePx7VvJGiuzqBubqeuarX1uZFEsYYuOCFOCRT5r6CUeXUks7tLuLcBtYcMp6ipJ4I7mCSCVQ0cilWB7g1xsWq/YdbZJ4mhRJUSTnnc3Rj/ALORgexrtcjHWos1uaScW/d2PmT4jzy+FNWn07BebrCT0ZD0Y/56g15dMZIw1zMTJNIeSfWvpH4waPpmv3OigTxxXiuytN/0x2liPcggY9M1876+ytdm3gXbBCSq56/j71nO/Nys6aVO1NzMVmZmJJyTSVPBatcSbUPA6mpJ9Onh527x6rV8y2OZp9RIJwlu8ZbbvIUkddvf+Vb1qYZUmugBsTckIx0XAA4/GuX6V1nhDTYtcvxpdxfy2iSRStH5ce4u6oWC+w+U5PtQopO5FbmnDl9PuPSvCmlyR+H2tZAq/a4Fukx15Z1XP4IPzr0Tw7cR674WhglunhvLAmIdwQemR+n4V534E1SfUtNW4nnaQR20UKg/wBd3ArdmvdVaVGBtLa3VyqyGXG/0OAM1nVmoR1V0b0ouctHZnX29/qGlQtG7b487QM7lb8+lVJ78zM0isoIOcp0zXKXGszeUsTTxS4bBMROD+dLBqqhVjVMux4XPAHua8udST06HqU6cVq9z17QdQXUNMjkxtdflZc5wa5b4pnSNS8FahZXTo86YeH/YlXoc+nUH6kVj6dqs1vITDI8TkYyprkPiCl++iyyhZJvm6xgkIuPQV6FDFU5QfPv08zllhGp3Wx4dfEteOoO4A4Wq7o0blHUqynBB6g1OpeOcNG2ZSflb0961I9LhMGZcluuc81spJKxyVFq2YYODmt3Q2McNxORnjaDWReQpb3LRoxIHrWjYTMuh3KpkMkynI9CpH9BWiZz1Y80Gj0bTfED3l34WSRAlvbW8VugHTKOQ5+pOD+Ir0onLZzx2rx68s7O08HW19pGqX0ywXxWNriFY1mO0GR4R97ap2g7vUd8geteaPlBPUdKOliYw5akpd7Ed02CTn8K53UZtQkc29jfW9qsqnzDOcKxHQZHete+l2xOfyrjdWIuYnikGVZdpFROHPGx0U5uEuZEou0tcrdast1cscMqLiNT9SeauWl/uu41HzDtuHH4UnwrtvD9zrssWprFLCFZ1342GVO7evy5/KtDxv4j0zVNdsdFsrfyrJ5wH8obXkx3J7Djgfj9OZ4BOLk5Wt5HfSxs3LlUfxNWCcSBo/M3owx16V4n438O3+i6vJNPJJcW9w5aO5bkt7N7iu1sfFECa3PZ48pd5MQb09PqK6h2s9VspLS+jWW3lGCrc/jXDSrToS5XsdVejGvHTc+eacrFenfvXb+J/BK6SslxEGa1HIkXnb7MP61w1etTqRmuaJ404Sg7SO00PUhod9o168YdbW5jnZT0IBz/I16h4Uuri41TXGvflujPuf3JLEH6EEGvLPC9tp2va1aadrF5PbwTqsaTRzRxrGQMEsZOMYB46k4HevR/BbSnUtZS6Nx51q6WpW5CiVfLLKN23jO3b0JHvWlznVPW/m3+f+Z2vQHk5x61m3LhScnirZkVlbBGR+lYupzMoG3OfWmaEct/sH3vwrF1vX4bG0eaZvlHQDqx9BVDVNUisbdppm2qOgHU+wriJ5rnWLoXNwCVziKIc/wCTUTkoo0pwc3ZDC2oa9qyThWLk5iiQ/dxz/wDXJqjr8a292IFk8woPmYdC3fFdp4Rvm0wa+DArSi1WPeANyAnBAP5flXA3bq9y8pOSTWEZNy1O6dKMKVl1O18A+JGjH9mzv93mIn09Pwrute0i18TaT9lnwHHzRSgco3rXkmkwFCLksfNzkH0r0fQdaEsKq7crwa48RBwn7SBrh6iqQ9nI8qu9Ku9N1f8As66TbIHCjHRgTwR6iuq0LUbqw8QxxW8oja5hkstx7eYpX+eK6fx1p0F7oyXiAC6gkXypB1Ge30rlPFHhfVPDekaPqt3JOt1eSSM8ZQj7MV2NGGb+8Q2cdunUGu+hW9pC7POr0eSoj6zsWZGgUMdsqFiD2OM8Vp0UV0T3Oel8JyGrwRzeJ2jkQMk1hJvBHUo2VP1BqR9Vuv7HsjlSXTLEjrjiiilS1rxTOyy+r38/8zwrW9SutV8f34u5N6W0E6xJ2A6fnXld7IzTOx6ljRRWM9a8rmz0w6saOlgCDI71Z6yCiis5bnMc/csWupSeu8/zrU0rVLjRZrfUbTZ58QfbvXI+YMpyPoxoordbGUjt/hVK/wBl1aPPyq0RA9M7v8K6TxRaeZEkiTzwkYXEbYB98Y60UUpJOOo4tqWhJcaVb6TpsLQGR3l2lnlfcef0FUFcrdKF4680UV4092evS+FHQ29zI21SRxgdK2opWZtpwR6UUVgzpRyHi7wdossMupJbeRdKNxaE7Qx9x0rzY/cFFFelhm3DU8rFpKpoczdsWu5Sf7xqxYSMsFyn8LKpI+jDFFFd62ONnQX/AIwm16exhl0jTLUw7II3tUkUrEMjYAXKheSTgZJ5617SrfOTgcCiiqQmUb9yFYe1ea+L72eJIYY32rMSHI64HaiikwiS+BoVfWrG15Ec8qB8Hnk9vSrcShvGWoysMmwgmkgB6BhwM+vWiiuSbfLY9Sglr6o8/v5pPtKy7z5j4kLd8mvSPDN/cXNhG0r7jjrRRWOMS5Ijw7ftJHXW582KRJAHUjBDDIIryHx1pFno+uLHZIY45Y/MKZ4U57e1FFZ4FvnaDHJciZW0nXn0ezaM6dp1/FK+4x3sHmBWTlSCCCPvHIzg9wa7/wCGWp3eq3viK+vZTLcXLxyysRjLHfngdB7CiivVW55TPQFYiDI6nmsTU5GEZ+tFFUI8n1O4kv8AXZknbKRSFEUdAP8AGuz8H6Zaz6HrOoyR7riCPZCe0eRnIHrxjNFFcdX4j08ItDDt1C+FLyRcrJdXohlcdSgBOK4RjvnOfXAAooqqW7FitkdDbEiEAVasbmWHUYkQ4DqSfwxRRSq/AznpfGjqNUuZZNAYM3/LRK5/UtVv9Z0+20y+vLia2tpXlQPKzEs2M5JJzjbx6ZPrRRWGF+E2xO5//9k=", 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", "info": {"video_id": "72057", "label": "moving toy bike and book closer to each other", "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": "d2801e7affb7c6d90cb3eb9249403907e8899606fea0708f7669cf15666b5e83"} +{"episode": 55020, "episode_seed": 1681064956, "split": "train", "timestamp": "2025-10-13T03:26:15.422301", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1681064956, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 helmet onto the motorcycle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "60694", "label": "pretending to put helmet onto the motorcycle", "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": "60694", "label": "pretending to put helmet onto the motorcycle", "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": "43fe11bf37873446331c609f5b85406ff2664f72ca90f8bb99ae04b10c4618dc"} +{"episode": 55021, "episode_seed": 906741339, "split": "train", "timestamp": "2025-10-13T03:26:20.218071", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 906741339, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 brandy bottle on a flat surface without letting it roll'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17573", "label": "putting brandy bottle on a flat surface without letting it roll", "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": "17573", "label": "putting brandy bottle on a flat surface without letting it roll", "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": "867d17e06d67265915b9c6836140e04ccbf4890a1c3c92e30c8f7d8372f153a6"} +{"episode": 55022, "episode_seed": 965656315, "split": "train", "timestamp": "2025-10-13T03:26:23.163114", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 965656315, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sunglass 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, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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bxQZZnW0jjijJ67AWP1Nc9PqEspJZ2P40W1hd30vlWlvLPIBkiNScfX0rctPAWsXB3XAitEAyxkbcR+C5o1Znojf+F0jP/apyM/uuvp81ejmR/uRjc4wT34rkvCvh2Lw754F48zT7d52hAMZ6d+9dMJ8ZjaKQxtySTnPpVIm9y606AqHTYdwAJA/L8anR0kYBWXOMkbcGs6F1N5IWdcA9HXke9WomiDAGf7xLAbsUxlzZuyc5PPByBj3pywpF0TAbqVquZcJksjeoLcY70yOSSTMiqsfODgZzgcUAWiisuxiH3nOSBTGtIg/zBfunIKDJ/GmpJuyCfmJ6Y601ZQPlkjETdFwcg+nNIBBbxodpRVHUnOKz45bG8d0t7uN3VvmUHn8q5X4g+JZtOK6bZpL50y/MQdxz6e1cVaXrWFsJrl3SfcflRvm9sntSuUoXV7nr8trFhWKLuLYBx0+npUkUse4xYTzOAq7zwcfyry1PiFqEeE85mHA+cAmvVIgkwGSFIAAAGfwqtCEiVZZJVdWiUtgjKNnHtU1vNF9nSJ3kbceAevv0qt9jA4dwEyMEt1Oe/pTo7OONhuYuR1z/AIUDLyT2y4QZQlsAFDk0555GDfZnzg4I25x+NUJYY1DyRSbkzyWycnPPH1qvcSSxYgVh8+BuY8HPoPX2NAGqbiISNH9pRpByVMgJH4CpGudwwkgjfPRxnPtXlVlHNN4nRQ6RhZdzb/lYIDz16k9PxrZl1We11B2NxMse85DAgBe3Hp+FXyK9kwaaO7NwpBDIpYD7pG4N9PWmyCPB27SMZI/+tVG1khubcSoxYMM7Ubr6inOscagK+0Z7DrWbEzP8Ran/AGZYtKsimRuF9veuC03VtQ8SGZZNtwbdgIQ5AxnOcn04pvxC11pNTlsIQf3ShcnoeM/1qt8OUmigv5JoJBudCp29Rz61N9S9FE6BdFuCyyXEPyd41wfwz3/Snx6VC0p3wYZT/vD1/OtjzEgjLBMFiM4+XPvzU4khYgxuC2c8N27mqIMObSbV2VZAARnJWM/NTf7IgAbylHC7ghJBz7Z7V0ZjSXbhFZeu4ncKk2Eg4wQc5QMBn8e3/wBego5I+Hot5aXKnaAoL8qfUdjUZ8MW/l5VCCDkfOB+Ga7NII4iRggN3JzzS+WrDYQrlsnlRSsFkcO3hcSBjIWY7t2SR8v/ANaqx8MSodyOrO3HzD+vrXem1iEpyFztIIKDJ/HrTVt4w2zYgz1OMGixLSOAk8NtlG2gKerdz+NUrnw/L5pETJjHyqxIJPY/SvRZLaIknLKQee2agkhGxQUbk/McfqaXKiXFFBZm8gicNGAOMPk5PqTUhuAsIUSyAryARkD2zTY7y2CjzNqHoCRyfepkltN4i+/xu3sc9+5/H6VZoSx6gzKxUAIoOG2A4PfP/wBapY9SfqVQgL94A9fQ+gqNblYlLrGHPTB6DHr6e9MlEAnjUru/vE9u9AC3d7HBALjYjzAFlRRwTjkk/wCFc5pHjebUL6S3uY1QbHcSRhhtAHPGau3U/kCVp43uImjYthgq7TnnHrXI2lw1j9ont7RMuhVWdmyFPYYH86fQZzesXUF3qryxRSpbs37sEckdq6jSPBQntYbm9uWiV1DeRHHlxnsSelc3ebwCAm1xxjPIruLDxPK8ccU7fOoyxPRuOajlQSk3qdTptvY6XaR2tjb+Uucncclj6se5qeTeQwChFPocfjWANbR2EiIreuPvGrDayCn7yEnBwpU7sn+lWjJmvFsuZGRlQ7MYJOccVY8mXcCGJ4wMdF/H0rF0u6F7v2gq643YG0f/AKq1IpbsO3mN8nABVc4pFLYnNvMzEvKcY7nJI64qeS2kCIRJkHI2nn/Iqos8qRKvzNs/vZz9PelF28YaXyWYsAoA5YE+w7c0DJRI1uFkbCqvyqOvPoP/AK9cn4n1m/W4h8qaeMMCwjRsEe5FdOzso8tlJjOSzds+lcxrOl3WpS2kCIAFUgytgkc5wT3qoy5R2Rdj1nUIdHsZZdhkmUu3nddo4HpyRg1s6XqP9pW4O5VfG4qDxtPf6VyVzpeqfZ97XhuFUfIJEUOcejYyR25qr4aW6i1eW52SD90Y1DfJjPP9KG01sKxb8c2nz3DwWk892AoeZEJWND2H5cmvNreK7u5fLijeVicKkY3E49q9hvtVu7e2BCB277e/19K5e1vLezuZpobWOJ5Dl/LG1gT1we34VlbUpy0ODMUnnCMxvvyBt2nOfpXv0EY8jLOy4HDsfmHrz+FcYdYjuZ0KSo0w5UlAWUY5HrXXKPKgGxhFwFGecj0Hv71VrEp3LIt2EJQtvBJPJPHpUjeeW3BgAPvDsB/j0pF3quUYs5ByXOfpUZM0RaRw0pPHlpjP4D1/KmMlImO1CQYVHIA+bPoB0xj6VFIryJncrgPuBUenYD+tWDKfL3vu2/eIbk49wM8fSonYzxEgiPJBVMc7fx/lSAwD4XgmlmlusTSSSEgyDgA9/XI/XFUr/wAMbYlFiHWMZBWbJwPXuRXTvPI0uIBkZ+diATj2/H/9dTrGy5JZnkJ4XOFxxwQBQBnaRa/YLKG1LkeUMgLjHPerkskqSHLrID/D0z7mknWRJty4QZGQMfN27/yqGVj5jcDbjI5oEct4utNOa4N/Iz/ao4vLSLAKEjpmsnwbJdG4vWnypkKBBIcevbvXQXsMe9pGGWfJ3qmMe/tWRpUDwyzmOVg3CncoJPUd81Nuo3LSx1Ecyb2UyxrORjK84x9aem64umWQMyKwIIfjI7H2/Ss3zG3DMSkAAZIHzHrSCSYyOUhCZHJUnA75z2NUSbkMTrIWJUH125OM5xU5kbZyrEE4KqcECsSQTxhGK4G3bvViv5c9cUiXZ4Z8tEi4O4kA/XP9KCjZS5eTc0a7VJwd7EkYGOAKkSQMDnGTn5T/AErKN1I6bkkHl43bV46+h704u7MQVIwfvBjx9aANFJlJ2tGYZOgUkH8jSEK25kLDnBDHdzWcGnbCsQBnHfH50/MwYnzN2Oqrxk+59aEInl3FTj15Jbkf59KgL5lKhzt25zgfzp0WJVPm9c545qvcNtBCqoPTJc0ElEpDISzxkgAEt2OPfvU7ISpfexTGc54Izms20WNrl3BZypGCy5I9gPSrb27yAZkZUOVwo6Z7Y9cUyiZbdNxdQHGMkY+XjNI0Plq6fvJRL1+b5vYZxwBz1qNBLGyxCOLyMcE5BGPw5HHWpXklXiEbvMyDJgYA9Tz+WKBkU1sssmxgr7gVIb07jHNQfYEWNfLiUhRhQVO0t6nvn2qecxxhZiHOF2gPnn296gSJ5JS8jjYVwFzjAH/1z0oGZF9oMFxcLOBubIVgnX8RSQ6bGi48kbRxkjr71vJ5TERwSRKEXsASR0H05qo9uEuPMGGbs2Oo/pSEZiWyxy/IWUE5ODnNQM7ur7GMeAdxK4Gfoa0WIHmfOSd2MDOenSs3SLMav4nk0ufUJLaJo5PL8tN+5lQsE9AODkn09TRsQzZ8Oy+UJwmZSiJvCLg5IPAz6etdHBJJsDyBQBxtBLEg+5rgvCWoO0d358zj5EbIbletdvbXtqYQQ5wG2KG4LH0xQNbFg3ZMylU2oM7i3YA1YV17BTwec5yTUEVzDPI6Lv2g/Ngd/TPekje0gLxK8cZGSyqoHvj/ABoGibCKw2sS7L0HRR/hzUIkVYt8kYjGTuGB09h3qWKNFZpFZ1LNuJJyT9M9BVYqk9yVEisFJVkHYjk/jQMcji4KPFDneMb5COBjPUdajmhiVW2Had3KIc4x2H6VPk7CIioJPzAqR74/lRvZogjqGAHzMvQn2oEZc6h7YtjZ2IJz/KsO+sj5QVepbOdvT8a6Jzvj+UYLYJJXIGT1rE8RSvb2DyROUYOAGXjjPOaGgMF7WS3dWRMttPzNzjNehI14ZZgwjTZjbwSMeuO/545ridas7S30G31PT9Vv51Nz9mBuYgizkJud4v4tqk7Tu9R7gdfAfM2qgkdoQGlZUKDJ4AJ/EdPakCZrCe7jVFfZyCxkBxj0AH9aVLuSKLMys7vk7EXAx6ZzWeJZCSDDIwVM4YfKGHbOfX61YnaUoRHGrE4GSeh7f570xjxqcvmIvkqQ/wDGg6Aexx/9errznymEagv0Abue2SP84qo0hTO1FL8fMMgjPce9RyXQtYfMn2rGh+Uke3AA/iNMC3EhEbBUVT24+U49u3NRyNH5wKRGR9331HQ9KiFzLJAGiZegDGQHJ7/yNEZLnI3AHAIzgfX/AD60CHSScAh2CDJ3E47f/qqCUjYzMoYkgE49P6d8U+TzGLDaUweN3O0f41mahdSwQEwKGLY2Ix+9g8j8e1IBty+6QxM8eCOW64J9R24HSsm2maCZpFbcxUZZmxgc8kf5zTdPdNS8YNpmo39xbW8z7VeGSKOOLgE7jJwRjPA5JxVe1e4t9W1KzuGuM20jRolztDqAx4bHAPAzjikK5sw6kk5YJCzOmMEgZBP8qkF+DFGZQqsV+cDp9fpxnn2qlFJDOVA2MTzuBJGfTP0p/wDo6yCEkEMOing/j0/DNMZdF+uXLybgo+Qdv5df/rVXeWORBFIcyJmQE8lfT/8AVRsiZB5hVgnz4K5Ct2PPFI0bKD5u3BHy5649Se/07UDQsdy7RRgyEsRkELtI+g9KmE5ZpJlZgq8btxIbHXA6VUieNkV1k4YE5J4APU5Ax2oEkTOqRs0hK7VWLOAPYdAefqaBlz7WGBMYy+CAAf8AIFQT3kkaLviO5uuOjE/yqvNGYot+/ahbIyvzKPT36U3zx9nDKxCt6/Kf8fSgljxMroxWRscAqrYK1VubxmlRVudz8lcYJAx6Vn65cywacvkS7ZN+cqDnH1/yaj8Q6Bq/h/RNI1G8lnFze+aZInjIFvgKUDHH3irk47fUGglk9hqVw175ZYbAzEDHoAavJeTySW6lyBKctj6ZwPSiigZcub2aGGB127pGAYkdsZxVq0ke4WWWRuVZQAOBzj+VFFAyve3Ukd9bwjG2TzN3H90ZFS8rFblWKhkGQOn3c0UUDGYBmWLACldxxx0zVSX/AI+XUcYAwe/UmiigCKfIjVQTgl8e3TpXJHVbnSPEk17a7PNgdggcZHzIVOR9GNFFDJZpeCODfJ2AjUHv3FdtOqpFE+0FlRmBI6YFFFIFsNGPsceBjeA7YJGT/hUU1tG8flNkpu4X0+bHFFFMEX4PkZUX5QEDZHrgH+ZqdIUUggdBkfUnBNFFBRBcMZLjyCcIc5xx2oMKrIIwW2bd2Ce/NFFMRURyzjIGAwUDHTisDxQfL0qQAA5dSc/WiikxGJrvih9dhtoJdK0228hFjie2R1KIvRAC5UDnPA5PNddPeTWdqhjIbYAy7/mweBn9TRRSQkaMt06SQwqFVDliB3IH/wBerUYJjSYsxZgFwTkAZ9PXiiimMlRn4BcnaMgkDPWnSRCcB3LZU4ABwKKKBoWKVpJI1YLgkA4HbNRf66WORyd46EH1x/jRRQAyQYmIBOG6jsaqTqHultW5ikiLMD35A/rRRSYHC3WvNpGo6jF/Z2nXkEk5PlXkHmBShO0g5BHXkZwe4NTafcz6zdajeX0hknuMTSN0yxyeg4x7dKKKESbijNsuCQDhsDpmm+UsMLSRlldRw2eRgZoooGh2l3Et5p6XErfvDjlRjGTiprRjcTzF+cM8YHoAf50UUDIbld5EJYhD1A46nGf1qeEbLYsvBGAPYE0UUih8sMfkFtvzdc+5OapMAyOuPl5OMn1ooqiTG8QMVtnQcKGB/Gsi98QapqOm2+mXd7PPb20jyp5krMSz4zuJPONvHpk+tFFJkH//2Q==", 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", 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", "info": {"video_id": "182298", "label": "lifting sunglass up completely without letting it drop down", "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": "182298", "label": "lifting sunglass up completely without letting it drop down", "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": "4b6c1bfacacd78fb34b2cb8008fa95ba42cbea667596da0c47b02c03894be4ad"} +{"episode": 55023, "episode_seed": 3248932050, "split": "train", "timestamp": "2025-10-13T03:26:24.174324", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3248932050, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 door 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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"info": {"video_id": "60048", "label": "moving away from door 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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"info": {"video_id": "60048", "label": "moving away from door 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": "1b2d5dd9223f304c9281548e25208e29f791a815a242a4a45f4a89608401cf84"} +{"episode": 55024, "episode_seed": 3791016711, "split": "train", "timestamp": "2025-10-13T03:26:24.901507", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3791016711, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wedding card behind candle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "71586", "label": "putting wedding card behind candle", "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": "71586", "label": "putting wedding card behind candle", "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": "240445fc9232ea4e3083e7f882234956e3347f9ab7b43005c19072ff92162716"} +{"episode": 55025, "episode_seed": 2859760104, "split": "train", "timestamp": "2025-10-13T03:26:26.766572", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2859760104, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming flute'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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hBpG9/dJbXlGp1uuZmU9COaS0H3vSpIQBdY9R/Wr6HNX1hYvWsRxg16n8MLd5tF8TxRjLNDFgevD15vZAN17V638Jl2Qa6R12RfyenFny0XZpnG3N63228Td8vlsBXMQzf8S+cZ55NX7iYi/vDnoGH865+2m/0O5J7nFVJan1NGWi+ZHa/OjN6HikLbZn/wBrBFFmMQfUmmzj+Idqho64fCiMjhTXaeFCT4J8bL/1DlJH/Amrizyg9a7Hwgd3hTxonrpWfyY/41HRnNjv4L+X5o4OIfuhTtueKIv9UtPxVIi/uodaj9571ccfNn3qvAv73NXHHGfcVonoYyfukssubC5Ufwp+paswkto4IPKsSfzq1Mdi3kR6lf61StDuspozTe46Mrpehaj/ANUMeg/lTZRyVPektm/cAH0Aoum2HGOSM0mj0Yv3SuW7V3fg9N3w68dKEyPscZzjpgsa4Eetd74Isbm+8DeOPJUlfsKKOcZYFmx+Q/Woa0ZxY6X7l38vzPPYuIkqX+lRRA+WtSgGpBP3SeAYYn2zU5/5Zk9yKgiBGat+H9PXW/EB0241CW1UpI0Xlx7izqhYL7DgnJ9Pemjmr1VCN2aFv1b3Ap4+Vzx6msrQZ5bmOUyuzYCkZ7ZzWlK+AB3rogvdO/BO9BP1/Nkm75wB2Ndj43UN8NPCT88PKPzP/wBauIRsEE12fi6WWX4V+GG48tbqVOnpux/WiexnjH71N+f6M4ZiN2Caj7AHvQc5zRsJ4pM71LQso4CxrnqSDSWhP2ieM9S3H5D/AApiI2VJ/hNSRhRdl858z/P+NJmGIj7Sm49zorONVgBIJIJGKkePbg9BRZKRCp696q+I7l4dNaW3dkk3ryOKSZ8QWnTEJOe1cXqDZnhQ9DgVvawiQeH4dR0/WdQmVrk22biJY1nITczxAc7VOFO71HuBzd0/m21vL/EpzQ9T2cq0U/l+pZDHA71FKMg+oqVMFB67qhnbYT60NH0S2I3cdBXb+HwG+EPjUbSSPs5z9HrgQcV3nhaO5ufhd44SBXZRDA2FB7MS3/jo59qhrRnFj3+6+a/NHnsZAjQe1Pzj86ijB2LUuCamxsn7pNCdiMe9Sj5bxPof6VAqttI55q1sy0Tdh1NM56j0NixRiSBXrfwpUiLXQOTsi/k9eP8AhsQah4oXTb/ULm1hlbYksUsUax9yWMnGMZ4HJOBXq/waS4h1TxVZ3DXGbeaOILcAB1AMg+bHGemccUI+ZkuWbXY8tupCL+4jPbex/I1h2vz6fcqDznd+ldD4kgaw8UXkLDHzuP51zdk2JJk9RWstz6GhLZepYtTm2TH90Usg9ehFR2jBYmHpkVJdHYBjvU2PSg/dKxYAbR2ru/AS7/DvjRQgYHSW5I6fergenNd78O7Ka/0nxekQHOkPGPmAyxOQOf8AdNQ1ozjxr/cv+up59D/qlqUDrUUIJiU1OqmkRf3Se3X581Zk5gJrOuXkhtS6MVORyK1de8O6r4f8O6Ve3k1ws195nmwGMgQABCgY4+8Q2cdunUGmjkq11F8rHa/AkOv3MaDCneMVh2pI84DptzRRWr3NqXxfMni4toyO7AfrT73lFPcHFFFLoenH4Sr1A+lIpYKyhmAb7wBwD9fWiioZnUWg6NBtFTKoyOKKKhmTLKKMdKzoNUuNH1w39rs86Jm271yPmUqePoxoooiefjPhRd8OjbDdAfwquP1rQ+8xzRRXTD4T0sF/u8fn+bBuPyrRvfFGp33h+20KWSMafakFI0jAJIzgk9T1NFFUVWim437maFGKeowKKKlnXHYguZGwBniiMnyom7lwP50UVLMpnSWErlGXPFQeJONHb/rov86KKS2PiZ/GzH1rxI2uW9vFLpenWxgRY43tkdSiLnCAFyAOcnA5PNZIOdOQntiiihHq5XvItx8eWPc1Bej98PcUUU3sfQr4SB/6VNb6pqNrp9xZW1/cw2twf30McpVJOO4HWiioMqqTjqVo1G0VMqgHpRRUsa2JfuqSBTo2LKc+tFFJHLV3FtdbbS7u6jbT9PvYpnDtHeQbwGUcEEEEdTkZwe4New/A29uNSv8AxPfXchkuLh4JJHxjLHzO3b6UUVR85V/iP1MH4wWcNt4sEsS7Wk2s31I5rzNR5d+4XociiitH0PZw+y+X5D4ji0Yjrn+tTXHzR89jxRRR0PWh8JWHIGaQKDn3ooqDOpsSRoMCp1Rc9KKKzZzsj1FQLAkf3lqveeIdU1HTINMvLyae3t3eVBJIzEs2M5JPONvHpk+tFFNHmYr4z//Z", 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", "info": {"video_id": "173559", "label": "turning the camera right while filming flute", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "173559", "label": "turning the camera right while filming flute", "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": "92bf71417e6ca961ed396b78bf27be8a44600d99174f8018fe70fba1aa034938"} +{"episode": 55026, "episode_seed": 3024183914, "split": "train", "timestamp": "2025-10-13T03:26:27.338439", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3024183914, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 steel vessel handle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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NUbj5rS1tSMlQWb2GSRW1cWUWo6G1jMu6KWDy3H1FNMiWh89XGoSahcvcTSl5pmeRyT/ETz/n2pnQe9S6/wCHrvwzqcC3GGilZhG4P3gMZyO3UVCcAE5pgY95F5c3y9DzXofwy0kTxapqcmQsdo1qjY6F1O4j6L/OuMvIg9urAHLOBgV7r4V0aPSfDltYlApkQtKB6sOf04pX1sVbS55NfeG9QstXvbG2D362zKqzRIdrqRkNjqM0280e9s9OaW5tJIyMZYocDPua9P0rT2MlpNu8tirWdwyttIdGwpJ9yCv/AAMVzXxEnlSOCxWWUoQZZEds9OAPzJp81ieS5wLC4a3I+0SbJBtdN5wceoqFYPlJbJIPXPNaiWUiSW8BZHtyyjft+c59DXog8NWWp2VjPcWoikjRcxoAoPH3W9Rmk5IrllbU8pEqr7qeM19Err8Oi+AbPU9RRt8dpECg+8zkAAfjXIXHhLRYZ9OnhtAkqESyKWLKeCMEH8/wrpfF2jtq/g6ewjP7wRq8fpuTkD8eRTvchnEeFfGepat4sis9RlVluYyYWjQKY3wzLg+nb6V5y0cbtu2A5Oc11Xw3067Hju0Wa1f/AEdZN+9SPLG08/mR+dchaOXgODypK/rQNCXkW+Hao5U5rOtgxmCqMlgQB65rXZc4UnrWv4J0JdQ8WIZF/dWpEzAdOOn64pPQqKuyTX7T+zpbOzYlmt7QRt9VJB/XNZ8Vuk0ixtJh2GQo616P4n0O38SNFaKohubKeWR5scMk21hnHPUEVNp3huzh0yO4MTozgiRWIIRlOGH5jP0IpppbktN7Hll1YiOcW46OMnJqsYJ5BFb7nkSLIjTrtHU4FXL2aWXUHuIUXK7iEYcFfpW/4S025bXRIwjVEQOdgxjPak5KxShJOxzUdjdXBAtLWSbnH7tCf5Cu3+FiXNl4puTcW8qlY/KIYY2kkE5H0x+ddnp9tFY3StHEkcY3swQYHQ5PFSWEQ/tdZwAvODjv6/ypKVwascv8SfF9w2rnR9OmltvsqkyyRvtMjlRxx2AJ/E1y2t6tJqfh7w5c3BJm3XEDuf49vlkE+/OPwrd+I/hW8n1garYRPKZlAlRBkhhxkDuCMVzviqxutM8HeGYbuMxTeZdSCMjBUEpjP8/xqiUZZHes+/i3fvB16Yq8pEiIwPBGabtWRXz2U4NAGj4B0tr7U5bjYzrZqJAB3dmCKP1J/Cq88UsGq3NhMhSe3mkjljxypVsYr0fwPo5s/BoeNRHcXimQNjkcfJn8efxq3HpkeoTx+IjCGurmTzZ1A4fPEibemeuPcCkn1KktbI8/h02QWjTzWxjXsc7uKxVgE0Ekm1m2tjIGa9M8ctBBosAtXiZbhwYpYwMMgGcj9K84tbESurvI6xMxVwpxk44J+pp8wlSdroms9CvLqza6toTKobZsXlvrj0rXHw/1SW0nuBcQfu/+WeSSTjIA4xXW+EtOjtNDiCkl2GXz1Bz0rdLeRbvCDy53fQYwP1P6VPNqU42I/Aq3OieFJYGKySQI7hcdWG449+1eNXuq3Op6g97cSs9484dn6ZJ/lXvOkRiKKVB1JAz78k/zrg9S+GZn19prWdILaSXcUKklMnJ2/wD16tGd9TyGte1bfaJ9MflWPWpYEfZsDqCc0ijc8OaXJrHiKyswP3PmB5T/ALI5Ne9bRuXAwOgArz/4XaRi2vNVdeXPkRkj05bH6D8K9IigJkXI4FJa6im7aGNq0P8AZ0zXj7BazqBcluNhHCv+GcEdwfYVwWoWel6hfS28F2bLULQiIRXDMYJYgOAndT14/KoviD44uNZurvRbNIVsYZNok53SlevtjPT6VzFv4kMrsNQjExViY1YlTHk5IRh0Gc/Kcj0xQ0EG0d7pPhme31SKe7SJSUDIRKp8zn5WHPPf8q6uSwnsYWlKjy2BZUJHJ9j2rIs/D91bSW0pne4gVAVMuxwmeRhic8HpgCt5rR5FHnTO+3jB6Cpsac3mY9uw+1YmlBLkM59s/wAuMV2FoMvg9D1rLXSoDGzhMNIoU/QZx/Ortg5tdsdxlcnCsen41aRjKVzy/wCOVuLeTQ2Xv55/9ArztTvjUjuAa9L+PeD/AGAR0Pn/APsleY25zbR4/u0DWxveEdJk1jxPZwsgNrCxmlPsvOPzxXugH7wGuI+GekeRo8+pOPnuX2IcfwL/AInP5VveL9Yfw94envY1zOxEUPHAc55P0AJpLuObs+XsM1eay0ieW2vWCxapuKA9C+zDAj0YAc9iB61ymsaM+p3DXdlqgvpYP3M9rPIoliVQMMG/iznnPPrmuCv9Z1XVfLnvb+e7eFSgEpzhTnOPzrf8O3EWvXkNoN66k6ECZcZYKMneDw3s2c9jnrQ0OLsb2h+H5jqivPayRxx/vCjoQN3TjPr1rsRHJawt5sbmJRlSBz9Md6oWsOr29/bR3sqyGKJURot6AgdAQAF+tbk/2y8SMTyKEUbQF7D3qbGnNczLQPcXSCUrvkPzKOiqOw/ID866y3j89GjPpWDb6ZKLMO4Czby67eMDJ2j8q39Mk8wAtw/cVaRhJ3IYbD7NLIQnY8ivlixf97Knqc19fEDa59jXx5aH/TT/AMCoCJokkNu9Oa9R+HGmeTok2pOhWW8f5c9di8D9c15rZ2sl9eQ2sS7nlcIv4nFe+WtkljZQ2sQ/dwoEX8BS6lt2j6lCRVtNWhvnZUgkQ29wz/dUZyjn2DcH0DE9qh1OJoHuUN3HaidPIZLhsR7zwjbhyDg4yOoxnoK2pfslrYXFxfyJFaqpMjv0UeteR634ujupUgZYZ9MieW2iRXKEx/KUYntjBK5GOx4pijIojw/q9nqqRT2MyHIG8LuVh7Hpgiu40HQJrJGljBDEYQHnjOcGsfwvd6jFdyJpeoLKhgYSQ3QKOsfThhxxnjB/Cuz0O51FIWCSA7j995TJjjB61DijbmZHcPL5iw7PL6GQnv3AB/Dmn+HriLUYhdQvviUuoP8AtbiD/L9aux2PmS5nO9mzwe/1pmn6XHogWK1UrbEnKk9MnP8AWmkZSktjcFoLm3zgbge9eVfGmEwxaECMf6//ANkr2K02NbgqwIPpXk3x1GE0D/tv/wCyVRC3PMrJi1oPY7av6ZYTalqltZQ/emkCk+gzyfyzWXpxHkuo67s16T8MtJ86+utTcZWBfLQ4/ibr+n86TNF37HoQhSGFIohiONQqj2AwKq28Rs5pLTawiupDLA4+6sh+8jegYjIPrkdxWp5BYgYri/iL4oTT7ZtBtoibqaEMZhJt8kE8Y9yAaozT1KGvLo16f7LmnksJEZpIph80PmEkOrL1Bz3FVtI8JCytlu7y9tDazttR9+N2OSMHkdq45NdcXVxDcAyWjzNKI7jJwzHJbI5Vj/eH416D4Y0X7ZocN9YSzIkztmEXIZVwSO4qWjVSsdRHpC2tpHOkqJGBsGGzu7/5Nc/ql3LYWpuhEZ5ZJ40YLnAycfgMZA9zXSwWAMSb5Wk4HJbPFW4rSOSFlKApnoR196SQpTG2CKLaMqc7vmz6k1staI5R+hrKt4Hs2LbGaHrgdq3YZop1Xy3Dew6j8Ksy3PjytDTCD5iH61n1e03dvkCjkrjPpUSdkb04800j6U8NWC2Ph7TrSNcbYVLY7kjJ/UmujWEBMH0xmqWgAS6RZz9S8CEf98itRlOKtI55O7Z8x+JfD99oGrTWt3EVYkvG45WRc8Mp/wA4rMt7STULiOBFBduCfavpjxB4dsfEemtZ3yZH3o5F+9E395T/AE71xXgj4f3Gj67fzanFG/lAJbSDlZAeS4HY9B9aLApHVWMUVvYW9qoXbFEqAemBjFWY7Z5zhV+XuavR2O2YKyA89cVqLbrEmABnHFFhcxnpahVGcHFD26SDa44PFXmXjFedzahqN342vtLGtXVpCryeSsahuVTcF9hweTQC1OO+OVmLRtECsSrefgZ6fcrznSozcpHAudzOFHPqeP51uePtWv8AVV04313LcbA5Tefu525rI8NP5eoWxCk4uY2J7ABhUSdkdNGN3Zn0hp9lHZWdtZQLiOFAij6DFM8UeG18R+H5dP8AM8qXIkic9A46Z9jkg/Wti1hwpfuTVkrmrSOZvU+Vr6wutKv5ba4iaKeFtro3Y/4V0XgDR5LrxVZ3boBFGWlXHqB1+lep+O/A48SWwu7MIupxDaNxwJk/usfUdQfwra0XwzZ6TpcNrBCgZIwskgHzMe5z9aLD5iTYpO4Ag4xwT0pohaY7FBPqav2unhmKtuwPetKK0WFMBQCBiiwnIzltCANw/Cmy2YdlZDskX7rDjFaZTiub8a3lzp3hx7mzmeGYTRqHQ4OCeRTBO5ZkuNSt98ZWOTg4LDB/SvkyFtt0rf7X9a9+1PV7+HRo7+z8Q6lKGnMGZ0VFmIXLNH32g8HPqPoPn0ZaTHcmpNIpnqHw00pbvX5L2QApZoCo/wBtsgfpmvYIIRIckcV538KAsllqSoct5yLn22n/AOvXqsUQjTaO1KOquOsuWXL2POPixPNb+G7W1i4jubjEh9Qo3Afnz+FeNsEkASTqOjdxX07q+jWOt2EllqEIlgfkdmQ9mU9jXhvi7wRe+Gp97Ez2DnEV0B/4647H+dUZxfQm+FiTr4qk8uVhCtuwcDowyMD255r2N1BO/JPGOTXJ/Dvw39h8PQ6hJnzbsFhjjauePzxXe2VgjNkgsB6miwORTtrR3fzNp6YFXRaqowRnPWtHyguABxUbLSFcy3sXVi9rIY2PJ2nr+FeRfGr7X/xJBcuGx5wX5cf3K7I6pczeO7vTJ9XvLS1M2yNopY0WPgEklxjGM8dSa8w+Jl5qE+ow2t9cXMv2WWZEW5xvTkDnHGeBnHFBcUzkdNYCdkJ4YV9B+DLBbHwnYRIuHlTzX9y3P8sCvnvT/wDXtgZbaQPb3r6b8KKJfD2nTH/n2j/PaKSfvGtRWpp92aiQbY+RzXhHxF067t/GV7NOjiO4YPA7dHXaBwfbpivoIj5aztW0Wx1zT3stQgEsLcg9GQ/3lPY1Zzp2Z8wN842suWHCkdRXt3gGz/szwlbxSBVkkkeRgO5J6/pXMH4a3tn4vsLWRGudNkl3faUH8C8kP6Hj8e1euLYCAKiRqIwPlAHAHpQNyKiQNO2EBIPU1oQ2IjUA/lWjBAI4lJHXnFDLRYm5TMQ6EcVTm0qGc71wGqn4zvLnT/Dzz2k7wyiVFDp1wSc1ymqzeJ9F0jTru51W9WW6L+ZEVwIcbSoJx94hs4/+vQUlc+fa2NHRfLLY5LkfkKKKyqfCd2F/io+lvBEjS+E9MZzk+Vj8iQK6QgbaKK0jsjhqfGyOhFBc0UUzJl1ACRmkk4fFFFMEQjkGvHPEF9NpvjjULy32+bHO23cMjldp/QmiikaRPNvGAwtkPTeP5VW0UBUjcdQ2fxzRRWNX4Tuwvxn1Np7F7OFm6mME/lVtgOKKK2RwPcRhUtsAQ59MUUU0Qy4ijrjmmOfm/CiigEQ9c5rkviFx4Vk/67x/zNFFItHnera82rQRRyafYwGFAkbwK6lUAPygFiAOc9OteOxjdOoPQtj9aKKlnRHc9q+D5xJqCjG3ajY9+RXrS9KKKmn8KDFfxWGBk1Dc20N1bS29xEksMilXjcZDD0IoorQ5mT2VtBDCltFEqQogVEXooHAAq3CgRG2jFFFAhrnimP8AdoopMo8i1zVW07xRqyGysruOW43FLqLeAVHBByCOvTOD3Brzzxxdz393Dd3L755mkkdsYyTiiikbRMXSEBLseuQP0Jr6O8BO0nhGw3fwqyj6AmiioXxs6K3+7x9f8zqCPlpAOKKK1OARRytXIgDGAeRRRTRI6TgLUOcuaKKBo5X4g8eFpMf894v5mvNbrWdQvbCGxubqWWGB2kXe7MSWx1yecY49Mn1oopM1jsf/2Q==", 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", 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", "info": {"video_id": "129632", "label": "twisting steel vessel handle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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BPt1/Gt1j9ru/NPrwPc9P0NO8YeHY/EulrEfkljbdFJj7p6EfQ1S1M3oeHKQ6NGfmQOzKD+FKsaJ8wUA5zWp4i8NS+FxpvnzpI9y0q4QEBQNvr35rNIOfYUMZkXcZSYnsxyK6XwpYtNa6hfMcJFatAPdmDHH5KfzrIuofMgLjBwQOe3Neu+E7C28NeF7O5uoPNTzlurhWAJKn5ensrZpPsUlpc8vTbIOu1doYsfSpzp8b2pnViwAJB5HSu00nwJDaaksMod45ywj2nBRh8wU5/vDIHuB61X8b28GnWsEECcyls5xwAB3/ABp3SJ5ZNnCJHLEy3cMhjkIK7lOD05/SkitXUL8hJc/Lx976etTxQ3MkBjCxbY08xXYckE4r1DRdJEWj2i3MaNLH8ykqMxk+noaTkkWou2p5ZJp2pxQecbK4RCQqsUIUknA5I9a92h1+LQPh7Fey27P9lgSNI243NwBz6ZP5VWnAOmQQFQWAJx6ZY4/rUt5pCar4Rn0tmwHUqrddrDBU/mKE7ktWPOPDHibUrnxfZpd3c1zBekxvG7EgbieQO2Cc/hXB2UhS8254bIruvBfhnWLPxrZNNaukNvIXeUj5AuD0PvXnm4pLuHUNn9aYkbuOM9zWVfRbZd4/i5PtWoCrLvB4xUN1GHs3YA5yB9aAOx+FWmGe7vdTIOLa2aGM4/jcHP5AfrWHc6VqGnag9hf27JcRorFFOQwYZBBHYivWvBekro/hu0h2BXlAmkGMZJ7H8MVXt7KMzC4unw1o8lpdO2f9UOUY/wC6Nh+m6hPqOS1sjzefSpLfTHuLi1aHjqwyPbmsJ7aN4Y5G+8favQfiFGUa1sowVLbpXAJOccL/AFrj4LBitskUkjRZAeL/AGientQ5oFTe5XGlXUMcLtbyhbg4hJX759qsHw1rY8ppLGaKOSRUErKQoy2M/nXqunWbrpduk2GdFA+mOn6VeuPmtLW1IyVBZvYZJFSpXKcbF77d/wAIn8PUkjj8xrGzAVX/AImzjJ9snNeDXGoSahcvcTSl5pmeRyT/ABE8/wCfavoW4sotR0NrGZd0UsHluPqK+fNf8PXfhnU4FuMNFKzCNwfvAYzkduoqjO+pF0HvWNeReXN8vQ81sHABOar3kQe3VgDlnAwKCkdn8MtJE8WqanJkLHaNao2OhdTuI+i/zrIvvDeoWWr3tjbB79bZlVZokO11IyGx1Ga9Z8K6NHpPhy2sSgUyIWlA9WHP6cVT0rT2MlpNu8tirWdwyttIdGwpJ9yCv/AxST6hJa2PMLzR72z05pbm0kjIxlihwM+5rLYXDW5H2iTZINrpvODj1Fd98RJ5UjgsVllKEGWRHbPTgD8ya49LKRJLeAsj25ZRv2/Oc+hpuSe4KElsZawfKS2SQeueacJVX3U8Zr1YeGrLU7KxnuLURSRouY0AUHj7reozUlx4S0WGfTp4bQJKhEsiliyngjBB/P8ACkpXG42OvXX4dF8A2ep6ijb47SIFB95nIAA/GvP/AAn4z1PVvF0NnqEqstypMLRoFMb8suD6dvpXbeLtHbV/B09hGf3gjV4/TcnIH48ivLvhrp12PH1ms1q/+jh929SPLG08/mR+dMhHA2rbLpPQ/LWo4yeaxkIEyE9Awrdjie4nSKMEvIwVQO5PAoLtfRHo3w10torC61OZRumbyov91ep/E/yrrry0e4VHhwLiBxNCT03DsfYjIPsTVjTNMTTNLtbKMcQxBT7nufzzVieeLSrC51G54igjMjfQdvqelNGcpa6GHqt3bLaR6k0EhCsxiiY4ljlCnKA+uM4I4I59q4T/AIRiz13UkOhakjidiRbXOVkQk/dLDg9evesfXvFVzql/NqUKTWv7yJ4Y0lyIioYE+zc5Bq14emtde1q0tZVEN1KxJnifymBAJyRjaScdRjNS0aKR32haDbGYxxz281wPkYK4OP4ecVbvrZogLUzB0BwwzycdBkdvWn2WkXFtKRNcSYOcZlDbgPpWilnHG67RlieM84pWG59zC0G7a81i+gkiaMW022Pdxv8AlHOPzP0Irs7OISB1YZBFZ8unhn3xqBIOcjvWjY3CRHy5v3b46twD+NWlYxbueT/G6EW40Lae85/9Arz0NujBH8QzXpPx3+7oJ9fP/wDZK8xtj/osXf5cUi1samhae2r63Z6dtJSWQGQ9gg5P8q9vubWKa3e2dR5LoYyv+yRjH5Vw/wAMdKJF3qkiYxiGI/qx/kK9D8ou4Wku4TdtDJhU3Gi/Z7h83FuPInZTh1x9yT8QAwPZgR2rjfGOmajq3l3Ns8d+1snk3Ah/1it13Mg6Zz2/Sul8X+IbPQru2W1mtzqjssUkUnaFupY9hwP0NeaWuqRX2JGnktbyNNks65dZccZdRyPqMg46UNFRl1NTQ/D13dxIJoHjZSQA6lcLjkH8TXoEUEtlb4dHeFFGDj5uO2O9Zlrd61NFp7Xc8UjCJfKaGdkDpnILL68+3FdJN9svIo1mdQijAVe3f+tQ0XzMwHvhDd2sc7qJ7mRljUdMgHA/kPqa62xhEaRRHkAAGsmbQbW6a2uChM0GTG+eeRitjTXLMqSkCQcc96tIxlK5OLDy5mZVB4NfJ7feb6mvsMjOT7Gvjt/vt9TTCJr2rb7RPpj8q2PDmlyax4isrMD9z5geU/7I5NYdgR9mwOoJzXq3wu0jFteaq68ufIjJHpy2P0H4Un2LWmvY9A2jcuBgdABWdq0P9nTNePsFrOoFyW42EcK/4ZwR3B9hWzFATIuRwK8k+IPji41m6u9Fs0hWxhk2iTndKV6+2M9PpTMk3cl1Cz0vUL6W3guzZahaERCK4ZjBLEBwE7qevH5Vo6T4Znt9Uinu0iUlAyESqfM5+Vhzz3/KuCt/EhldhqEYmKsTGrEqY8nJCMOgzn5TkemK9Rs/D91bSW0pne4gVAVMuxwmeRhic8HpgCpaNlI15LCexhaUqPLYFlQkcn2Pas63YfasTSglyGc+2f5cYrYa0eRR50zvt4wegqRdKgMbOEw0ihT9BnH86EhSloaloMvg9D1ryj45W4t5NDZe/nn/ANAr1Cwc2u2O4yuThWPT8a82+PeD/YBHQ+f/AOyVRmtzzRTvjUjuAa2/COkyax4ns4WQG1hYzSn2XnH54rBtzm2jx/dr1v4Z6R5Gjz6k4+e5fYhx/Av+Jz+VJ9jRae8duB+8BrD1eay0ieW2vWCxapuKA9C+zDAj0YAc9iB60/xfrD+HvD097GuZ2Iih44DnPJ+gBNeKX+s6rqvlz3t/PdvCpQCU5wpznH50zNM73WNGfU7hruy1QX0sH7me1nkUSxKoGGDfxZzznn1zRofh+Y6orz2skccf7wo6EDd04z69awfDtxFr15DaDeupOhAmXGWCjJ3g8N7NnPY5616Baw6vb39tHeyrIYolRGi3oCB0BAAX61LRspdC+I5LWFvNjcxKMqQOfpjvUNoHuLpBKV3yH5lHRVHYfkB+dac/2y8SMTyKEUbQF7D3qK30yUWYdwFm3l128YGTtH5UJEykb1vH56NGfSo7ew+zTsyp+IqXTJPMALcP3FaQAyTVGXU+M69G+HFmmoeJbaZxuFvE03P94AAfqf0rzmvUvhO3/E8kjAwrWhC+5DA1Lex0RXuyl2R7FbxGRy2OKwfiDp91e+DbyGzjeSQMjskfJZA2Tx39ce1dbFGEUKO1KVy2ehrQ5LnymQ0fI5HSuh8C6d9r8XWUwjAhgk8xs9AQCRivS/Gnw6i1YyajpEaRXxy0kHRJ/p/db9DUnw48Lvp+gvc3Fs8V5PKx2yLhlQcAY/A0Fc2h0gZZOAcnPQd6s29g7Hewx6Zq7Z2pMv3QMc5xWgyKBgdKLE3M8W4QcdaZJaxTDa4HNXWHWvPZr/Ubvxve6Z/bV1aQq0nkrGoblU3BfYcHk0DWpx3xtsVsjomzG1/P6f8AAK83sCXtyo6g4FdB491a/wBUXTjfXcs+wOU3nO3O3NYeglVvIi54M0Yx7Z5qJOyudFKHM0mfQfh7Sk0jQrOxUfMqbpD6seWP5mt+O3A28ck0lrBljIeg4FXXXinYwk23dnzL4gvLi88Rahdz/fedwR2ABwB+AAFZDxoPniJU/wB0dfwr3Hxp8OotYMmo6SqQ6gctJCeEn9/Zvfof1rzbwx4am1LxbBpsyPC0bM06uuGjC9QR+VMpM9b8MJN/wimmR3MrvIbZQSflOMcDjpgYFaYhZzsGST1qa3sEiWOIblWMBQoPQCtuCzSGMfLg4/OixPMZ0VnhAGGAO1Ols45VwygH1rRZa5zxpd3On+HJLi0meGYSoodDg4J5FIW5Zki1CAHypyVIONyhsV8mt99vqa+gNS1W+t9EivrHxBqUqmc2+Z0VFmITLNH32g8HPqPoPn8/eP1oNUX9MIPmIfrX0l4asFsfD2nWka42wqWx3JGT+pNfNem7t8gUclcZ9K+qtAAl0izn6l4EI/75FStZF1Famn3LqwgJg+mM181eJfD99oGrTWt3EVYkvG45WRc8Mp/zivpxlOKyPEHh2x8R6a1nfJkfejkX70Tf3lP9O9WcylY+Z7e0k1C4jgRQXbgn2r6NsYorewt7VQu2KJUA9MDGK5XwR8P7jR9dv5tTijfygEtpBysgPJcDseg+tegx2O2YKyA89cUWKcijHbPOcKvy9zWklqFUZwcVoLbrEmABnHFNZeMU7E3KL26SDa44PFeMfHKzFo2iBWJVvPwM9PuV2Umq3U3jm60u41i8tLUz7I2iljRY+AckuMYxnjqTXlnxOvdQn1GC2v7i5l+zSzIi3ON6cgc44zwM44pMuK6nNaVGblI4FzuZwo59Tx/OvpXT7KOys7aygXEcKBFH0GK+b/DT+XqFsQpOLmNiewAYV9S2sOFL9yalatmtVcsI+Zj+KPDa+I/D8un+Z5UuRJE56Bx0z7HJB+tfO99YXWlX8ttcRNFPC210bsf8K+qSua4vx34HHiS2F3ZhF1OIbRuOBMn91j6jqD+FUYKR5Z4A0eS68VWd26ARRlpVx6gdfpXuOxSdwBBxjgnpUei+GbPSdLhtYIUDJGFkkA+Zj3OfrWja6eGYq27A96LD5igIWmOxQT6mtBbQgDcPwrRitFhTAUAgYoKcU7E8xmS2YdlZDskX7rDjFQNcalbsUKxSehYYP6VV8a3lzp3h1rmzneGYTRrvTrgnmuU1e48UaPpOn3lzqt6JbovviK4EWNpUE4+8Q2cf/XpMpJnz8BlgPU4r0/4cN5Pi20CcBg6n6YP+AoorKe6O6j/Dn6f5nu6D5QfWgj5qKK2PODHIqSAfMtFFCEy2oAOcVC5O00UUwQw/crx7Xr+bTPG+oXlvt82Odtu4ZHK7T+hNFFJmkTzfxeMCzHYbx/Ks3RwAwbvv/liiisqmx14b4z6qsTutISepQE/lVphxRRWiOJjSB+lV1sLQai1+LeMXZi8szBfmK5zgmiimSzRMKEo+3k9amfqKKKARDnLHNcp8QOPC8n/XeP8AmaKKktbnnura82rwQxyadYwGFAkbwK6lUAOFALEAc56da8cPU/Wiig2NjR0Xyy2OS5H5CvpbwRI0vhPTGc5PlY/IkCiis4/GzoxH8CB0hA21HRRWx5zBFBc1dQAkZoopkiScPioRyDRRSLR5B4g1U6d4q1dDZWV3HJcbil1FvAKjgg5BHXpnB7g15x47u57+6gu7l988zyO7YxknFFFJm0ShooCpG46hs/jmvqbT2L2cLN1MYJ/Kiis6fxM3xX8OBbYDikYUUVqcLJbYAhz6Yq4ijrjmiimSMc/N+FQ9c5oopFo5P4g/8irJ/wBd4/5mvM7rWb+9sYbG5uZZYYHaRd7sxJbHXJ5xjj0yfWiikzSOx//Z", 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", "info": {"video_id": "129632", "label": "twisting steel vessel handle", "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": "c78883ededcf2b6bf9ee00659d9b00b38ed2aa1cb5600d239c1b3ffdfdc70d00"} +{"episode": 55027, "episode_seed": 2138498199, "split": "train", "timestamp": "2025-10-13T03:26:27.982386", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2138498199, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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"info": {"video_id": "12049", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "12049", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b0a2060815e28a6f6341a822070f438b9aa74859723d17d2f74c629cdea7e1ff"} +{"episode": 55028, "episode_seed": 3741327271, "split": "train", "timestamp": "2025-10-13T03:26:29.078427", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3741327271, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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, 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": "23312", "label": "tearing paper just a little bit", "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": "23312", "label": "tearing paper just a little bit", "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": "32590e0c9c23a0e2f15531c29dca52cd3e5f3e0ebaf15e59127c91a51e174fb9"} +{"episode": 55029, "episode_seed": 3327818207, "split": "train", "timestamp": "2025-10-13T03:26:30.265514", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3327818207, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup next to lemon crusher'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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FXkn8KivrOOewk+1SuZiMrDGeh9Gbt+FdMVfcptROTmaDVZxNFMkczlRLC3XcAQWX1BBNdI8pt9NltlyqqxVv9pu5P1Oa4t0ktNYtndQqCQDavQA8V2uroEUBejc59eAf61Tjy1Euli1Lmptve5sfCPxkmgajd6ZfHFjcPvDD/lm3rj07H8K9kvLi0uJklhuYXRwMFHBJPoAOpr5UYy292JI2Kup4Irt/Butyy61m9kUQxIHBUY2n+9+BxXoYeslaLPNxWEUr1Ee7aVdh5yMbRjAHp6UzXSDGzZ56fSsqPUoRqfmxODHJtfjoMjJq3q12ssJwRyM11Sas2eeoNTTRyD580455qG9+aFsDtVmRhlsdabIgNufpXzmKfvHuU9Ejz+GGGNSZsTSg8Kv3B/8AFU+5Lz4LHIHQDgCmopUAVKoyMV13uZLR3IAgYAEcelcrauLHxjE3RfMKn6Zrr5F2AiuH1xjBrayjghwacdU0NO0kz0FWKZT+6SPyNFwd0JAPOKoRXBcbifvYb8xVxXDL9aUH7qKmrSZympRmVj6iucuQ0MyuOCDmu0u7b963HWud1e22YOK0WjBvQ6jQdaF5YqjkbxwRWZrejCzul1G1jxA5/eqo4U+v0rntLu2tLtRnAJr0SCYXNjIuNwZelZVZyhJMiMF0MnSYIpJZJfMEYIXcAMsevTtW+rrGrR26eWh75yzfU1iaPAUaf6jH61srUzlqEUV1j2uRisbxRbhtNDY5Bx+ldHsBG6sbX136bJ7EGiHxIp6ol8MXPm+H7U5+ZGZD+QP9DUusAvEGHauf8JXLLaTw5OI5A2P0/rXSTYmiINOOjkvM0m7pPyOUubTzCWIrn5S9pe7kJBU5GK742oYEY7Vxupw7bonHNbRaM2dZputnV9MezuSHyvf2rEkhFzbvbMMkZAJ7Vl6Rcm11BfmwrHBrq7CANNMO+aUpNPUlQVtCvobNY2JtZiWOeMRk4/Gult0hgQN/rplPDEfIPoO/1NZ8GmkyFwDtrQjBUAdqz5tbiSvowuA8rB2JY+9MMQdSCuQRVlRnjFRyfKMClsaX6HIeHH+zeK3gP3ZlZP5itrVkaRo5B3QA1zE0hs/FMUgOMSkZ/Guvmw6FTyVJq3pU9UUtafozl7ixD7mI4FczMjQXLAZBU5FejNbBonAHVTXD6nFi6Jx9a2i0ZS1JYtQe4uIJX5k2eW3vjpViO2MWrR3qZUHkoAM579ayLI7LyPPTdiuzFoJ3jXHanJ2JSNC023CySyR44zyQTxW3Jcf2ppOlzzSeWAHR8DLNjA4/+vWe1uttZOCPlVCTitS4tha6JpUY6iNmb6nBrkrNXiVB3bK4ZViaO3QRqRgnqzfU1XSPAxip19acyYG6pbvubKyOP8XQiPyZVGCBn8jXQS/6dpFpMvJMKn8Rkf4Vk+LV32SH0JH6VY8NXJm0SAEkhcp/WrltGRVP7USk+mmZ+Rg1paDbm21e3wMho3R8itKOBS2at2tsIroyAe9a+ZN9DobafyWGzAC8AdhV9tQZxhjWPG3H1pHlPGDinOu0rGKpJu5pqRI45qYgY2nms6GbayitFBzljxivJqzbZvax58rAKKfGw3c1WVvkyacr55r0DnLMxyCa4XxSuLhXHdQfyNdjLKcVy/ieItBHJ7kGqpy94GtDV0+bzrO3bPJjH6VrwHIGegrmPD026wiBP3cit+KT0qY6XXY1m7u/cszornIFc5r8IWMNXSx4KnNYfiBR9mOKalrYk49l2y13fhyfzNNbPJUYNcQ43bGrpPBlt/aeuNpkmozWiyxSMhjTcXdULBfQDg8n096qrT9orIFJR1Zs6awLzY4+atLdXL+GbiWZrgyOzfdIz2zmuhaQZxmspRtKxKdy4CPLwKytWUPZTL6oauCQgHBqpP8AvVZT0IqE9SrHJeHJTHqN1Fnh0zXXwnOM964WyY22vqp4yStdpBJ+7U55wK0npUb7pFrWmvIvhFz0ri9aiC6hIvY5xXYxOD1rlPEJAvd4pwepBzqDEorr9Em8ydtzdQK5AcXB+ta8VxJb2rNE5VwRgitZK+gXsj0K3wsZHtUKNgVm6qkNp4eh1PTdZ1CVWuTa5uIljW4ITczxAc7VJCnd6j3AtrJhATxWfI4mad2W4mGcmknxgk1XSTvSSyn61LLRw/iMeVqYlHZlauqgk81VfPVQf0rnfFkX+rkHdSD+FaWjXAksYiT/AAAVU/syLh8Mkb0YG3NcJq0Y+1TqOwOPwNdoknFcdq3y3rH1PNXBkMwRwwI6g16BprK8Ub+wrz88MR6V2GhXG60B7CtZLQlOzOj1SYG1WIH5pSAceldBrKiKGyToFQjH0ArjtGFrq3jSPTdQvrm2glkCxSRyxIsZHJLGTjGM8DknArWnmvF1S7tLuW5b7NK0arcY3oASOccZ4GccVzV4O6kOnJbE4YHAqY4MYFUvMGcA1IZSE4rJmxi+I4w+nvj+Eg1l+E58Wc8BP3JQRW1qS/aLKdcc7DiuV8PTeVf3CE/eANXvSfkOnpUXmd9b9ua0onXFYscuK0IHHUnpT5iTSWQcUm4ZzmqbzbRkdabDKzseawqSLijVhOWU/jWmsm8eg9a5bW5prXR2lglaOQSKNy9QDTNWs/EGg6Jpl5dX92st4X8yErgQ4ClATj7xDZx2/OueNCVRc0XoKc1F2MUninLwv40UV3mA4AHk1jeIUB01+OhBFFFKHxIHsYnh2Rt0qZ+VRkD6nFdPExx170UVrP4mNbI0EY7D9KyNaObdgaKKyW6GcwoHlj61Z0zU7jRtWS/tdnnxFtu9cj5lKnj6MaKK6UTLY1fDA2tdAdto/nXQpyTn1oorlqvViiOHWlkACiiisZGiPPtZPk627JwQ+RXV2xwij0AFFFdNT4YhHZmhbk5Ncz4iP+kGiiop/GIwV5mBPtWjccQKfpRRXQ90H2WbGt+J3162t4pdK022MCLHE9skilI1zhAC5UDnJwOTzW6vIUfSiiir0MYbkmMdPWngAgk0UVzS2NTnPFAB09SRyHrP8Nkm2cE5w2B9KKK2j/DDqdHH0zXLa5/r3+tFFENwZhLzJzXR+HSTCV7ZooroZBdt9abStakhOn6fewzyhil5Bv2sgJUqQQR1ORnB7g1sx3k+oXl1e3UhknnfzJGxjJP8qKKxxGwqXxFiPnmpBzRRXK9jqGTKNpGOMV57b5TXFVTgF9p9xmiitKG0iXujt4TwD3NaNsxxiiioYwaRvNIzxirtqPlz3zRRXNN6M0iJ4hGPD7Hv5qH9a5+61zUb/ToNPuruaaCB2kXzJGYktjOSTzjbx6ZPrRRW+G+BnPV+I//Z", "info": {"video_id": "66657", "label": "putting cup next to lemon crusher", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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FXkn8KivrOOewk+1SuZiMrDGeh9Gbt+FdMVfcptROTmaDVZxNFMkczlRLC3XcAQWX1BBNdI8pt9NltlyqqxVv9pu5P1Oa4t0ktNYtndQqCQDavQA8V2uroEUBejc59eAf61Tjy1Euli1Lmptve5sfCPxkmgajd6ZfHFjcPvDD/lm3rj07H8K9kvLi0uJklhuYXRwMFHBJPoAOpr5UYy292JI2Kup4Irt/Butyy61m9kUQxIHBUY2n+9+BxXoYeslaLPNxWEUr1Ee7aVdh5yMbRjAHp6UzXSDGzZ56fSsqPUoRqfmxODHJtfjoMjJq3q12ssJwRyM11Sas2eeoNTTRyD580455qG9+aFsDtVmRhlsdabIgNufpXzmKfvHuU9Ejz+GGGNSZsTSg8Kv3B/8AFU+5Lz4LHIHQDgCmopUAVKoyMV13uZLR3IAgYAEcelcrauLHxjE3RfMKn6Zrr5F2AiuH1xjBrayjghwacdU0NO0kz0FWKZT+6SPyNFwd0JAPOKoRXBcbifvYb8xVxXDL9aUH7qKmrSZympRmVj6iucuQ0MyuOCDmu0u7b963HWud1e22YOK0WjBvQ6jQdaF5YqjkbxwRWZrejCzul1G1jxA5/eqo4U+v0rntLu2tLtRnAJr0SCYXNjIuNwZelZVZyhJMiMF0MnSYIpJZJfMEYIXcAMsevTtW+rrGrR26eWh75yzfU1iaPAUaf6jH61srUzlqEUV1j2uRisbxRbhtNDY5Bx+ldHsBG6sbX136bJ7EGiHxIp6ol8MXPm+H7U5+ZGZD+QP9DUusAvEGHauf8JXLLaTw5OI5A2P0/rXSTYmiINOOjkvM0m7pPyOUubTzCWIrn5S9pe7kJBU5GK742oYEY7Vxupw7bonHNbRaM2dZputnV9MezuSHyvf2rEkhFzbvbMMkZAJ7Vl6Rcm11BfmwrHBrq7CANNMO+aUpNPUlQVtCvobNY2JtZiWOeMRk4/Gult0hgQN/rplPDEfIPoO/1NZ8GmkyFwDtrQjBUAdqz5tbiSvowuA8rB2JY+9MMQdSCuQRVlRnjFRyfKMClsaX6HIeHH+zeK3gP3ZlZP5itrVkaRo5B3QA1zE0hs/FMUgOMSkZ/Guvmw6FTyVJq3pU9UUtafozl7ixD7mI4FczMjQXLAZBU5FejNbBonAHVTXD6nFi6Jx9a2i0ZS1JYtQe4uIJX5k2eW3vjpViO2MWrR3qZUHkoAM579ayLI7LyPPTdiuzFoJ3jXHanJ2JSNC023CySyR44zyQTxW3Jcf2ppOlzzSeWAHR8DLNjA4/+vWe1uttZOCPlVCTitS4tha6JpUY6iNmb6nBrkrNXiVB3bK4ZViaO3QRqRgnqzfU1XSPAxip19acyYG6pbvubKyOP8XQiPyZVGCBn8jXQS/6dpFpMvJMKn8Rkf4Vk+LV32SH0JH6VY8NXJm0SAEkhcp/WrltGRVP7USk+mmZ+Rg1paDbm21e3wMho3R8itKOBS2at2tsIroyAe9a+ZN9DobafyWGzAC8AdhV9tQZxhjWPG3H1pHlPGDinOu0rGKpJu5pqRI45qYgY2nms6GbayitFBzljxivJqzbZvax58rAKKfGw3c1WVvkyacr55r0DnLMxyCa4XxSuLhXHdQfyNdjLKcVy/ieItBHJ7kGqpy94GtDV0+bzrO3bPJjH6VrwHIGegrmPD026wiBP3cit+KT0qY6XXY1m7u/cszornIFc5r8IWMNXSx4KnNYfiBR9mOKalrYk49l2y13fhyfzNNbPJUYNcQ43bGrpPBlt/aeuNpkmozWiyxSMhjTcXdULBfQDg8n096qrT9orIFJR1Zs6awLzY4+atLdXL+GbiWZrgyOzfdIz2zmuhaQZxmspRtKxKdy4CPLwKytWUPZTL6oauCQgHBqpP8AvVZT0IqE9SrHJeHJTHqN1Fnh0zXXwnOM964WyY22vqp4yStdpBJ+7U55wK0npUb7pFrWmvIvhFz0ri9aiC6hIvY5xXYxOD1rlPEJAvd4pwepBzqDEorr9Em8ydtzdQK5AcXB+ta8VxJb2rNE5VwRgitZK+gXsj0K3wsZHtUKNgVm6qkNp4eh1PTdZ1CVWuTa5uIljW4ITczxAc7VJCnd6j3AtrJhATxWfI4mad2W4mGcmknxgk1XSTvSSyn61LLRw/iMeVqYlHZlauqgk81VfPVQf0rnfFkX+rkHdSD+FaWjXAksYiT/AAAVU/syLh8Mkb0YG3NcJq0Y+1TqOwOPwNdoknFcdq3y3rH1PNXBkMwRwwI6g16BprK8Ub+wrz88MR6V2GhXG60B7CtZLQlOzOj1SYG1WIH5pSAceldBrKiKGyToFQjH0ArjtGFrq3jSPTdQvrm2glkCxSRyxIsZHJLGTjGM8DknArWnmvF1S7tLuW5b7NK0arcY3oASOccZ4GccVzV4O6kOnJbE4YHAqY4MYFUvMGcA1IZSE4rJmxi+I4w+nvj+Eg1l+E58Wc8BP3JQRW1qS/aLKdcc7DiuV8PTeVf3CE/eANXvSfkOnpUXmd9b9ua0onXFYscuK0IHHUnpT5iTSWQcUm4ZzmqbzbRkdabDKzseawqSLijVhOWU/jWmsm8eg9a5bW5prXR2lglaOQSKNy9QDTNWs/EGg6Jpl5dX92st4X8yErgQ4ClATj7xDZx2/OueNCVRc0XoKc1F2MUninLwv40UV3mA4AHk1jeIUB01+OhBFFFKHxIHsYnh2Rt0qZ+VRkD6nFdPExx170UVrP4mNbI0EY7D9KyNaObdgaKKyW6GcwoHlj61Z0zU7jRtWS/tdnnxFtu9cj5lKnj6MaKK6UTLY1fDA2tdAdto/nXQpyTn1oorlqvViiOHWlkACiiisZGiPPtZPk627JwQ+RXV2xwij0AFFFdNT4YhHZmhbk5Ncz4iP+kGiiop/GIwV5mBPtWjccQKfpRRXQ90H2WbGt+J3162t4pdK022MCLHE9skilI1zhAC5UDnJwOTzW6vIUfSiiir0MYbkmMdPWngAgk0UVzS2NTnPFAB09SRyHrP8Nkm2cE5w2B9KKK2j/DDqdHH0zXLa5/r3+tFFENwZhLzJzXR+HSTCV7ZooroZBdt9abStakhOn6fewzyhil5Bv2sgJUqQQR1ORnB7g1sx3k+oXl1e3UhknnfzJGxjJP8qKKxxGwqXxFiPnmpBzRRXK9jqGTKNpGOMV57b5TXFVTgF9p9xmiitKG0iXujt4TwD3NaNsxxiiioYwaRvNIzxirtqPlz3zRRXNN6M0iJ4hGPD7Hv5qH9a5+61zUb/ToNPuruaaCB2kXzJGYktjOSTzjbx6ZPrRRW+G+BnPV+I//Z", "info": {"video_id": "66657", "label": "putting cup next to lemon crusher", "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": "a25aa98649c7b1115a622338be1dd882d9410845339fd8091cfcb9071a43b4a6"} +{"episode": 55030, "episode_seed": 2001290176, "split": "train", "timestamp": "2025-10-13T03:26:33.485850", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2001290176, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming knife'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "113705", "label": "turning the camera right while filming knife", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "113705", "label": "turning the camera right while filming knife", "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": "0e72fecf9c9b691c87f9844fd47aea3250da2b6d86132ac8823546f4c3781bdf"} +{"episode": 55031, "episode_seed": 1198688611, "split": "train", "timestamp": "2025-10-13T03:26:35.059591", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1198688611, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a 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, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "213047", "label": "turning the camera upwards while filming a leaf", "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": "213047", "label": "turning the camera upwards while filming a leaf", "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": "c7fb3c8c0888c75490327881ddd5fd1dadaefaf6525ce242d7aa25a5bf6e4058"} +{"episode": 55032, "episode_seed": 1791916282, "split": "train", "timestamp": "2025-10-13T03:26:38.094746", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1791916282, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 car and a motorbike away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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6v4YGq3gubiZiQMKCegznj86wqSs7pXN40nODje3oU/htqd3qGuzTSszQpCeTHtAJI6VwGheA1a9uNU1qMrH5ztDbH+Mbjhm9vavT7Wzi0e3kht3YBlCufUCua1zUhGGUHpWcpN67HTQw/IrNt+pdg1kOvzbT9QDWZd2OnyuViK25d0aTGSrgHOMZ4/CsJJn2hkY+9Mmtry5V3inG8geWGbGPY1zs7nSjJWaF1SK8gSCJlVreBpCJYxkOCpC/TryPWs6Ofy2hbJPyeW/uV4/lg1r2NjdusMNwk4aXKXECSqcr0DAk464OD1Ga6Ox+H+nBN93dyhXfOFlXr2HHfArelF35jzK9OKlaJhaNOE1i0csFALcn/caulsIpL5J5by6jR5WAUHHy8c/XsPxqDXrbwt4UjtnjF5eXlyri2TzFKBgBy3Tjmq41Cz1vwp50ukxT3dveNFIjKGKKwU8e/wAv5Gtp1P5RU6ejuXF1az8HzO73luftEPlz2/3mB3kpt9OBnP4Vc0bxhBrVxNaRLtaJNxUDAAziuInaARxGawFuIZB5cTJ90E4GPx7dOK3bG8tNL04Snas1z8wUqFKJ/CvqT3PuazlNt6nZRikrIveItUEStGp5rgbu7Ch5pZAiL1JPSux0/QbjxBrY+3GS1tF+aQspDMP7oHqfU074z6fbR+D7D+zbSGOG1uf3nlqBtUrtGe55+tZN8zsayqKC03Oe8C6muoNqOxGUJ5eCx653f4VY1wm6u0hHCA/M39B+lcx8NWkGq3KiOd43QKRCu75uSMj0xnmu+1Hw9qbs0y2rumMcEZA+mfeiVN7pHHOfNq3qc1BfNmW+CBmSQMwA5MbDAx9Nv5E1no77gJmG6RXBI6bmYsMe2QK0bG2e01J4LqFoiIVXZIMcjv8A/Xqxa6FYz300U98wCOjhlYZbOSf1qYowlB2KFtcb4gP4gMc+npXVaPZ3Gq2FhbwRiTyvNldScfKHzj8f6Vq6d4J8PMpZ7y4YtyQsoH9K2tGt7HRJ7mGyRmgguAT5pDPIABnB4xgk9uc4ruVVJaGaot7o4zXcm384sGMzDp6ip9EmeWWEXd1DFHbw+XHExADYPfP1zj2rofFd9oVnZPf32nyPGJVXy4GCtK5fj8PXkdK47S5rTVrq/E1nbx3NvF50MJIZHy2OeOvb6g9qVStzl06PJsd1rXiDSrC1F7bXNtb6oV2pOq56EMfrwOh5PSuLvfiVE8nnRwStGxLACPHf0qiyKqS2501baCRQDtQfOcdWHfueear6U8F5qFtG37mzhg8+ZAP9cM7UUHsoIOaw1SsdVJpPQ7W6vQbMTtxvUNg+4zVDU5FSxYld56KuM5Nc14g8XWYDQ+cN2eVXk/kK6TUV32TDOMrisKz1RuzhpX8lFd/vuWfjoqj/APWKl1G6ndoIJAAbcOW9TlSBg+nP8q1ZfDOqanA9zBaMLfy2USOQoOSOBnrRLotzPbsfscgktmG1HZR9oPTrnuOPxpQhJ9DCc24uDZgx3Gwwvkn5fLf3K8fyxW9olwY9as5A23Yxbdnp8p5rZ03wJp0sJnuZp4oyfMKNMmUHvjNQa9L4b8NXH2Sxhu7zUmjVwGcFEUnBz6E/1FdkHyx1OZQuy/p1qbqwc3NxEZpstk4GQOg/n+VVm8SR+HtSOgxrBc2V7taRjyYpQoDqfbkj8qqX1zZanoenXp0aC6llyJXCfN8u4BQB2z1+gqhFc2kdzb3Nxa7CoMRUJll47evA/Xio9o7WN/Zq9zc0e9XX7yLw3YagqJFHvSWUHLp3CjqWGehxXotr4S0O3hWM6fDMVHMkw3sx9STXjfhjxHeyeN9LjnFq8dxLmF4VA8kc9COoK5BB7+9e2rrFsbw2ytyq7mPOB6D61lNts2UnayPMPjrbQWvhzRo7eCOGMXT/ACxoFH3B6VxXwyu4LY6kJmK7vKwf++q7z44hrzwtZSwjclvdbpCD90FcD9a8h0BWXT7+aLzPOjaPYqjIfO7Ix6+lNK8LEq3P7x6Hrm65uI1TmA/8tB39h6Gs63vmzLfBVZklDMuOTGwwMfTb+RNWNJgmuZ4UFteLBcxESwKMmN+zYPbr+YrSs/B2r2lw7yWgeARKo2uDkjvj9an2cjGqo82jOVR5NwWYjdIrgkdNzMWGPbIFWrW53xgHOQMc+lacXhy1bUZre8upIvLdHBzgtuyTj8a67TvA/h50LPe3JJ54kA/pW9JqN7s53Tb2RlaNZ3GqWVhb28YkEZlkdScAqHJx+P8ASr7yNqOoItxexrCkRwgYAlu3PrzWit7pHguyvp1SZrW2uVXoJJZScABTkYwzH8zXN2Oo23iGfU7S7sFWVYxPBGzjLYb+LA+gIrSVa6si4UUndlyCOLwpN/aMeqWwnEw8jdyrRbT5m5fXHGKcvxF0+e7ijDMFlZVj+U9ziuakji8qS3OmC1hdRnCcOwHUj8+eDUuiPb3N6J2CRWtpEkpj2DMkh+5g/wB0AE+5rJybOqkknZHZaterBAxJ5rzfU70zysS4C56k4FdVcR33iGRIbKFjGeGmYEIo7kn/AAryPxPHd2uv3Vld8PbSGMKDxjsfxGD+NQ/edjdzUPU9Hj8JavEGIlgIxwFLEn9AK5a6v7yznkW5XyTFOIirHBA9T+HNej3MN3LbkLCRnuWrj7nw5aSXEk+oywK394vuojFdSXUm9mU01eFTuaUOTjJLDkVT1K/hv5gzTLHHbQ74ArAYfPJHvwOevSugs9B0O4uUihfe5BwBGAOnPOK3YvCtjb4/cLhh1KAkfnVc1tERKN9ZHF38s8L2muXmbuMmSOWOKXcYwyjDDHAJOeOnAz1rodD0zyPCVz50rQXN7cLclMnMQU8Kee4xmtY6PECIjFcug7KwH6VYi3RWRhNlOyk7R5uDTUk37wuR9DidUd3juVl1O2VXO44RgRjptxnFUvDL6h4p8T6faTQhoLedJpZBniNOeSfXgfWuvutN3bs6X1PYEZ/Ko9Jsvs+pxSx2bRMrckHbweDn1rNzRfJJLc9MhNmlw8ohQNI25mZga5n4lRw6h4X+xqIFEsyEupwRjJ4q1OtmmZDxg8fMayvEl3aLpMLIm4iQE5B9DUbMmx5pYWK6EzFmkdZvT2+n1p82rXkd5/aq3U0P2ORVgjJbG3jPHTByc5659q2Jo5dYaIWsEirGSH2SYBzUy+D7d2Zry2Ut28ydhW8ZaESgr6EkMEviKVne6eOKMjyACrK4OckAEEfjV+LQI7WZnZyS2MBsjHHtVmyg0zR08mGaGDPUQrk1ct7GO7iE8ckrqQcMw98VLs9Qs0W7JZEVcJb7R1yzEkfnV+I20cjObaTMhbJJ4BPfGazzYhBx5o7YQAU9o3ht4mWC7c7jghwe9NKPYLNmR423Xuij7NboJ7adLlFLff2nJH8657wlbR3dzdX1wZLc3cbQxwIcsiddxJ56/pXV3rm7Rl/swtyASRzVWz3wSsV09kJUgdTiiUop2Q4wk1qVH8O3wS3MOoQIgi2osinp3zjknivP9Ru7vR9Rm061uEugfkLxhuWz0GemDxgcV609o08SPMpVgONxyR9PSuZ1LTNJSQ+bH07KpwD3pcwJNPQ4RPD4Y/6ROy3Rb94gI+Vs9K9iuLOaaHao7ehrhGFiHwsDHJ65wa7poJZYeYDj3Y1nJc25cdOhxXip9XvbwR3k80UdhbGS3+cAEgklhg/Qc/SnReILU2scnnQl2QMwDAc45rWvdF0+V2a/jtsKu5S7bqih0HRLiWOOFELkcBYgo6fSt+d9SFDU5zUtTtr+O3s1kRYJJczbWUbsDjOff19qw4Zntb1pvKe5WaPyrZopM4IPyg/l0r1CPwrYwBW8hcE8/uwf50w6JbiYhYbgjttIGPwqedj9mr7lG30n7F4X063W7CXNtI8kmfuneMlTg8gE1zepySx2bmS+hLo3mKq7gzN6ZAIA5rvQWW08prKYgtj96AazLnTwcn+zcHPYEc/hSlKKWhSpye5g/DWGfVfFNveTWai3s/Nld1TaGcrgL+GSa9lhFnFO8ggUM5ySxHpiuE8ONJaaiqx2xijfKv2GPxrpp3tEBZlUY9Cf6VlJ31Dl5dGZ/wASY4r/AML/AGNfIUSzIS6n5hjJ4ryWG0GhwyxlmZLkAknnG3vx0+9XqPiW9tF0qFkjDESAnIPoa4bUIn1zy0trU7FysgDYyDg/lxVQeth2sr2K9lqkaLsKOVbuFNR32pStcSahHdSRfYAhtQCQAeCSPqc/XGK1LTweAF+0RBVHQNORj6VpNonh+1Ty5PsxfHG2MOQf1rZzMeS4adI2rPJd3EwK7sQr5wK46kgL05rqrEyIFwlvs4z8zE4/OsvT9Ftvs6tb7/LI+X5QO/pWh9hVBx5o7YQAVGjew7W0uZ/jGzN14cuGs7SRrlJVnCE8PtbcRjOen8q53wvsuL+81uRXtoJ4mgijkbLYPJf8D0+ldlcW7CyjAgu23EjIftVMRhkkjTSyV9xzmneK3Dkb2OY2yG6htbbUoZGSMou5Sc+pJ6k1yv8AaeoW08ulWam4ErBY2XOWPTjPbtjtXoRtDDLujsCjeozT5tFgvIUku7dQwG1Q3JA6/hU86ZXK46o7TwvawaT4Y07T5TC00ECrIS38Z5P6k1474r0JNV8VajdiRUaWdvkjYYGOO/0r0zTpLKGJEJO4Lz1PP41xV/c28eqXSiEtulbBzg9ahN3BLyLd62rXzKqpPtHJJOBTYvCs00okmaONWPTO8/pXTBZY/uoCMZHQ/wCeatJtkkIwquvUDk8YOf50GylbYq6fpVppiBk++cDewqa81GOKPagRpD0XB4qG8vDEjJGQ7A8vjp/nisUq0hJByTzk072EouTJnklnk80TZkPoOPpWjpV68qvG7HzEwfqPX2rMgR/Pj6de3SktJzb3HmsOOQcdcH0pXG49DpJ+Y3IUbh93LFea5S8u9Qtp8XMxhy3AABJ+ntXYw+VcQcKSNoYOzbsnrkkf5FVbzTYL6HZNGJAFBRwTkHp1odyItHNrqt22DHcqR3yAadrOpXsmiqN6naw52CsjVNNbTLtl34jJ+QtwTVbSTJreuPpE+rzW0RWRohGm/cyoWC+w4PJ9Pekrt2KaUdS14fTUL+5lijZiBgnylwe/Uiuil8OXRZWkjO4HH7xqzfg9JJdXGqTysXKrEcH33V6Hqcmcl1XY2M5Pf1q0Zyk76HLW3h+Iybp5N+0/dVcD861XmggXapVY16ZHSnM6W8QkLgAncBgfNXP6hctcTFSNqA5VR6U7iV5PUmu9Qa4dkVwsXPIzlqjS7kt4YgWYplsgHrVLy3HTGD+dPkDi2hB/vE0r3NHT7nTo+5cj5gRwcdc96ztT+2RSBrRMJ/GQ2SD7j0pdIukZPJcMXjX5QGAB9D7ntW2kYLkjG5kztyfm9TjvRuZv3WcV/aVySc3ZJPqAM/pUE15qJTKTIxHT5BXQa3oVu8fnW8TIwOSg5B9a4PV5JbS0eS2n2MHAGG5x6VLvsaRSauJeXF+sgZnQH0KLj+Vd1/Z+o3UQykpzj73Arh9dt7ePw/b6lY6vfXCtdfZc3MKxrOQm5niA52qSFO71HuB7aQI7XYq84yPrTtYTkuh5/JoBuJIzc7Yyp24B3Z/Kta2sLSxj3IPnPG5hVyTElywIUSKcnHP41nX175cTJEwdweXx0qrk6sfdaikMexAjOf4MHisOR5JnEgl/eew/SoiGkJOck85NPiVhKhOPwqXI2ULamjpd4ZkaN2PmJg59ff2rRm5jf5QSB8u4kc1zdpN9nuPMI45BA9DXWW3k3EBO0kbAwZm3c+pI6f0pLUmSSOV8zUI7zbNKYsMcKADn/wCtQdQut3yXA98gV1sunW9zFGZFDEx/K4JzXCapYfYLtlyQhJ2lu9J6CSuXNa1C9k0VBvU7WHOwVzlg+pTtKIS7KvJ8pAD+JFWtKkh1TxCNH1LVLm1tJZNqSRzRRrH3JYycYxnjqTgd6t+ELee31nXrORJ8204j8u42iQAFh8wHGcDnBIp2e4c6Whbg0C9l8syoykjP71ua17Xw5bq4eZg7oeNowOK22aRozLPGgjbA69Peo2ZLeJZC4Ck7gMD5qozcn0Ee4hhGFKqi9MjpWPd6i1w5RWCRc8jOW/wqG/uWnnKkbUByqj0qoY3U/wAIB/OhysVCF9S8l3JBDFlmKbmyAeSK3EkLKdp3Ajg46571zEm8WsQP941r6RdIyeS6kui4UBgAfQ+55xRcHGw3VvtsbA2iYQH5zvyQfcelYY1KeQsv2zcc9MAflxXeRRRs/AAZ0JK5OW9TiuW1rw3EN09rEY2znYOhpNNBBp6Mr2GqX0Uq7pkYdB8grmdYvbw6lMSyA7iQCgx/KodVlms7Qy29x5bqwGVPNM8UaFrOi6Hpeo6hcXBuL4yebE0ZAgwEKBjj7zBs47dOoNJJvUrSLselRHbJbjrvBzn6VZjgjlX5lGWTrjkZFFFMT3OfncxxnAXIc8kdvSpbdFeFjtAIGeKKKEXMr25JYNnkHrVcNskZgASD3GaKKllR6mlpN3MJ5og+EfGQB7gfyrXlJK2+35A+SQvAHXpRRVLYy6mN4pVRCse0bGBfHoQODXl39p3Gja42oWuzz4WbbvXI+ZSp4+jGiihblP4DuPg1kNrCgkALD/7NXo905kT5gPunt7iiiqMJGLqqLGLd1AGeCO1YwffOylFwDxx0ooqTRbIfeqI5IgucEcioLjhI17bjRRTew6e5Gszom1cLhgQQOfzrrNOuJLko8pDMU4OOmFB4/GiiiIqg+IeZE7OSWHIJ7EE15r4tANmZcDc7hm9zk0UUn0CHUw9c8TPrsVtDLpWm2xgVI4pLZJFKRr0QAuVA5ycDk8172zlY4x1yo6/SiiqkSjIljWQuWAy0fXuOK5ZpWWF8AZDnk0UVJpAs2yK8DHaAcZ4qrB8wyeoNFFBa3KyttkJGMg9xmtPSbuYTTRB8JJgEAe4FFFSh1NjcuZG8uyCnYGByF4A61i+J1URLGANrAvj3A60UU2Zw3R5tLrjaRc3iHTtPvopZA5jvYPMAZRwQQQR1ORnB7g113wzvLjWNW1u+vpDLcXDJLI+MbmJY9PT29qKKroTLdnoczb4ACFxsPGPpWRqkaxi3dQBnjHbvRRSZENzHD77hlKLgNxx0p96ojeIKTg9aKKZZDc8Iq9g1RCZ0XauBhgQQOfzooqepp9k63S7iS5kR5SGYpwcdMKDx+NPVfMiZnJYgbgT2IJooq2YLc8x8XAGzMuMO7hmx3OTzXLah4i1XUdNg0y7vZpra2keVBJIzEs+M5JPONvHpk+tFFTE1l0P/2Q==", 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", 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", "info": {"video_id": "129107", "label": "moving a car and a motorbike away from each other", "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": "129107", "label": "moving a car and a motorbike away from each other", "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": "3aba2434bfd5c8882782f9a0b238ff286d98502b99d4e48695fe198229b3b15c"} +{"episode": 55033, "episode_seed": 2939689241, "split": "train", "timestamp": "2025-10-13T03:26:39.100250", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2939689241, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'picking a fidget spinner 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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", "info": {"video_id": "4600", "label": "picking a fidget spinner 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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", 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", "info": {"video_id": "4600", "label": "picking a fidget spinner 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": "69dcfcb90b2ceb9b18efaf7dadb5753fbb273a15cc0b1b6178f6824eff1af944"} +{"episode": 55034, "episode_seed": 4126247914, "split": "train", "timestamp": "2025-10-13T03:26:40.794327", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4126247914, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "114658", "label": "putting a box on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "114658", "label": "putting a box on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0394776557658f22548ecab7239245d0584bce1349a58188ad247c68dfd037ab"} +{"episode": 55035, "episode_seed": 1440048389, "split": "train", "timestamp": "2025-10-13T03:26:42.183582", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1440048389, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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fB/ADFUvEct3fyQaZaQxyx8sZDIAUdRyCTwBg/jmszTbbUkv4rK4gdEDq0jH7oUckZ6HPNdDpJq5pCpyqzPV2tYCunBlVprWAAH+4WAJ/GqWpXkUMLIXwVqVJWjhLSN87oJDntkmuWFvq+s6osttZl7OKT/WMdoYj09RmhK7JpzSjqdj4StYprie8kh23KqF56qG7fXpXXKQBhcEnse9Zml2ktrYqs5H2hzucp0z/APqxV/cCAQDnt2xWphUlzSbRpwW5ddwcDsRTb+aHTbB7u4f5EI4AyxJOAoHckkAD1NZXh/WoI11R7q6hgC3hVTK4XgIo71WufF2jXPiJGuNTg+wacA6sDuD3DA4xjrtX9W9qEiLnjmv+BdTs9VN3JaTpH9p3pNImQfm3HOPx/KvRotCijvtB1SaNUeG2nEm1cAuCSG/8eb9KveLPHGg6npyWkF1LM5mU48psEdOp+taniR1itItkpjZQyqAOCMAfoKU5Nlw0Vu5xdzem5ml8uVlQZwABz3Fcvb3eYUZORlD+tbLXiWnn3VwyGGJdznGcD6da88i1dYb5/KfdBkiMnghT0/Ks3TckdFKahdHqugSG41K6uDz5cDHPueP8a6UFXxnOBzxXA+Fb1pdPupUztlcjP+wg/qT+ld5CAGUl8nHGfSnTjyqxz13ed0X4sMSuc5GcDsKsqQCOcjsMdDVSLO0FRswfXtVkbjtORznIHStDJFPWLxtP0m4liYhhhR9Sa6q4v7eyt5Li4eKKKNS7M2OABk9a5bVbB9S0+S2DeXvIGSM8g5zXE6l4PSTUbOzmvJ5nuZsPuP8AAMsx/IEfjQiraHoOia7pltbS6nqWoWdvfX5EsiPIu6NMfu0/4Cv6knvWfZappmr+ObqezukuSltkMueOimsyTwXpSebPLFLI+GfJfGTj2rlfD96NI/tq9RgkkVnlCB/tA/0qZPQuELvQ6bxTIyzzIsqOpkL7SAMEgDH6Vw3iK9t7fRBFK8cVw7B4P9oqc/l2/Gpzrk+oyyC8hkEhJb51KkgcZ965/Wb6JdSSCdBLFEokRHGQHBb9Dxkd6UVrqbcjTsZ9jreyFw5yRkj3PpXptpdtFo8ELdI4wMY6seW/U1ykNnpt/Z2l+9qv2tyT8gCqADySo469PrXbW9oFXTUbngzuMdTxj+lDSb0IlUa0fQ5u08I6vrGpjULmddPiVsxQyIWcr/ex2Psa9H0iwFhYLAHeV1JLSSDkn1x6UkQ2r9/OOpbniri7lBIYfRqsx9o3oTKNoJbnkE47GrsULleFyn8qz8gYYN9PfvVrw/f/AG2O+3DcIroxLg8YCr/XNKwFmVBBC0spCIuWZieABzk18v3Wj3Np4mjuVQ+bFeqxCDr8+eM19K6i0Wr61Fo7RqbW3Vbm8BJw/P7uM+xI3EdwAOhrN8b2+lSafAFWySYzqu5Nu8A/rVxbiL4mcfaeHdvijR9UzIFmtHuZvNbLeauRz+Dj8qlu9SdPPSALtRWBORnjNdZr8YtbWHyY02Ro8eOmAQBwPwNcBGYy8qyBkQgg5PAHfrWFzd+8+ZmZbXQVYlPK748j15FdPo87XWo3twxJ2QMcn34rzS01Tyrk20uP3fyA+pHANdv4bvx/Zl9IuCZWMYb/AGVHJ/MgfhWaptSVzoqzTptoo+HNPnuLidpYgll1GRy+e1dhPqUWn2jJHwuwrtXtxxUIEdpbgjCoM/8A66y7cS6hqB+z7XVXCnnqf/rCtn725adjodE0kzaPby6hJObtlzJhyOp44+mK0f7DsscmVsHvIfwq+F4/ugjn1NPJVUJ4wFyWz6Vn9Wor7C+44nXqN35mcythBL4lNqu/7PBCXlXeeWY7VH57j+FX9T020h065kjRlcREqdx4OKr+HA8wvb92Ba5uCqnH8Ccfz3Vf1Qs+m3Xp5TgYPXiq9hSX2V9wKrPuzzzTTdalZ3lpDOFuWkjKTSMcRoMlj+QrPke50/Ubmwur43BhCN5gBAfIzj8BUWmXRgubjBwCKgvJXuLiefOcIRz9KzUIKdlFHW+Z0+Zs53Vb+WDVLtd/D7ScdxtB/pXdQPJdm0hZsqkaDHbcwBY/XkD8TXN3PhyPWGgvRK0Q24kULneBz17HHFdDY3SRRveHYLZX2gt0YD0/U/iPSuiVmlY5ZTbVjae6ttU1tobaQPbptRyvQBc5FdXbBQFSNVCKMYH8NcF4MWNfEOuxpC6LBNgBjkkEnB5+ld9HgDIBzjsadrGMtLItRDCkBiRg8e596l2sRtyCCME9x71Eirt27vu46VOoOCW+Udc+lAI5bV/C+nMLi/ujIzElzlgAuaNC8J6eNEtZLi1DSygzsrk8F+cfgNo/Crnihmmht9NQEm9mEZI7A/e/8dzW1vVVPG1ScD09qOg7nnPiqztbLXbaKCFIYR5eVQf7XNReIdd1RtXvpRBM2mwzMplYZjHT9Mt2749Kf48kK6xE3A+RTjrzmq2sam13orWb4aNtny9BkMDn881lJpNXOujFtNoyNbvWtbEyopjfzFBx0xnofXOag0Sew1G1uLW5tEe0togUjAwevTI55JqC8gk1GyntY2JmaJXUHuw5A/HFN8M2N1YW9w94jQtM6BUbqQMnP0zk/wDAa0SXLczckk4na6XAlp4fvpQoQRx+WoUcDucV1drtmiUlt25QQ2OoxkV514gleHS7Mx3XkxG4KPG5PJI9uvQjn1r0GCQ2sEasFIVFXjjGBihaLUxVOU3dGpHgkDJwATg1ZAIJyevGPSqlrKk3GSM8hT6VcUkKBgg8gHrimJpp2ZKNxXrgkdO4rnrSQXvim8uBkR2kIhXHZnPP6KPzramnEMTyNjCKSCaxfDe7+zFu2HzXkrXBJ/unhf8Ax0D86ANm5f8AcOo67SOO3FeT6Vdi31eUuqsCOVPIODkZH1r1ORw0T4UEkEEivF5rmO1vpZZGAUbhmomvddjow9udXNTXb03utw3JZg4g8liOmNxNchr9rdTrbXkETzKy+W2xSSDnIz+Zrasrn7XbvdYzt6AjJP8A9eregzg2BfaSFdeQeg60QbjuVWaT90l0iI29laQTnDRwKrADO0kkn9c5+grpdEa5l8Q6ok9wrxxxw+Uob7qMM9O3SuZ015W0qS7Ck3FwpaIYyQo6YB9cLXReGrZ7fUboXC7J3trcTKWzlgGA/lg1S3OaWx2EQX5QQTxjPY1bQvjnHGSD/wDWqnEBHkhsEjPSraKwAwcHjNUZknOAMYY9MdM1yV7pGrxG6kg1ZrS2klaTZExGSe5x9K69MsTt57/WsXxTM32BbNGxNdyCJP8AgRx/XP4UizntJ8IyahpMd3d6hdFrpjO2CSWBGEySf7oH51kaxotrpev2ltEzOu+Il365LCvUI9kUXlx4CINqgcYA4ArzjxtMU8QROOgVGz+ORQyob2LPiLxks2tTadJtxFK6grwev6np+Vcvrd3HHpsiOxkhnYRup4ODnp+QrY1+e0n0OSGKCOOaSVJHlC5d23KW598Y+gFcprZkutKmYAO0YWYgdh3/AEzWdOzsdU48nQWw0LStRtZUineCS2UGS43Ft/qdvbPT8BXX6PZJY+G7pkBCxR7BnruJySa4vwfvktLpyvySSxoCe+OcfmV/DNdTq2oXVjpdtbwRh7a5kYyyAZ6Ad+3rVyvzWZz1Gn8J0F3HJfXKWscgRW5dsfdFaGg6Da6PIsn2qWd+du8AAHueKoaZIrGSaRGcsRtUHAz25/A1dvvENlpUay3ckFrFg/MBuZm9BnOfypwhoTVqu7SOmBCRqw3benI6msvX9Q+yaRcNECZXAjiUH7zscKMfU1lWHizT9dhmawud0iMhMbkhsYYE4Pbp0qScfa7i2klGWgffHzwGxjOO/BNEmouzJim1c1tPgSy062toyW8mMR5HcjqfxOade5awnVjyYmGO3So4ZmZSrsBzz24p13/x5z4YjMbfQcUr31DY8dS01O9nkh02ASTup4LAcdeM96S5il0zT5bS8ZYrxMK+WyVJGR9Rz1rrfBEIfUriXHCJnPucj/GqPjPSiEa6h82acSMxcvygY9B7DoM0la5t7R25XsYlvc/8U3J5bESHdGuPVgAP51s2lnBfRJpgdxBGBvkXtjlv0GPxrkbG9K6V5SHBNy4VTwRgD/6/5Vc8HJLqnii40+TVLi1jkhlCGJN29ghbb6DoefatFBt2MZStqdb4XnSbxNqzW7boJFiZJd2chSwxz9a7uE7iCSMDkYPOa8h+HLyRXF+HkLhVQqSemSc16hDJFHnzLnlMsREpbAx0z0oa1sRc209Vx0OfX86cZMDIbH1P6VnQ3aRxoRgNldokOTgkDoOh5qCW/AeRCDkMw49jSem4467EJlN94tdhgx2EHHp5j8AfgufzrXEp4XqQP1rB0VDbRu07b7m4maWZ14DMe30AAA+lbKsSCVHHTBGKV09irNbnn/xAP/Ezi7ExDH51yUOpLfaittHkxhRk/wCe1dj45G7VLYYwBEP51pappRk8O2VtBbxKSFZ5BhWQAFl6cnnAx71LSe5tTquCsupw9tP/AMVAiYyMADPfrV+OXztaLuq+TaRKSOxY84/lXNQSPDr8Akk81/P2uQ3BPU4HbpRqmqSwQytbMU3ShmbOMnoB+WPyq+XXQzkzb8Q2U76Fe3FyVMb3CG3ctkqQMbhjoOcYq6fFwmtHRGJlXsATnFZnimGNfDFhfWmsX9xbmf7J5dzCEjn+Tc8kY67VJCncM8j3A1NNsryW/IghjjtpCck4DKO/FOUbLU0w022zf0jXze24e3DyZbYCik4b0rs/tJEO1l+fCnJYZz347Vgwy2uh6eIo1VIgp+6O/r9a82tPHN7LqypNcTzWolxI6naAh4De2CfxrkqLE3/c2t53Oiq6Ure0/A9S1xJ7vTWt4nRFnZYpZC2NkZPzEepxkD61cjntoohGHARcKqgHAHTFZraV+5JaeZ5Au8x+aThf7xOcDPb1oSxtActGzDHd2P8AWsE8Y9G4r5Mzth0r6m52xwP+BCuMtfA//Ez8++ksZYN+4xM2c8988dzXRDTrA4Atoye/Xj35rk/CkaXOt3QmUSqobCtyAM9f8+tL2eN61F93/BEp0ekWSeJPBoitnm0u90uzt9gRoDOFC453A84J9/SuG0+YRWmpQSvyrhNy4xznn8q9E1y0tp4JbcwRBGHTaB9K8jkmXT9RvLLkJ9oG7vwF6D867qEZ8lpu7MJVE9jqtB1NJ9dtLV4z5YwEGeECjI/l+lb3hLULu41/WoLxT5ySLjd02ZbAH6H8a47wVHaaj4sjS9vrm0ExKRTRSxxCMdyxk4xjt1JxXTeG5bm38Va5DcPcbrdxFtuAPMADEfNjjPHbitnCyuZc6bsejRnJxjAHJOMgiriYU5wTkZP4e1ZduZlUM+yJeuZHC5GOtXLe4GxX3NIMqCUGAcnHU9evalZhcuFvlPAKnt7Vg3MgvfFkKAZSxhMzf7zfKv8ANj+FXJL5AGBfBBPB68Vl6Dv/ANIu7j93cXkxdo25KIOEX8Bz9Sam5Rvl1KjK9Bux3rzfx8f+Jsh/6Zqa9CDAHPXP8QrgPHSCTWIAeT5Sgn8aRUXqc298lzdraI+5sA9elSWckY1sxYIG0KwB6cH+hrbvfC+n6Xpdpc2VvKNQnAO7LOpABLZH8OR39a5CyuZR4ghMn7uRnwykYKegPr1pRilsdFWr7TU6CExy6qlui7IIIxJJtAHJHt+P51neJHuLnRpnCtH9lu8Rqqna5K4I+v8A+qqWo6obSG4MMrCSaVSzr1CgYA/ID860PGWm61pHhnQ3v7m6/wBN8xnhZMC3I2sgJx94hicf/XrSEG9TklOxvRXczO8e8hIzlVHTOOteceLdTu9T8Q3LXcxfym8qNegVR2A7UUVnhm/ayXkehjYxWGg0tR/hW6ng16wMcrALKq7c8EMwDD8a+gZ7eNPOgVQFgjEin+JmO3kn8Tx0oorWstTgpPQrBipJB5xU8zFraf2jf+VFFZR2HLc5XwLz9u/2QCKsaqBIzIwyrcEUUVPUUzxWS5lgu7kofuyS4z/vVqaHqM+k3kV9ahBNEvyhlyPmQqePoxoors6mctje+HyA6hdoeVLRgj1GTXX6jfz23g3UtTj2/aIR8gI+UEt1xRRWS+NlW/dnj8Wr6jNqCXT3s/nj5lkDkEEc8V7X4buJdW0vT7i6bMtwqmRlGMk9TRRRiNkOjuzSi/1bD0Y1ooTtySTn1oorCBpM4zxcBJrmnKejquR9Wrpr9z9kiPqgoopvch/CeTeK0S31q3niRVkDk5A/2Cf51gXBMsUMb/MpjEjZ7nI6/nRRW8dkLobPiXxI2t2dpDJpenW3kKscT2yOpRF6IAXKgc5PHJ5r0uxRU82VQA8jYY+wFFFTX6GuE2Zm6hM63L9DjJAPsDXk/hmMX+uW1vOSYnn3soPBI5ooqqPwseK3ie7NPK0cUJc+WDnbUysQye5oorl+0J/CXAf3bk4Pyk8/jXM+BlBOqSH72UGfruNFFaSIjsM16Rkfg9a8vKLJ4k3MMnMsv/At20foBRRWlLqZSLNprbaVf3cbafp97FM4cx3kG8Bk6EEEEdTkZwe4Nb3hG+udT1vVby7lMlxdSI8r4xkknP0ooq5fAKPxHcytsjLDlpASxPU8nivMj4914atE/wBojKJIo8oxjYQGGAe/60UVSEz1AneSx6kk/nViD5Yww6hqKK4ep2dDSic7WAwB7VxHjEbtctwf7gGf+BUUVszJbnV6iAtqqAfKFAx7V45q1ull4qt0hLBDKzbScjO3rRRTpiXUxr9y9hCx4LsGOO3WtHW9e1LUNHtNOu7uaa3t3aVPMkZiWYDqSecY49Mn1ooreOxlPc//2Q==", 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", "info": {"video_id": "60791", "label": "moving pencil down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "60791", "label": "moving pencil down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e9979fd80a2c199a63d5ca5409e992e9cd7ac1897e526f86b303f0f34b2f89c2"} +{"episode": 55036, "episode_seed": 1103202913, "split": "train", "timestamp": "2025-10-13T03:26:43.886797", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1103202913, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 3 mangoes onto plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "1790", "label": "putting 3 mangoes onto plate", "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": "1790", "label": "putting 3 mangoes onto plate", "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": "f81a6ff4574051fbb770d31d2795bb5afb13ad3ad5dacd354fd9f69362d7a0c4"} +{"episode": 55037, "episode_seed": 3676076257, "split": "train", "timestamp": "2025-10-13T03:26:46.004027", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3676076257, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coffee pot'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "181082", "label": "pouring water out of coffee pot", "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": "181082", "label": "pouring water out of coffee pot", "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": "0a9dfb78508086362fc30aa6df365a9c48f3f2645a98c57338c13141d9489323"} +{"episode": 55038, "episode_seed": 1673082715, "split": "train", "timestamp": "2025-10-13T03:26:46.867665", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1673082715, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tab 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', [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": "61867", "label": "lifting tab up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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P4k12OZVOwtsgBHCgdXP0r3G3sksbSK2tRtjiUKVP8/xodxxRoxTqCSx+U8A+hrntW1IPclM/d960tRuEstOcHksK88l1IyXDEtnB/MUGsVfU6ZJjuaeJVaYrgoxwsmOmfQj1qhd63elRFaaVMrnhy4CgfjmoLO9DkHNF/ffMQDk+maGWkVx4gns5449Sg8lZPuuGDD8cVuQ3QfaysCp5BrjyZr9JVIVYmO0l+QQPQf1qtbXt7oMyxXP720Y4WRecfX0qdR2PNy/FOR81XLcU6M80rHOXYyc1ZV8VSVq0tNtBeXMavJsjLgMR1xnn9KqKbdkKTS3JLe4ZfmBrYg1dlxk9KteI9E0nS43OnzPJukCQBmyWHcmuYLkuVB6HGaco9wi09jbeOTU5o3TlnYjj2NeleFdDk0m3M8hDyOowjLgrXl1jLJDJA8RwYyMfWvTdF8TyXACXUm1x696EaWOohQq0isdzFiWJ7k0hG07c9elLG4abf/C4BU9qSfDAjoexFUM8q+Mi5/sX/tt/7JXlgUivWfikQ8mlRygE/vcH/vmuBjghLn92CRUSZLRiFwvU1qaPqo0q4W6U4kQ7lx61W1WwMf8ApMQ+Q/eA7H1qpYWjXtyEJxGvzO3oKuDSVzCbb0PTL34o61qGjS2tpGtrHdDykVDl39eewrlhEtuBbN8/eRz/ABMepqOJxFGb4LgEGO2TH3V6F/xqT/XxAg/MP1rOUrnVRj9pj4YkThMD3FW4NjHa7kVUjAA3OSMVr2Jt5AOQCOoYZzUnQa1hZlhFCDu8xwo+ma9ftIja2scI+6qgCuM8P6Ey+ReHBiyrKPSu+ZQYhj0q4mMncgkOQfoa+cI/3jh1Py819FmQAlXGD/OvFfF3hxvC2ruwGbGdsq3ZWP8ASiRmzI8lZUKOu5WGCDXO3WgXCX6RQqWikPyt/dHvXWQpnpUOpXTxIlrbDN3OdqD+6O7fhURbT0MpIz4LaGa4W1Uf6DZkGQ/89JPStScneJR0PWqs9qtraR2sJ+WPlm7s3c1JayiaMo3XofY0pM7KEOVXZIEAbcPun9KkBYMAcAe9QKrhthP/ANerEQjLBJJAfrQbFmCJy4IIZe/PStKz3KjMOQSc1Vs7YA/Jx6jOcj2rUsITI5hUfMXxj8aERJ6nf+EbYRad52OXOa5T4tTxxXGiRuceZ52D2yNld/psQs7KNCMLgc+lcx8R/Di+I9KiVD++twzoR1HT/CtehzT1PMYl4rLvZG1W9Gm2zYiXmaQdMelRNp2uJm2klxH0357V3XgLwrG0yyyJut42DSOR/rG7D6UloZas6LwVYx6RHH5sQT7Sm2F/7oH8J9D3967C4+QiRDlx+o9KrajZw3FvKEOxnwcj+Fh0Ye4rnz4kP2cpNhJ4SUkX0Yf070zRR7FTxXqgaEiNjg8Yz0riUlO7NXdVuxPevk/I3Sss4Py7voals3irI1ba5EHzl8L6VXub5pnJBxngVRWVANjqwFPYAGNQcjPU0rjsaUUxj2ov3BwKtOyyQtHIAyOMEH0rNiBVh6VdHShCkeWi2kYn5eRT0tZjnCVZtpty57pwfde35VoQrgc+tDOV6M5l7hslRwK0NMlmlmWONiAvLN6Cm6xYNFOJYk+SQ8gdjV+1tVtbdYGOGYb5m9B6VqpWV0ZNNsu3F1JMvmsxyV2Qg/wr3P41QgysmxvwqZHM85Y9OgHoKdcQ7SHHBFTc2jCyNvw9brdavBFJ9wuM16U2n2kRI8lcnkHFcL4KjLaxG7DoCf0r0q6aOO1kkkH3ELD39qC0Z8HiCHT5zZTrJKD12Y+T8+/tW4H+1RiSBleMjIctjb65HtXk2pSXct99ntSTO3zu2e5qbw++p3niCfSL/V7uwbEgCRjO50UsFPYdCcn096LtK46rhT06nT+PLC1vNFWBsCYNvikJ5DevtXlkKsCyOu2RDtYe9at1rd9fWai5uZJc8jcenrWTdysohuwMiMbZgOpXsfwqG7slK8OYurCsiFGUFSMEGs/7DDC50+AkK37y5fuqdh+NWZdTt4bbdG4lkbhEU5JNMEbW1uYnbdcTHzJ29+y/hS1SJUeaVgmxP0XCgbVUdh6VWhYwS7Dx3WrMYpt3AWi3L1HINT1Oy1kOMiHJ7+lWbWN8gqCDWfD+8QEj5gcEV0Onw7iiDqSAKbEepeGrp1sIYLtVVWUBSDXUMWRAG4PZvWuD1O5k0/Too1+WZxhWH8AHU1zsvji4g0uS2gvpTLvXBJySM84JrRMz9m+VzPVJFM5KcYH3mzjArJ8a6da6po7wXSgoxIz/AHeOK5TUdXuYdFhvtP13UXQ3P2cefGqLOQoLPGOuFOFO71HuB1/iZwdEmU/ewD+lOWxhGXMzwqR9U0hzam1N0gOIpl/iHarFhaywGS9u2DXsowB/zzX0FX5ZnVimeBVckn71ZcxtGj712LgMCKpTKbaUSr93+Kra9adJGJFwR1pHSMMysgy21vWqxwZflbPvVcZjlMD9P4T7elWrZMUxI09PuXicblJ5612/h+wkm1BLxRut3Ocj+Fv8K4mFSoHTHrW54c8WT6bgi6WC2JwsbAEN7nPWmtw5HLY9gZhHGFYDbjrUJiEMMjOuHdThT1A7V59Z+JzqvjGS1l1e8s7eWbETQzRrHDxncS/GMZwOucVteFr2/uNQ1m0v57mT7NMEVbnG9eWB3Y4zwM8mtDi5ve5S5N4X0rUFFy0BEhGSqthT+FadrFFFarFBGsax8BQMYpthN+4CnqKW4mW3JfOFf+dIq2pFM4Z8Zww+8PWvPfGUQt7xb6L7jgJKB6joa6m7vhGjzFua4fWL83wZc/Keo9aTNIJ3MqQi4XIPzCoCUjXc3Wq8crW8pjY9OVz3FNuLqMghVO41JqXEuopFA+7jt1BqV1AiWRTxvHB7VkIrcEcGtO0kD/upuVfjigRpooZAc4NPSQhgrfnWfq5nstNLo7KQyhZB3FS6roetaHpWkX95c3Kz3jSGSEx/6jAQoCcfeIbOO34GrSMZ1FF2Z5/aEidR2PB+lbVpygzzgkUUUpGUi6yKYiSoOORn1rHkdjbqSeZCWY+pooqUR1JrQDcPrV65UeV07UUVT3NzpfBX/H9C3dgQfwruta40iXH95R/48KKKY4fEjhE+X+37gf62OFNp9P3i/wCFc9q+s3eneLJ9TgKfaFmlcblyuWBU8fRjRRT7HNX+OXqzMhJ+yRDPRR/hU0bFVz19j0NFFYs66P8ACRMLC1s3M8EKrJjIPXH0qBiWbJOSaKKL3Cj1JE7VZZQYDmiil1NnsU4o1EuQP4sV0ukKDdwg/wB8UUVTJWx0vjSVtkmOCIY1GPQ8n+dc7faTZx+D479YsXAuIV3ZPIaPcc/jRRV9GYYn4Y+n6lO88VS6+8UM2madbfZikUT2yOpWMZ+QAuQBzngcnmvS/Es8n9nyc9UoopPZmFDc8slOZTTT0oorM9EBU6c4oopgZ97GpkzyCOhFS2vIBPU0UUdARozkjTbjHZMD8Tj+tReH9Oh1bVRbXJfy+F+Q4IFFFVAit/CfqNi1c6HcT262FheQSyglLyHeAVzggggjryOh7g16B8Pr641G41a9upPMuJ2SSRsYyxLdu1FFEN2efD4jqofluZgOm41U1uVvIxnoRiiitDpW5y2syutnwevWuTDE9aKKzZvAzNTUCHeOGXkGqmdxQnviiihAy0v3aZeSPHaEoSCzBSR6HNFFAyr9olWxMIc+WzrlSePqK0D4g1TUbGHTbu8mmt7aR5EEkjMSWxnJJ5xt49Mn1oorSJz4tJT0P//Z", 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", 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", "info": {"video_id": "61867", "label": "lifting tab up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "107c1cab66028a6c9536b4bcf09f40882e93d0eebb6f3b4a1f8f7e81658d1fb1"} +{"episode": 55039, "episode_seed": 2949915682, "split": "train", "timestamp": "2025-10-13T03:26:47.718171", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2949915682, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 1 pink march mellow sweet into a porcelain bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "199049", "label": "putting 1 pink march mellow sweet into a porcelain bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "199049", "label": "putting 1 pink march mellow sweet into a porcelain bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a2b85c32d72edce39e2588fabed74736aa6fc041ce06dca8bda84fe4b785148d"} +{"episode": 55040, "episode_seed": 3100666995, "split": "train", "timestamp": "2025-10-13T03:26:48.595858", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3100666995, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195179", "label": "putting remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "195179", "label": "putting remote", "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": "7854c79661e453d55bd61ac3f78c46f58166a1c3aa71a53619cb3550cbba44da"} +{"episode": 55041, "episode_seed": 3392282152, "split": "train", "timestamp": "2025-10-13T03:26:50.142128", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3392282152, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 papaya from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "6824", "label": "pulling papaya from right to left", "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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FGOfWmSeBQzbTgGtO21HymHOawlOKd5h7VTQ4zsd3Y6urOuHwaxvEV4Zb5SWyVHrVDR7DUdUn8qxhaQjq3RV+prqF8ATbxLqN+oHQpEuT+ZqeU09tpY5WO9KDKnBFaWjanK+pxx+cU81grMD2robnwLpJijEM94khX5mdlIJz2GOmKzo/Bk1rcrLDeRyKp43KVNHKEazuXPEekWc5R7OdmnVPunBD/j61w8+IpCsm5W9NtdfcWjWMbSPPvbGOOgrmNQbzZAeuKIruYV+VyvEpefGB8pJ/CmmXeaYU5qSOMZ6VZmkKCR0p3anugUDFWLXTb29ybW0nmA6mOMsB+VG5qiqDipQ5rabwT4iSISnTJsEZwACR+HWrei+A9e1iYqlm8ES/elnBUD6DqalotOxziuc8cVYjmkjGSD9cV7RpvhXTdEtVjhtI5Z1GTNIgZ2P49PoKoa4kLWdwJDGCse5V8vO9vT29fwpcoKrbY4PSZZL2ylj3ogU/Kzdd3tXQeF/Et7at5N1PtVWwQBkH3Brh7vULm1LwxBFQkn7nSsY3Nz5m8SuG65BxSUNbmWJcayV9z23U/FFo0RU3Sux6biePwFea63qpvbgr5gKKSRtGBXPfaLiU/NKxJ7k1PFbu54yTV2SMKdFRZOrFzVRRhs55rZt9NlIyEJ9qxVDF9qglieABkmkjqjoddZ+N9Vi0uSykZJQybFlbh0/EdazX33kpmVfn28jOScVnpYaiBxY3Xr/qW/wqzprzpehG8yPH3srgipaZqo056M9Z+H+oxR26wmUBiBwT3rvby7jFo2ZAhxwc188fak07UhPHdEITllY7efauqHj21+xqoYM+3buVuamMW1Y8mth3Go0i14q1a4treTZeB16AFMEmvNvPLMWY5JOTVvXNZS+mJV2K/wC02axRKXYelUqfKb0afKi6G4pyZYj0zTYVLVchhY8KMmg60hiDfIFwetew/Ce2+zQaqX6N5WP/AB6vPNN0mSWQMQMmvRNBuzocciMo/fY5zgcev50LczxH8Nl/W7i3KT/vEG0+vNeN+KL+O51DZESVTjOa67xbrMJDkJGWIONqnr9a8wdy0hY9zQk+px0Y63ZIX2rk1JC2RmqMsm5gB2qzb88VVtDsgakChutW/KLIPL5NUYFx3xW5p1pJIwIOAe9ZPc6YvQ3dDiH2fMzup25QAdTXRrujQ9Qp6D1qraaXNJEu0/dHOa3baNTbpGVGcelUiGULZyku4fexyOc1HCnnGTyx82eF6cVrNGPLBUgnp0qDyzE7SJHgtwTTuTY4weGtGaDyvsS+mQTn86nsvBOixXKMbMzDG7945K/lV6L55VwCeO3r61pJlIW2/LxitTNEcMiWKSW9tDDHEWyAqYx9MUjK9yY5MrnPzAHpiq5lzx1x0OaliRgfODAYJJUdDSBFOeTMzgcAN35x61TuJCYsI+B1zirk0alncH7xzj0qhfRkKoRj05HtSYzmNZuGcFGHAJrm5Dk4rptVicM25QA+D0rnZISrdOO2aQmiqU5PrUyqMU4p3A5rT8L6RBruv/2dc30lqGikaMxx7y7qhYL6AcHk+nvTDY6b4c6PY6ldXk15bpMbfZsD8gZ3Z4/CvUNiWw8qFBGn91RgV518IiZE1fe3UQn/ANCr0OZ8uFJ4A4poVyWFiS7DGAMmrXn/AGaKOQKSC3zLnqKrWhyu5Sec9qL2Yq43jKAbQAKYwuLj7RvSOMr/ABDnPHpXNa3Z4soyQQ75BGO1bQVmcCMkMCcMO/FR6lbmeKIPgSJ97mkI8f1LTirNuTkVgS2pBzivSdV08usrYBI71x1xbMASV6Go2HYxEj2tyK2tKCeYC2MVReHLkgcelODtBA7ISrZGCKTdyloeiaYsIzgDDDg1uaPoFjoVuiW0Ss3VpnALMfr2+lcXqENvZeH7bUtL1i/mQ3X2XNxCsa3BCbneIddqnCnd6j3A9Dmk/cLng4qoqxMpdhrzNuX5jz3zXOeIyJZGO0FlXliK21y7gdcdRWZrdsPInkz8zcAVQrnkusQv9oEhBKuNyn1FZew5rp72yKsVKnjoazJLUBSQKLitczQma0bKxadwB1qARcjit3R8Aj1ANTJlRRbh0KQMmB7muisfDm1lJIAIzUVvcOu1uuf5VtWVyzPs7EcVBoi5ZabHA6jaOe9YHxBnfT4rF4HIJL9/92rWmXX2zxe+mX+p3VpbvLsjkiljjWPuSxfjGM8dScCuZ8VLez3k9pdSXLfZJpI1W5xvTnHIHGeBnHFVFa3JnJNWOXutZuLlCkpZh9azWkLdsVYmtWRuaYkJJ6VoZJDY4SxzzW3baZLkcdQCPcUywtUZhu7nFdppNhBGFJjDFTnHrUNmkVYzdI0uYTeaikbeM4zjIrqLHTFt1XPB/lWiI4Y7BjAu0Fue1M3kHAH1JqS7l+CQKcLtyOCP61PFOpmZBkZGAegrHD7UZkPIILEU4TSRSBG4PrnoaAN4geUQDkD1pkfz7gpKlfX6Vz2tahcwaE8sDtHMsijevUg1V1iDxDoWjaXfXV9dpPe7/MiKYEIAUoGOPvENnHb86Ehc1iwpI+YEgip4ZX4QnKk4INFFamaKZ52+5x9KvRMfsIOBlhzxRRQCK0ygI3saz7oDLN320UVLLOe1BiYwx6hmA/OsW6AJZj14oopIRUH3aZYarc6JqyahabPPi3Bd65HzKVPH0Y0UU0JnoPwiHGrD0EI/9Cr0eYDzF4HSiiqRIRSMoVQcAcVHfHcUc9elFFBXQjsyWlOT0GRT70YuJF7DNFFAkcnqAzHNXKX4AkZcDBHNFFZstGQFGM45qreALbk4/iFFFLqPoaOseKpNeitYpdJ021MCJHFJapIpSNeiAFyoXnJwOTzXqt6xIzn0oorRGTI7XJnfk9BS6tGpsskUUUwRwF7EjoSwzgnFY9zGoXp160UVDKRnlF3dK0NOUG5QepoopMtGzA7K5APHStaAlZAQTkUUVJZlTa2+m6nfK9hYXsc0ocpeQ7wGXoQQQR1ORnB7g1TnvLjU7i6vbuQyXE8nmSNjGWP8vpRRVoxe5jXqKD0qoiLk0UUMEaVsNuCK6zSj9wHnp1oopIs6rO1AABgjJ96b1LEgdKKKBlaOJdso5xtzUUTF9ynGOegoopAUfEBaPR32sf8AWJ3rAvNd1LUNPh0+6u5poLd3lTzJGYlmxnOTzjHHpk+tFFUiJH//2Q==", 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", 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", "info": {"video_id": "6824", "label": "pulling papaya from right to left", "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": "4143ad2a9b78afaf990686685646f276d537ed6655690ff420bf4d50b693dc11"} +{"episode": 55042, "episode_seed": 1618618982, "split": "train", "timestamp": "2025-10-13T03:26:50.692626", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1618618982, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sauce out of 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, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "128371", "label": "pouring sauce out of bottle", "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": "128371", "label": "pouring sauce out of bottle", "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": "d7b35e4887e89559413f625e6510a543d8a4d9b19286da17bbf2f61bca0cdf97"} +{"episode": 55043, "episode_seed": 4012981624, "split": "train", "timestamp": "2025-10-13T03:26:52.920464", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4012981624, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 diary but nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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": "72235", "label": "pulling two ends of diary but nothing happens", "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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lZTdQXCZiAaQlXkHOee3Six8Rtc3cjkqXz5apnuB/LJJP0rWutYXTdOnuXkBW0t2csx6u3Qn8a9JpHmRlNdTx3wr9gk1KWTVbUo0R3oVcjLA4wfUe1b/iLxFDLat5UQYxkZPpn19K46ESXKJeTAubhS5KNt3EnmrGs6y9r4aaw/s8QpOwIkxycHJye9eLNtzaZ7qScVJHFa9h9QFwuNsozwMVSfBiBJpb66EzogH3e9Qscp1711wVo2OOb98vafzcw/76/wA6+qlkNkMS8qR1NfKNg2LiI/7Q/nX0+2oJe2mxiN4HINKO7CfQ5fxZZLc6lp+p25/0i1uoplYeisDivVJHD3ccqLuBUZI7CvJdQv007cJH3D09K3dB8Sy3NxG8csYeWEL5Uj4zhj09TXThZpycTjxtJ8qn0R6bvVRk9xXNtdy2ly9+f31pdvsMXJIOMLgdOw/OqOqeJZktWjMXlmQCMNnoTxVm3vVMUSkgR26mSTHQsOg/D+f0rpcLHHHUj8RRWUOmStc28EnkqFZ2jBJc18/6VNJY686ancTzW8TMPJklOAc8GvQviJ4hu11TQdAtJxHNPKLi5IwSCx+UH6DJritXtWbXbiUxqE34G8cHjv8AXr+NcGKckro9XBqLbUkaPirWbfVPDl3E8SthN645Kt2PtXlEJ5Nega7rU1h4Zm0+e0jjW7GI2RQBwQTyOtedxtz9ayw97M2xFtkSgYlI969K+G90traaizHGSn8jXman95nvXR6PqJsbCcLnc7Dp7CqluLeJueMfEWzcsbDzG4Uf1rpPgbJjS/EDMRl5IRyepIavGr27kvLlppD16D0FeqfCZvL8La/IZEjCT27b3OAuDnk9q68NG00cOKd4M9W1rTNau7nzLSedIQATGVSWNsdwNysPpzXOzXHiGzCq9juVsj92ZIyy9+CCD+ddN/wkVyLYExJIGGQ8bbgR7GmWGteffPPKNscChNo6knnA9z8o/OuicNTCnU02OQufG+uQy7i0u4EcTRLIPoSOaz7jx7PPFL9rtIpZcfI0T7MH/davS57mD7IzX/llG3Xd07AELGvbn8BXz7qesXOrzXGrYWCG4unWK1jAVVUAYGOnAIBPc5rkr/Brsd2Gac1ZanYf2HJqXhoSXqhLx1DoM52r2BPuK8cuYzDcSRkEFWIwe3NeoaXdalqMawxFI1RQAHkwMAdMdTXmV/MZ7yR2OXLHcfU5rhw/xO2x2VtFqM6x5NT2f+vj/wB4VVB+XrVm0OJUPuK6J7GVI1dJeOS3hMkpCRg7iT0xT08V3FtMIIrmcWakkKh5BPcVzqP/AKNIncEMP5H+lQ0Okm9TNVWlodZqV2X8P2usW9xOl0900ed2CoC/zPNRaRrF1qktnpF3dymKS53NJJIcjgAc+3P4ms1mmHhyGMj9007sPqAB/WsvB9DWqShHlWxk25u7PpGzuY44I7b7sW4AgdkXk/yH515742vorzxxDBONh+zgu4wSWYlh+AGB+FQ6d4kNraW8LF3WOBYydjEkjHf8K5y5u4r/AMWXV9d+fJGnzIiJycAAD2HvTm1KLQQThJSNbU7my0/TZhJBDK0q7YpUOCD7iuJnl3cA5zVq+kkvL2SUqQGbIQdF9qig0+WSQb1Kp3Nc8IRhuzqqTlNaIrIeaf8Axmrk2mTed+4iJjxwSaT+yrzJ/dGrc49zKEZJ7FvSbuO2nCynCyAqG9DxV3XdehdEtbQDag+Zh3NYNzDPaNE0g2nOV+oqK6wbl2HRjuH480KKeoTk02jf8NarNLf22nTbWt3Lg5X5jkHAz9az7XU73TbuBzNKVtpdwj3kA4OSMe5pvh6N5fEWnohwzTqP1q54ktvK129hRDhZ3HyjjrW9OKSbRzyk3KzPQPh8ySWcmpCRWu55CJfmyygHuO2Tk10/ifVXt/CupSgBj5LtgnuRsX8sk15Z4FuBp+oXlw+5R5OxVweSTnt9K3PF+tC88MyW0fm+azIDtjIBAPPXtxTUkgabexm6drC6Z4OhZyLhC7q8RAOwZwvPqeTXM3+vTXs7FtwgBPlxls7BWreiBPD8Fhbo4wokdmXBdz1/AVgmxnkACxEn1rllGnzXZ1QlU5bIqFt0m73qw5/cj61oxaIfsTkqzXJHyqOgph0W/aPHk859arnj3M+WV9UQWTYmi/3h/OvpKeS3e23oQHx27V87Jo2oRkfuse+a9LuvFFpJbkxTAEDqDUX1ujRq9iDX5JS0jPIGA75rD1aW60+30K8guSGktzNHJGcbTvPQ+uMfnXP+IPEMl6xt4ZD5fR2/ve1XL2+afwjoMe0l4UnXOOo38VvhYWk5swxU7xUEaWk65ca3qNloV/eStBNdhnlll+6MYHJPHc/UivdIjFDAkAASHIXA7IvJ/lXyusU53HynJY/3a9ntfE32PTrK2fzXENssbHYzEkAZ5rd1Y31Zj7KTWiMnxjeJN8VdMFwyxrEqSSyZBzu3MfyGFArlr7xdPBr2o/aI/MimlLFD2HHy/QDA/CrT3cF/47v9TvUnljgXfChT7zAAAE9gOTXLamrT6nPNjcJG3EgetYVnGS1N6KlF6EeravNqcgDFhChPlRk52A1SiPNT29g80yhwUTPJq3NpM3nn7NETFgYJrNOCVkXJTk7soZ/en61p6dceVdQIxGyQsjfiBj9ahOj324nyTVe7guLNoWkG05yv1GP/AK1CactCnfkKsq7ZnX0YivSPArBfhr4y4z8kf9a87uyGuncdHO4fjzXeeCJxH4B8Xoe8cX65FdVD4/v/ACOPEfB81+ZjR+JtVs47eFdQuVtoGG2FJCBt3ZIxXpXgEjUbO612Ribm5nZCu/hBnOcduuB7CvHJ1aWQhVYjPYV0/ga9k0rUry5YSqptyirg4ZiRjP0xROavdsqMHayR6/4l1Jbfw1qs5USAQOdpIwVUbVHPbcc++K8d09bUeGLM3Ex3G5lJx/CvygE/Ug/lW14n8SSXvhee1jEgkk2I2IyARnkc1zF4LeDw/BY26OWKiWaR0273OOAPQetY1HGcWjWkpQkmTX1/DYWsnlTMl2QDE0TZVhnB+lclklsmpzC7gALk1cj0zNoxwWnI4XsKwpqNNbm9Vzm9iiD8lT27YkX6ipF0u8K/6k09dNvF6R49DTlKPcKaaOlj8GW0KgvJLISOQflH6VYh8N2ikBLdc59Mn9a69LbexyODSi2WM8Doa5XUk3uaxhFdDJuvDUBtIsg+mB9Kz18K27ttC5Jrt7mISQQgD1NNht/L2sF5zinKTCKVjJi8L26xpkHITFZVz4Zii1XehIL4rvAnyA471m6jDi4RsdKcpOwRSucPcaLEs7tsG6o/7OC9Biuou4w028D61Ukg9BXI5u50qKsYa27Rng/hSmJz3rYEQIII5rO0qx/tbxTJps+ozWqFZDF5ce4syoWC+w4PJ9Petqd56Iym1HVlU+G11tl82WRFhB4QDnP1+lW4vB+nQ4DQGRlGMyMTVrwPLNdpeGWQuQIyM9s5rsTZLgMRmteaUVy3MbRbuYekaBbRFmS3RAOm1QKdNolpJKzGFeTk10lpGEWQY6CmJajcMj9KOZ2BJXMvTNDtI3dhboAVxU2oaJbS2br5K8AGtqCP5du3AFPljBicEZGKabaC2pxUukQmzAMakDgGqJ0yNOFjUfhXXtCBauh9cis8wDGCOlctRu6OiGxz32LbyB0p3lPjB/PFbBi2tyOKzfEHmW2ltNAxRw6gEVVN30FO25XMLnvmuNfQFtk+/M5YYYdBXYarBFbaFBqWnavfyhrn7Nm4iWNbghNzPEBztU4U7vUe4G6unxuctGCPpXQuaHUw92fQ8wttILTBY7Zm/DNd3e6LI1pYwiMqEiPQY61v2tnEkq7YwDn0ravLcPKgC9FFaQk7NmbSujgrbw5vIVkyTXXLokHkxbk+ZUC1aig8l1cL3xyK0CPkz70odS5HE3WhRQ6wZIhgyDn3rHudEg+0OfLAyc4xXcX8X+kxt0xWVeRD7RuA4PNc9Zs2pJXOV/s1F+6oH4Uq2zIcDp6VuywY6UwRBgQRzWUZO5pJaGOYnPQ4rH1rSH1B7cFmCoGJwPpW3pUVvf8Ai86ZqF/c2sEkmxJIpY41j7ksZOMYzwOScCi1guE1LVLOc3BNtMYlW4ADqASPmxxngZxxXSlKPvHO3F+7Y5u38PQ/LvTewGPmNdvoOkxxeG9TjWIIshUHAxnFJDYheSK37OIR6RcL6kcVdOo3ImcFY5M6LED0rT0vQIi0jlflZdtaiWgLD5Tg+1X7RdsezGMGs03ct7GBqPh23fT5IwMYAP5VhS6Kn9nKrEsqnCk9vau/uI90T5GeCaxGhAtnQ+uaVSTRVNI4s6REh4UflS/YtvIroWg4wR0quYtrcjiuVTZ0NGUInA5/OmmJyetWdaDwacZYmKsGUZHpTdc0DV/D2h6Vf3U9ws96ZPNhKYEAAQoGOPvENnHb6g10RjKaujByjF2Z2e0DoKhkHJ69aKKzY4mhB80cefSrAUelFFbLYyZKB8oqhqCg7D3oopT+EcPiMx1BXJFQFRjOKKK4zr6EBUDPFctLqM+keJJb622edE7bd4yPmUqePoxoorqobnPW2Og+HaKBqAx90RAf+PV2zDrRRVz3MkPtB++YeoNWtgxRRTh8I3uSoozSuAUP0ooqmIyXAAP1/rVR1A7UUVxz3OiJE6LxxWJ4nwNHbj/lon86KKun8SJnsYWs+I21uK3il0vT7YwIscb2yOpRF6IAXIA5ycDk813+AFGKKK6qvQwp7DoR+/T61ut8zgn0oop0upM9xkij9ad/APpRRT6h0M++AJQ96zZ1BIzRRXNV3Oil0KrqM9KiKAAkCiisYmjOSuNZOl6tfxtp9hexSyhzHeQbwGUcEEEEdTkZwe4NaHh+7n1K71O+u38y4nkWSRyMZY57Dp9KKK7n8Byx+M6BRxWrYDNmwPdqKKypfEXU+EtFQABTo1AbFFFXLchbCsMjHqMVhyqNxHbNFFY1tjWluVZFUDpVd0XjiiiuVbnSzI8QfLpbY/56L/OsO917U9Q02DTbu8mmt7eR5UEkjMSz4znJ5xt49Mn1ooruo/CclX4j/9k=", "info": {"video_id": "72235", "label": "pulling two ends of diary but nothing happens", "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": "7a1976765ed27aab13ec798a6eb125cf9b5cbcd27773e28490460429795bf55a"} +{"episode": 55044, "episode_seed": 1184804823, "split": "train", "timestamp": "2025-10-13T03:26:55.666735", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1184804823, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 compact disc on top of paper 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, 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": "198605", "label": "showing compact disc on top of paper cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "198605", "label": "showing compact disc on top of paper cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9121c9987a3f4acb2ae3cbdc9bad7269d85bd7271209e45d4e421b73a9afb0f3"} +{"episode": 55045, "episode_seed": 781003210, "split": "train", "timestamp": "2025-10-13T03:26:57.155965", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 781003210, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stick and coconut 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', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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WRcnuTXIWIfwyrrCRO1yAG3DAGM4x+dSyeJdVePYhhQdsRZx+dVsTvsdilqQ3MibcenQ082+QzEpwM8iuEn1nWZ/lN7IvbCYQH8hWbK9zKR508jnp80hNLQqx6JcQW9zpGs2gaItJZOxUMDjawNeX3dpArZivw0cg+ZUJIPoDXU+AE3eIp7cDKXFjPC3GRyuR/KsODwvqbLxCiKq4y0gFQleTKT5TKEtpCo2b2+gp0GtG2ZikDEn+83Sr914auLGMyTTxnAUlUBPU4q1b+GbR4g73Epz6ACqsTcypfE985wkMK5zyQSaqnXdUZjmcKDwcIAK6uHw5pvO5JGI7lz/SrMGhadG6+XbRs4OSX+fp9aEF0cQlzqNzNtS4uJOeiEnP5V7EtqzIMqwDDqBzWdHFFBGxVUj7/KoAqKTxhGu0xWkjbeMFwB1q2rE3ua8Ni4Ysis7HpuOKtJBJsDbTlhjO6uXbxlcF22WEe3/alJ6n2xVObxbrEjZVYYxz9yLP8zUuw7M7GS0PAbcCe/Wuc8YaXPcrpk9tnzPs7wNnvtfjP4GsKfXdYlX5tQnAHZfl/kK0rwz33w2sbnfK89tqUiMwJLEMuRn17VEknYuLa1M/Q9PNqTLdSojE/wATCtm71PSoYgDfQhsnIVs/yrjjpeoTICtnOeCxLRkY/E02PRbq4maDYiSKRuDNinawN3d2WdQ1LS3uDIju57EKaoS69E8BiMDuh/vHFaA8JT5+e4hX6AmrH/CGqAA14No6kR8n9aBXORkeNgzrbE47lz/Suv8AAAP/ABMPlAz5fH/fVXbLwhp6rmYSyndwS+AR9BXS6VYWGnM6wwRQrxnB5b6nrVqGlxOpcdJ545Rc/TirMLOoCsQW6gZ6U5rvT1TMk8EZU8hpRwPzqNta0aJVZru24/u5Yn24FJxJuWCOFwoPTJpsEcktw8JXHmwyRg9slDj9cVQbxZoyEHEkhJx8kZ/rUeneLLS41vT7eK3nUyXKJvkIwMnHSoktGUr3OGm1KWSNY2BDuAGX0ORXY6MsotUXHQDg5rC1SeCy1i5tTYr5tvcvHuZuoBPNRp4rv4xtgjt0x0yCcj86mMEtjWpUc0rncAtkc4I4pweSFjkZz3Brz2XxLrMjN/pQUd9iAVVk1HVLggNe3DAnJAcgY/CrMj0WSbLMuSvGRyKz5rq0QnzLqMHvuYCuDEV1K/HmyknHGWzVtfDt/cSbhbeWvrIwGKpCaN5fCF+zYEkAI9Xzn9K0bHwFcTRh7i6RFJAARMkZ612NrYC5uTK2BFEPlBXqT/8AWzW8nlLC5+5DGMltuAoHU1fKieZnnk3hC20u6tZ/tkheORXIIHIBGBx05/rXO+LrcHxrqW4fL55J+m0GtrxNq6T615FtwI5FMjrnDn0/AY/GoPEUXmeML0kZzjP5Cs2veRSbsVtMtLdk3m3jycHlRVu7ZYopCqhQRt+UYpbdNm4joMCszX7gRWTAnBILda2dkiL6mUsxGoM+4FhjcfYDpWtuLsuBnONwzyMjNcPDqLmaSUtls7sj1rYt9bklUAqC3A398d6xui7HRuxwADjnnNToAqYAz6+tZsdzFdFOPmPUZ5q7uIAwMkdCODVR7oTLltora07lpdiQjsu4kn/9VXIPBNpLKY/tE7SKw3KFx79fp3q/4SKlL3EZLuUAz+Oa6+wt4rRQcZnclmyT/kVdrk3sY9r4K0mzUeZbeZtTO6RixzXG+MY9PjilhsbdInbBOF2nHQcdu5/GvTdXvk03S2lmAYkEEA4x+NeMXFzPfXktxO6vK7HcR0z7e1S0OLZZ8ITJpusW11KQkCufMc9lI2/zNdEdqqyqRgsQD681yUkiW+mAMTvdwF2/XFaljdi2gaGc7VGWQt29qmLSlqaODcOZGfr92gdssCwZQB/n6U3Tph5BCtuA5xuwSSea5bxDqIk1HA3DIBxj8aiju5klG2TAxnKn8aTepNtDv4mCx/KSSOx61YtCOcLg9cetcppupPs8xZC6sSG57101lcJLBGd2CwJANCabBqxdcboyApbP8J4qA+DbzaPMmgiGMsSxO368VPGm6QDLFT1Ga7+4tVu5xbo3yEgOeDkda0tcm9jibHwBNNM3nXo2L1EaZz+fTmtObwNpVrYlpZpw7DglgCCepx7V3NvGsarFGpPqcVxvj3WEt7cWkC7pHyrsR9wd8H3PH4UWQczZ5nqltGNWeG3DCAEBRn1Ndv4dbf4ZvYiu0LNHIo/Nf8K5KOMvdREjJzyxrtdEQC01GLBC+QGwPUEGs2rK5V76FHU5RHbyEngjb1rkYp8ajIVYllc59WOMVq+KrsW2nMT8u4FgccZzXn9vfSFZZEO7nOc45qpvUUVoeihsygE4x1BHB465p7uN4DZBB7VyFnqty+xDJgE5Ax1rpLG/FzMivt3Y7jiourhZmymAAoIGOnvWHrcZklhK7s85H5VsjO0bTjuO9bugWonjuJWALKFwxUfL16fWtehJ5r9ick4gcg9wlaNr4Z1K8VTFYTYP94benWvULK0ee4dAu2DIAyo6g8/Xp+lby26IoZQTsBHrS5RuZ4le+F77To3luIfLjVd5O/I69PrwaoaVCG1CC53GPypEkX6gg12vi3UWuJprHzFfIIdlGMHHT8Biue020Ujf/dJP6YpcuthqWhu+I/DVlP4jv7uR5d0sm8BTgcgVy2qaXY2eVhixgqC7MSRzzXe6w7eZBKc/vLeNs46/LXl/iLU2W9aLOV3Bs/nxSVuRBd3Nuwit2t8fZ4g/f5Qc+laEIVVyFC56jaK5S01xIsxOu9TjJ79eK27XU47hGVty/wB3Pp9anQeppwgyNlugPA7VYdisR2rk+hqrbABM5yD1BqdjvBUhyw9utaR0RLO9RC5EQVsYHAx1x/nrUWvXv2LTGUsgbAPy9x6j8qsWAKRSXD4bZwuRgH2x0rhfEd2J5jDE5ZSSXbpuJ6n2/wDrVoQjlllaa+WaToxyBn3rptf58XXQb+GNeg46cVyEzmKVSpwwwFroLeWe8lkurmRpJpMBmb2HSs0ryTNG9CwhA+UfU1xvjW52iOJTyykEfj/9auvLBNx6V534knF1rGwHIQ7aqewo7mK4ktFUxchh8w/WrNpcGZhsfY8QDbT0bmo3YNID26YqCOJInJdiCPukViaHU2F0zzpIqkBTlsHpxXQwzllBLbh645Hsa8/tLuSLywXOBz8vWtfw+76t4obT5NVntI3SRovLTcWZULBfboeT6e9VF2FJHrngxFdrp84K7OMZznNdrbqGDuzHYmXbA5FeT/CW+udTt9Ua4uJHVRCRlgOobI6dD/SvT7y6hsdGKv8Ae67GHUZwBz7/AMq0TuZPc5LxvqyzQrDCx+bAz0JBOeR2rgo2Cl1TJ5P1z/nNbWr3BvJ5JnbJYnH86wreMyXJOPlUE0nvYpbFj5hEqOo2vGrgY6c055xLncc5qbWw0NrBMi/Kp2NjsD/+qsSGbfMkat8zsFGexNc9RWkd9B3gM1TTUli8wqBnIQkEk+uMVyDrLavgMWB9e49K7eW7S4kZkGIx8sfso6f4/UmsHU7Meb5g6E5+hpQZnVh9pDbS7TzFMX7sMuWU8Akd66vT7+FIlVGLR524YYxXDSM/mgyIOBwQMU+41Ca3sP3bsGyMFe1arQwZ6vZzLIqsj9elenQRvFCFb73Xryepr5+ldNP0K21HS9c1GWNrr7KDcRLGk5CbmeIddqkhTu9R7gfQMCvLPHvb5WwQu3HGO+eprSLMpFl5Es7dnd1QYzt7gev8vpXj3iO7a+1SV2b5YyB+PWvQ/F1+kSGJTukxtTn7q+3uf6V5Zfgq3cknnjvTegItxKBe2+ORt3nnpkV0dleS2glMKRs0kZQ+ZnGD16VxrPNb/vWOdo2k+lbVtqHyZbnis+ZaqRs6TdnEo+IZo79l02UcLlga4HVdNm0+YGIkR9/euh1V7h9dM6A+UOPrVq8iW8sjGQN2MqfQ1nKXvGsYKUPM46zuUcsZCUmQAxsDjpXUaVdZlWVpEVyOA38WRXKmL7MkimIN1APcGprS4aF1KEnaMjPNUY+R6XaXMcigIccdO34V13h6ViJ4s4DFckHtz/8Aq/GvGvDd5DqPi5LC71O6tIJm2JLFLFGsXcljJxjGeByTgd69K+Hd1Ol94gtr6Wc/ZJ0hRbrG9OXGDt43cDocVpF3ZnI9GixDH5acKp+b/Iqvrt8NP0pijFTjO4e3v9ccVbtCpV52UgKDxt+YH6etcR4u1CadTbOV34y+zoOmcfoKsg5FWEssshGAWJ5OepJP9a0tOQfZR0GWPT0rHEubjbg/McDHb/OK3bWHybOOM9QoFCVxs1tdlA0eymDg/wCilSM9CM14bds97eTTB+UwAM9a9N8RXC22kTMMBmXbmvMo/lhJHVjWUlbQuOoyLUN0hZ12P0GR0NblncNGPJlwXByHU8EGuenh8za2OOjVZimeCVdkgkCr1PUc/wA6gtHommXLm3jQ/eVfmVhg1qwupYFjivN7nV549KDx3DrKrj5h1ANbmp2viDQtC0q8vL27Se98zzYSmBBgKUDHH3iGzjt9Qa0UiGj1XXbmS0tPLhOwFeSOpyFB/ma4SdiyzEnnmiitF8JCMwRrJc/N/fH9K27UYU/if1oooiOQy6YrC5HYZrzS7/5CMx9C1FFTMqBWP8FPVQ64YcUUVkaMq/cbjtUNjqlxo+tLqFrs86Itt3rkfMpU8fRjRRTJZ6j8Fxm21rk/IINv4b/8K6vxDezysN75+Ut+uP8AH86KKqnuZvc5e9YrEoHdsU61iQK7AchmA+gPA/Siir6jLeoIr6TOjDI8on9M1w1uTFM5UnKoxB9DtNFFYV+h1YbZjoGIUKOgFTyqJISGGQaKKyR0S2MtlDAKQCM1maoix2oIH8VFFbHCy1q3iqTX47aKXSdNtWt1SOKS1SRSka9EALlQvOTgcnmvp0TOscjA/N8oBPOMjtRRVRMpHA6jPJPckuc8kfkcD9BXP3Kh7ggjI3gfmaKK1luERmfMM6vyG3Ej6VnW8zq+0McUUVyyPQpfEy7ncuSAc1E3yjiiiskaGBfxqt42AMNyR+FZ0sKBxgEZFFFbrY4qm5RtNdbSLi4iOnadfRTuHaO9g8wBkB2kEEEdTkZwe4Ner/By+udWv/El9eSmS4naKSRumWYvngdPb0ooq47mMtj1aaZodGcpgHaX/EV5xfuzs7Mcktg/SiitV8JHUxbSNWuJHPUIcV0P/LIUUU47BI5HxpI/2WNc/Lu6VxuBsQf7GaKKxnubQEToKjmjVHJUYyKKKlDZWv3b7JwSMFelW28R6rf2Ftpt3eTTW9vI0qiSRmJZ8ZySecbePTJ9aKKCWf/Z", "info": {"video_id": "32367", "label": "moving a stick and coconut closer to each other", "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": "32367", "label": "moving a stick and coconut closer to each other", "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": "44b5536e2c1915b8dcee9341bc39504571edc1767a5e80cb1a5034ca280297be"} +{"episode": 55046, "episode_seed": 4041574238, "split": "train", "timestamp": "2025-10-13T03:26:58.102888", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4041574238, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen against sofa'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "49273", "label": "throwing pen against sofa", "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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vFY1m7MT5gkeNUjBkyGII4z615fDhgOSAOgBq5FLIkqmM8oQVKnv7fSpcU2B6frVvLFqjqZBng/e/2TWBp7vFdSxGT7wJj59xkVQn8XXN3cJLc7d4UKx24J4xms6TXAJVMaqWDA59OabSd0uorHqer6+dH1G3ubp8hIYuAAS2GzgVSuPiNbW+mPfRRLLLJPIEgJ2suVHJx2rgNWvW1JPMwRLF/Avcelc3I8u4sW/+tSS13Geh6L44Dzi1vrMRLcSDZKrZGcjgg/TrV/Xtb0vURqMVtOjyeaCAAM4CkH9a8jLyHjzCx7Z7UwXUkEoIJ3DoR39qtbWJaPa9VYL4L08Aj/kHj/0Nqy4fiBpsegXjpD+9aKOFYmOGLbcZ+nvXHXnizTJdLsbeOzaC4jg8uWUP95snnHuCPyrlYVfaGOCKJvVDR6fYfEy6jgkjk063MckIiyCwIAzz+tdVH4wsV01A00CmazRVXaSc5PB9K8ViYqR8wx6Vbid4wWc5HfbUNXGeyXN7PNp1wwRdpERyq8Y2riuWu7iQom5R/F2qpoHisWmjXOnXQdwxBjYHlcEcH2qK41eCaCMhiCAcgmk9Ov8AVxWO50bUDHo2qI0ec26jOcdsVr2Wt2Jjs7Yuvn/adxj3AsBjrivPF8aWtvpV/DE8nmyqFRCgwcdyfSuMbVLhJ1uYpH+0Bt29T8wNJJjPUtd8V+HxfWcDSgmFVEpWIkKc5IyOtXSum3WmCeB0eN7mPayv1GFrxFruQNuVFJPJ3Uf2tdx2y24mkSBH3qAcAE961SViXqeu+Go1j8Qa2F+6LKUf+PCuY1rxJNoHiecxgGO4VBJ64Vs8VU8IeIgJ9QN3qa2chs3UOyBvNOR8vPc/0rnPEt2uo6lFL54lBUgSKMbueuO1OXw2BG3qvjnVdU1ea5t7uW3hYbFVTglR6+prW0rxzfCad9UupZ91uUR+5PYZrz2PavBJIHTmrcIDbck4HQA1D1WpVj1ew8Uf25fNHueGVhGEVpM78MO/rT9Xhni1SVS/IP8Ae/2RXmdtczQXCSRnDxEMrL1yO9dHP4umvLvzp1QMRhsDHYDP6UcqSBo1dOMvmuVbkBe/+1XWav4h/sXXEub1jhUi+UKCWxngfnXmC+IzbMRFGsgJG7PoKp6zrs2r6gbl4/KUAKsa5wOPfv71CiFj0u7+IlraaR9qiiWaSd5lSLO0rnby3p/WsXQPG0U9xHZ3tp5JllVkkDbgTleOenTrXmskkuSxYc559KrNJIePM3HqM9q0irCZ61r2r6bqMF6trPHI32gnCgZxtx/Or3iYgeE7Qf8AUOi/rXiqXckE2VJ3e3cd66jU/FWl3NlaQW9rJbyrbLFK/mEhnAOTj0NWhbGDHppDlAW3K3IxwR2x+tXIdMMgUoQGbDHjhR7mqMd1+7ll81goAUH0FaK3kkxO2ULtUrgHO/jisjVJdSddLkw4V+VIUB1wc5/SrK6Q+7YZcjqSOQR3xVSK7lmlTcx80yDJ3d/TNXbS9f7QcSESk8BsYGQ2BRqirRZEukSyyhPl643AZxyRn9KjfSriJgu/AycfL1xUhvC2oSIrZAycg7c4J4496dc6ozSrDKcfPnn72OuSfTFLUSSKTadKSuSBIwzt2kEVWbTHd0V5EVmOMEkY478VqjWPMJLL++39jyfTAPtUMuoRo87kuVIwN6Y27uCfb/69UhuMTEexnVtu6NlyQGDcce9VWtZgCflxnbtyOta8t9EFZAdnAK/JzmqT30bKibfnC7zgevf9KpIzaRXsdPJ86SRc7Sp2bucd/wBK1odOQH5iShBYnrj0rLF75+ThwXAUtjAGe9XUv1gmba2DtUYOTx3AqXuOKRprpQEbSHeBkEjI+QHufxqyNJVi587IGAAe5xntWaJzGsZWUsnRgfXOfyqdbg/Znck7N53BTz06fmaVmae6XJNLAhDLIRuzwfTH/wBb9aF0ImJZVc5DdsYxjr/SkuL7FgQJT98gJnvz+mKnsLg/Y9wwGODwOnTilqTZEU8e2ZJEO2RcA++KuXenWmoW424imx94Cud1G9lSTcGOQfzrS0jVo5wFkYBwKqz3JutjMudEaFNxk2N5m0Aqefes6WxlVQd67i2Md67K71K3KFGwwIxmuXur8R3e4Fm2gkg8AkDimhOxlT2ErBl3K6ocEirsVjKPkDAlWwy4PFV21LgFASrKcqD1FaMd458yQSLwoAPqe9DQJIemnyEIyYLP91S3OKtJYz7H27XC8cHvn9act45DCJQoVCr5ABPHGPzqZNQkmlVuRI7qSoHpx0qS7RD+zbjdscKDxweMD61F/Z08kgi2EEnbyxxnOP6VpWt87TE/K3J2x47Ybr7movt7pfvGjEYyfl5wOSetK7BxSM82FwnymNOCeSfSojZysA4VRuyQoYVr3OpiSRUxgl8BicH8vpTDqkMzGYoAwbBwMgdsflTVx8qsYTafcSspCYLHAHHP61We1uVPlPC2ckY61vvd2/myuzxOP+WZXsW4/TmqTzwCNlQpkfMCT+YqkQ4pGEYpVXiJto+Xv1p+n2jyCR5Q7IhXjODg5zV2S4gKIBgPjeRnuen8qhN2krHy/l3gKdo4U03sJLUvw6aoOHJK4LE4z+FXV0krGXJdRn2GwHpn8aoR34hmkCv12qVYnp7fzqwLhowmJd8eApz3YZP9aktWNAaTnzD52QOAvQkgc06XS9kYZZOSCcN6f5FVFuCLYsWPllzuCtz9PzP6Vau78jT+JcjcwCeh+bP4YpajaiKdDfyxIr4bcR0GMY61X/suRgcu5jAy5ABx6D61NFeSR2fmx7cZBLckKeeMdPSqq6s8aeZk7Wfc4I7dAaLMS5epG+luwU7iEbrlenPpVSTTB5aOk4VmYgKVPPv9K0pdREttJgMVDZVo24BA9OtV7rU13uCCDEoAPGQB3/Wmrg0jJlspQE+dQzHBHcVUmsZZB1DKpxuzWpNqOyZpAH4UsVIxzjGf8+lUX1H5SFGUdOQG/WrM2kTxCG6eUk4TrnseOn6UoeOGUEd0DYUVmK4ztjIVF6jn5j3NX0kRG3gAcDI9qgq9yykqosDLuLZPKjJ55/Op45w0SM/ykyAs7denP+feqUM0aW+5gRITgD2zU0M4luSH2BN/yqy53EA8fiT+tMYgbbcrskKdGV27DOcn8KkZ5ZpZCQSxZg4PXHNPZ4jetHJGUGzBCdhjpzVeWNYJWJdghJ+8eT3B/KmSRNIXdWbAkLAZNQtfPAWVgGGSGBGQSQen04pszqwWRAWZnJ4OCAarF3a3dHwOcAH17UxXHmYmKTYTswN2DyKpTXCSBVxyvII6gEdKbNIYpX8sMw4yPb0NXvDmlW/iLxEbC6vXtQ8MrRmOPcXdULBfYcHk+nvTsK5DYThBKGwWkVcH6VtP9nVcZAJUlh6e1cvpczL5rMNxwNu4ZwcHmti3YKWRiWDDOWHOKh7lRehfhnG+EspUAbgSOCf/ANVSRyuCoCNsDEcnj1HFVPN+aNQOM5/DFSy3O9HEKEISFBoKLokjknZT98SFv90cD9c/pViec2ikhuDjj8KqxXB+wyOpVgGJcuoznIxj8KZMxvLaN9pBC5yTxjIH9aLCuULi6Mhy1U0uTbS5VjipZwgAVSS2SCRVNo3KhsZUHqfT1qkQWpNSZs81HLchoFuAMsvB9sc1lXJMVwyZyM0LdOkTKpIzTEStIHckHbkEn3ro44Y52ljRtqdSM8EYqprmhaTa+GrfVdL1C8nDXJtc3MAjW5ITc7xDOdqkhTu/vD3AiSUxjZDnaB85J5+gqZFQZpIUt5AS2AVDYz6VMkwjEMpfBLFsnOCexqomwOH6jAXk9BUlu8YgMjNgqdoB+vWkUXoZ/MCSKcSNIuT0GMY/xqBXkW8UxuHfOQTwG5zzTYnS4nMWweUHz97GcAkgVMVt3u/LyYgY8DfzgY9vahA9RJpWuJncrksWXgfdA74qoZS8qyrkOWXoce1TlZI5n/elgxILYxk//qNUrh1GJgxO6TIwM/Tj2piHtf7d6zAuGPzZPI4O38qrPOxRzknIX5yM47VG8hmtnynPPJ65qpLL5EjoH3AgZGOopibHzTKwBVirAYyD1XHFSWNxgOjjlgm0H2qfwxY6XrPiePT9UuZrSG4OxZo5o41j9Sxk4xjPHUnAqrJC2l61qdk8UyNbTNEiXKgSJgkDdtJGcDnGRQ1oJPU2pFtkU4I5TJ9uelLDODJFldoC5yRwe1Z8DBQyOd2RnJHOKs+ZmWNduQCd30x/hUmhbhmcNENj7QSAGPy8e1OmdHSQKSXVnbjsOmP61XkudysIVIUuACR2q0s4Onu67HXJ3sy4O7PTP0waBDFYrbqC52O4LL6DGM/jg/lTJ/MjCs5BDdTn34zUzJDcWsbhGDgDJLcYzjp9TVR54gEXdkg5J7cUxETsQnmJgkSHAA78d/xqtLeNJlJesYKhvxJoZpFfeqhUDHDA9j0qtdFSJWJ3MoAH1FMVx9xO0MzOwBYYbI5BH+c1nuwbdggAqT9aJZ5Y0cEleQeuTWv4j8HX/hzw7o+oXfmrPfeZ5sJjIFvgIUDH+8ytnHb65wyWyjbsWQgnqSDVouUniA6OAGHYiiisyy3JzfHAwEO1QOwAp8n94cMrjBFFFAxN7JqbMrEEMRn15qtJO8l0Cxz87HHpRRVEjzjFycDKH5T9TzWfckvLMSTkHj8qKKYMbKBFESv91jzVTTtUudE1WLULTZ58YYL5i7h8ylTx9GNFFNEkVkSFc5+6y8fmK3Y0HmSKcnCdTRRUsqIttI32Ypn7zhM9wPapk/dqyr0BP86KKkollAjglI7yhcHpjGahEzi2ghDEI0gOM+mP8aKKpCZV81o4CFPRs8+uaW+cozxr8qlV6e5oooQjH1BQki7RjIqozEKD1ooqyTe8QeLZPEFvbQzaRplqbdUjiktUkUpGoOEALlQOSTgZJ59aZAf3bnuQfw5ooqZDiXVyt2kWSVYbTn0qedRHfrE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", "info": {"video_id": "49273", "label": "throwing pen against sofa", "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": "8abef1e8014ad34fe4571b0b6f93b685f8e037d777b89027522d7715be19fdab"} +{"episode": 55047, "episode_seed": 2862686083, "split": "train", "timestamp": "2025-10-13T03:26:59.550491", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2862686083, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lighter next to plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175961", "label": "pretending to put lighter next to plate", "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": "175961", "label": "pretending to put lighter next to plate", "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": "7ac415f78533fe74116b6ef3c2b502243a035814940b07d1c342670d1cc6e0a2"} +{"episode": 55048, "episode_seed": 2968649530, "split": "train", "timestamp": "2025-10-13T03:27:01.875187", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2968649530, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 books on top of 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', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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bVXlQvYWqf3n/AKVajbZbTyDHyiPg/UGo7+4Z3EzYDGdmOOgzzVQKrbkdvMytZdCEbA/EjNdxqpVdEgdhws/p33HFcCr7RAO/DfqP8K77V4/O8PFFHPm8fnUVNzLoZWtSZl0aViAHt4sDP3iDzx+NULXRTqV/c5QGOI7ceYE5LHFJqaONP0iRjzFJIh56YcCtbT4dQ/tvy7aTybe6Zy7qgdhtGen4j86V7NfM2a/d/P8AQi/4Q1A3z7VHp5mf6VOfCVikYJV8+obOf0rafTL4j5tSuyf9mJR/Sq82mzAAG71N2PXBUClz+Zjqcn4gim0+0htN4a33bo1xgoRnP55q/okwOjyAEfumf/H+tUvE1kYfLYm6PBI89wfT3qDRZCunal7RqfzBFVJJ09AivesUrflZj/ntWo0MYv2uPM/eB1j8vHbaDn8+KqQ26pYxSjO6Rjuz/vYH8qtThlvpmIIHngBscZA/+vQneR0VXeP3mVAB5q467mz+YrqvBH35AOMSr+qGuXggLMp8wBZWZFJ7EnH+FdN4OX7Pd3McjcpOqEj2yKqo9P67mCTW/YtwzGLxbdQMu5JhImD05Gf6VzdmXn0a68w5ZJVycdsY/kK6DWLpdO1WS/WIPJFcpgNxuDI1Znh/y5pLgsg8stG+xxncN2Kyk7RcvT8zWjZ6eTOns9TsZbZZLSwnlRgArR2wxkDBwe/NT/brgtiPSLtj6EKv9adpd9o9hpkdk19bxTRvJviaQgqd7dvyq22paKyEtewMfZyRQ2+hjYyZrjUSWxpTqR2ecDH4CvObsyLfTO6+W7MW2g9Of/rV6XJd6Dg7ri1J+jGvO9TMB1J1t2UpvYLtXHBPFa03qDRs3rZ8RRd9kZP5KxqSNUSNXY/LJcRbs+gYf4UzbbTa7cm5ukgVU2qWIGcgCr08VqEgS3u7ebyyJG8xgVbBGAee+fyrG23obuVtPQwrhg2oAqeDdOR+ZqqZwtrdxFSS1wjA9hgOP610q+GTLKri+tsIxcDqDnt1qUeB3fzSuqQDzWDfcPHX3961543M21yW8zUceZoF0PVAT9Nq1xnkteawWk2fvJjGdp5+7jOK9Bi0App0trHPCDKMEjOORgn655rOs/BV3aSgi9tmTzN5PlneRjAG6s4ystBRa57sxb0u/h2QR53+VA67eudxX+tZ1rDfrBHuhudwPzZDetdifCd+I4Y0ntSqgKxbdyA4bjirMvhmcKFinbC9MyEZ5zzxUQk4przNakk53RyZ2u+Ps98cYxwcmsu9t7jyJgbW4PdSwPA9669vC2txXCzW89uWVs4klYgj6Yq7d6Vqklm6t9kDFCDyfT6VUZ2M3I4DT8w6bfo2MlUP4NU9unmWlrH/ALO4/wDfTGiaPy9K80AAuscTDPJZCcn6dPyNalrpsUcSubyJlSHGAR2HXrVVHq/66FxfKr+pnXrIYgRgSNeyZ9cBVx/WssOUt7d89Jc/rW8NHubtMxxxKyyGQnfyQwBA9sf1pR4N1CW3WJZLcMjZ3Fjz+lXGUUkmSpLX0HeHZFl1W+dM7DchhnjALmm+JS5u3iVN3mvEeuOQP/r1q6V4VvrW8eaV4tpkDKEc8c5OeOeDT9W8Lajf36XEYhKKQCjyY3AfQVHMua5DtdHPaOht4Wk6FoiSPdHovdQ1C3126givLlIBIxVVcgDPP9a6GLwxqaRqDHbj93IpWN+BuPGM1NbaBqX7yWYCKRm+6kgbPyqAc+vBrPntNyNpyjyxt0Odi1a6MTefqF0rZwAGY8ev4VHc6jcBV8rULp8nnLEYFb9zoetEYj3uc9d6Cn2NlrMcBhutPB25w5lU5/I01LqRzLscHIGmvy+XZd4yXPOCa2r0/wDE9gH/ADzQn8lY1Pq1jcf2qUltxFJNABCAwIZlcHr24zVaWKW51u4MUZcpGw49SuB/OtJPmSfkxR6hDaiUNCcqs1xFGPYZxVGYA3axkZTz3Az3ArXmglt0tBIWhJlVy20nZg8nj0rJW1uPtEZ8mbh2LHyycZpwejLunNeozKGw37V3x3QUHHO3BOPzFdteyMdAlHZZAwA+q/41xB0672yZs7nPmgriJuRz7fSuzkW4/sOdXTMhOEwpGT8pHFE7XRk9n6nG3DG61G68pyytJI6gdPXpXTzaxJpEC38EMbusoUq2QMPGOf8Ax2sewtZfNUyRTLKGkO3ySAMqRy1XpI1uIoLSVGPneT8pU8kZB+nWs6j96PkbJL2TLkHjO7kaLFnbBn6EbuKnk8Q6jI2TZWrEdyx44zjrWbJpkMEaBrEAhRn98flPpVOB9OW7Ed1DsRjjPmMee3ShtN6Ee6iLXNZm1K2QyQwIFYgbevIqDTDs0m+P95UH/jxrR1iw0yKwklg3eYACnUjP51WliFtYXqgjBuAB9OGH861unDQUUudWJbNA9raIRwE3fqxou5ldRHjLC8lYn2woH8qt21/oEMa4lk8xYtgDKR26dKS3TTbtdkmpn5XMigJwGYDd26cfpUR0d2Ny0sc8X2Wdsw6rLn9a6Pw1OP7UujLtRpbgMFz1+YkgVaTQtAlgWF9Sm2Kcrg4IP5VqafpmhWU8kseouzSMGbeR1Bz6cUSmmreYpSTd/L9DB8Tj/iYCPzCod4ywAznA4OKi0yE29qMgq5gkzkYPyvxxXUXmk6HfXS3MmpskqEFWRgMY7dKdHo2ioigas5Kqy7ndSSG65OOambvGyKoTjB6nIXOmTT+Iby5hMfltISNz4PIB/rUyW1xbRMpFqwJ6tLnHqK6220vRoY2DamszsSd8hXIBAGPpgCoZ9C0WYY/tONB/s7KnnlZRZKlbY5yTS728gR4orYKCSCj9f0rDvLCe31F2uQoddsuF6YLAfzNd7a6TptgrKuvkxk5CtIgA+lYOrQWK6sFivvtMcsBSYqwYqAwI2475FaQm07dBN3Mz7Cuo314zEgK+Bis3UdONlt2sSCa6DQl3pdSf3pTUWtx5MAx1kApKo4zt0KlrOxUtbacRrktnFW1hnHdvyrZhhGBxVtIh/dFcrqtsyMFVuB/E35U/dcj+Nq6ARL/dFL5Cf3RS9owOcae8XpK4/E1E19fr0uJB/wACP+NdM9vGeqiq8lrF/cFUqrA5uTU9SAO26mH/AANv8azvt2sXkkiC+nCjggykCtm5iX7WVA+XNS+GtJg1bxbc6bNeyWiujtGY495d1QsF9AODyfT3rppyb0Q0Y04/4lsEJ/1hcBj3PXFRzaK0YLK4yPamRSSTXscbMSC6sM+4FdJPH+7NKc5U9ipP3UjkrHzzK2xmGOtbEbXSj/WvTtFhBSUkdXraSFf7orOtV961hNW0MtLi8XpNJ+Zqdb6/Uf8AHxL/AN9GtRYEx90U8W0ZH3RWPtWKxk/2pqK9LmX/AL7NN/tvVV6XUv8A32a1zaxf3RUL2UR/hpqqBlt4i1gdLqT86p3HirXF4W8cHPoD/StG+tY44sqMHNY97Cq2HmgfMJBXRTmm1dBYdHeahe3qyahK7nYQpOBj8ulNaa+W/uZLJ2U7sMRjmt3X9H02z8N2+raZqN7Opu/submFY1uCF3O8Q67VOFO71HuBn6QvmLcSY+9JVyvH3iou0WZs2tarFIDNJlsbfmQdM5/nWtb+JdRKglUOR12iqWrwB5oFI6vitOKxiwABUTqR5U7E26llPFOoD+FP++asJ4tvh/yzj/75/wDr1WWwjPapBp0dYe0Qi0PGF2OsMZ/A/wCNL/wmdwOttGfz/wAaq/2bH6mmNpaetNVEBbPjZ/4rKM/iaifx0qjnT4z+J/wqi+lr2asyS0DTeV79auMogXr/AMcm8tZbZdORfMUru35xn2xVG5dm0+3ty2V3KFUdhg/meat+ENJ0zUvEn9mandT20UshjWeOWKMIe7MZOMYzwOScCqd1bPZ+IZdNdZ0+zXbRCO4AEihWIAYDjOPTj0rocVa8di4fEWbjRLfYSAQfY1kafZSSTyYHCHFdlNETGeKydDjybhv+mmKwVWSixLVNsYlhLjofzqdbGYdm/OtqOPFWFTiuf2jJMEWc/o350jWk/wDt/nXRhPagpRzsDlWtbgf3/wA6rywTKMsWA+tda0Y9KztSjAtzxVxqMDj72GUqDuYqWAq5aWJsJlkyxLAqfx9Knvxt0lmXqJV5/GtjxX4a1PQvDOk397JOJ7xnMkLRkC3xsKAn+8Q2cdunUGuqPNONhjfDCKdMLEcmQ/0qPX1AuLIAcGUUUVMtyv8Al6a0Y4FWFFFFcTETAU4CiikIawFRMBRRQBhXyKt2MDqazbbUrjR/FM9/a7POiJ271yPmUqePoxoorrobgUbFF/tyFOwI/lXWTxqIGOO1FFaVN0OfQyNEA+zP/vmtlOtFFcdX4mVP4iwBUgHFFFZkikDFRMBRRQBQ1BAYDntWBf8AGkOcZxItFFdFH4l6gi94l8Tvr2nwRS6TptsbdEjiktUkUpGvRAC5UDnJwOTzSaAoOnk995oorqq/CP7DGaqgF7aD1etaNRgUUVyVNkH2UWUUYqVQKKKwJH7RTGAoopgQyAbawnGLv/gVFFaREiOw1ttIvL+I6dp99DLMHMd7B5gDLnBBBBHU5GcHuDVe2vbjVvFZvr2Qy3FxcGSRyMZY5PTsPaiivQXwlx3fodpKoEJ47Vg6AMwTH1lNFFctT4SYfCzcSp1FFFcoIkHSg0UUxEbVUvFDW759KKKEBzWpcaLIR/z0X+dGreIdU1HQYNNvLyaa3t3aVPMlZiWfbnJJ5xt49Mn1ooruo/D8ykf/2Q==", 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gnRB8zoij6lqhuIDFHBbyY3JKVbnjI4qYAiyuDyDmNfpUF2G+VV+YiZse9OBVbVkUR2/Z2zghh/MV3mrOY/Dwk/uTZ5/3j/jXBGOURwttPl5C7uwbPT8hXoGoqJfDkm4/L5gye45H+NTU3Rn0MDWLpWs9ElBZsxiM88KVYH8an0zT4rjV755ZHQxgbcFRnJ561l6pJAtjDaCT/SLW4l3KfTPH8q3LPR4r7XLaaX5syEPE4+Ur5e4fnUt2av1uatfu3byNF9N0xGJaZWPqzqP6Ukj6VHFt8+1+jFcfyrT/ALDsgSq2VsMnqYajn0tIlCxw2q98rb5P6GpuY/M4fxG9h5Km0miMrHa4jbOV6/zFO8Ny7orhOwKt+Yx/StHxVZPHaRMwTG7b8sRHb6n0rH8PNsgvG9EH9a0bTpsFuUQ2+4uH9c/1/wAasvn+1YV/uxKPpwKqQqwSRyDtbIB9TxWlLOyTyQYG3zI2JxzwuPy5qvtHRU+H7zMty0V55q/eLNgkf59a6jwY+cqRwsmP/HDXKo/70+iMzY/z9K6bwUwM0vf94h/8dNOpsc8TRtmzqerW6D52gnBHTnjnNcyxEuluylWImPzZ9V/xre8l08WswOEkkaMnPqhP9KxNKtpJrKe1jAMvnJsyeM+9ZXSV/Q2pLR+aZpx+DsxANGquuAx87POPTFTw+D7YN+8+bHZX/wDrVq6Zb6pfaXBdT38sTyAkokC8DJA5/CpW0u6z8+oagV/2VUf0oc2upjqYx8PpZOZbGRop1B2sRnHH0rmrC6zrqzuArNPkjPAzkH+ddhcabI0b5l1NvTMgH8iK4CRDDM2MjHPJ960haVxM6G6bPiCQ/wByFv8A0D/69WI2S3NrIw+U3cbsPYEmq63FhHq941+7qpyi7QTx36fSrcuoaUz25tbzyhDhlYqT8wPHBHYEmsbPT0N5Stp6GHuBuoCRjMjmoVlf7NLCFBH2kOT3GFYV1EOl6KzrINTkBXJQ46Z69qsL4d8OMHH9pTgOwYjcOoz/ALPvWntI3Ick4282XZnjm0C5ZXDKDyQf93P9a5C2tzdaiZHZpN8kgc7cD7vr+Fd/5GjvZvb/ANoDY/3umSMAY6e1U7bQdCt3Upq0uxWLCMuNuT7YrNSstBRklJtmBfxNeaIYVwZHFu6gnjPK1Vt9KuooYPngymCP3o5+ldd/Y2jhoNusMqxbfl3L8wU5APHrU8umaJIoC3sCBRhcFeBURlKKsjSdRObkjlY47iWfy1hsi/8ACu/p7VR1DRdQis52ZIggHmHBzwM9OK6l/DmkiVZY9cMTqcgoYwadqNrpZsJUfXAcIRxKuTx0xVxk1sZuV9DkdOQW+laiuf4VIPsy5H86dZoJLC2jP8W5v/Hj/hTmZF0OR85lZIkbH3cLwv1OBzWhYQaYkUJOpREpFtK7h15P580566ruaRfLG5SvXQwyDPzm97egjwKxZWIsAc/8tif1rpI9N+2g7bm0U7/N6/MdwxtJz2x+ZNSDwYZrbyP7St1+bdu25J9utWpJJJ9yVJK/oR+H5xNrWoSAFVaYPhuo+en+K94uXQbf3vlA7jjoeDWrp3hJra7ed72CXcQygKRtIPUc/X86sat4Tm1O8S4S7gXYRhXBYMAc81PMua5n2OV0iHyYS4xuaKVfb5WB/rUeox3b+JLlolmaEsG+TJALKD2+tdfF4TvEVC11bsw8wNtQqDu9B2qS18LXaB3uJ4t+Rt8osARtC85HXis+ZqbkbzlFxil0ORiE8cbieC7JJ+XAbpSXMMjxAwW94DnJLKcYrqLnwtqDqViuB/wKZv8ACnafomt2iNFM1o8eSVO9ifxyKpT6kc551eQyLePIYXiVcPh85xkDv9a1Lpt2uk/3ImP/AI4f8a1te025TUI0ufJP2iB4kKHG08EFvbNZkNut3qt4WnSLAKAseueOPyq5S5kvRhDqx9uiB4fMwUlu492emM1lbt93GQesrmugnsgj26IY7jyysjqWwG5xjPvn9KgTwtfNKjZgIQk43H5s0oSSTuPmTmn5mF56ixkiOd32pXH02sP8K7i5BbQbhfU5/wDQaxx4J1MrIFltTvcMMseOvt710g0K7GlzWqlS0nHMmcZA5yR6jpTnJNqxm9mcE0b3upySOm0SySDOc84rZvrmePRmmt5XjlTyXVkODypU1es/CGqW8qlktW+dmMnmHdgjAxxirA8O6qq28fkxMoEayHzQMbWzn3rOcryVuhtFxVNo5uDV9S2RF726OT8+ZG6VbOpOzY/tS8wMDI3c+9dFLoWpRoqxyu20YJyo3e9Z66T4gt7pZVtTMgPKmVBkfnRz8zI5lbY5a/vLie3ZZbi4kIb5dzHGOan0pWh0y/LDDAY/Mf8A166rU7DUJdPmX7AoZoyCfMGenXrXNbdmkTTKP3cyRAE8ZYABuPr3rRS5oWEtZIiij36dAo6lifzY/wDxNTXkKqHuATua78rHsqA/1qxY2F15cGYXCrF1PrknH61UuEklGVZ3H2h3KBDhcgYbPvz+VEPi+ZUn7tihEyqIHKg7piGyOozXR+Gj5OqXiR4AW6AUDpjcRXPtY3bWkQW1nZlfJURHIFbXh62uoL+bEEiIZV+/GwyNx6cVU7cvz/UU9/l+gniWbE86birvPHID3+6Qf5iofD5MIaRxuDeVICfZ8GrOuxTyasjLE/lBly6xF9pA54xTbeForYBY5QvkOBvQqc78jI7VnU+Dl7l4fctJ4uu7O4fTBaW7JbM6Kz5yQCauReK7+e3ylpbhfu4yevpWdHYQ3s9xfC28wPI53linPy8fqfyqrdQW8I5tAvt5xxS5k0u5mlHqaU/iS9i2K1napv6cnjmuNlYzXj8ID8wwvTua6mzg0a9tg2GWQfeG5iQfzrMks7cX0q25/dpLF19GyD19yK0ptL1FKz2JrWyjv57uSQZxIcVn6rpy2zJ5QPzHGDW74fQtaSvj70hqLWYv3tsCOsgFZqcozsOWs7Fe206VY1GD0q2thL2DfnWvFHwKtolcsqrbuZmELKYdm/OnfY5x/f8AzroFT2p2ylzsDmXtLj/b/OoHtpx/f/OurZPaoXjBHQVSqMDjpopeV3MDVG3057qaXzC3yNg4610M6j7aeO9S+GtOj1bxbd6dLfS2iusjRmOPcXdULBfQDg8n0966aU5O6Q0ZNwSulCDurqmfzon0FQu5XIPWqccjzXGxmJ3zI2PqP/r1100eY+lKTlDYuTaikcXYwTG5dVLYXg4rZSCYDq1SaLEDLcnH/LTFb0cQ9Kzq1XzEyVmYaRzj+JvyqUfaR/G1b6xLj7op4hX+6PyrL2jJOeMl0OjsKja6vl6TOPxNdKYEx90VC9tGf4RTVVgc22o6gBxcyj/gZ/xqhd6vqqJxeTjnqJG/xro9Qt40gJC4NYN/GF0uSQD5g68/jW9Opdq40R23217tJb6d5lwRh3LYqIWP2+a4k3YxIe1dJ4g0uwtPC8GrabqV7MDdC2zcwrGtwQoZniA52qcKd3qPcDN0VN1rI5/icmtJuUVzFJ2izn7y0ks2Vd2QemK0bb7UEX944qxqsWbm3GOr1rxwrj7orOdZ8iuK2lzMWW7XpM/5mrC3d8vSeT/vo1qLAp/hFSi3j/uiuf2rFYyv7Rvx0uZf++zSHV9TXpdS/wDfZrX+yx/3BTGs4j/CKFUAyTr+rr0upP8AvqoZPE2soOLqT8x/hWo9lF/drHmhQ3JT+HNaxqLsFiq3iLXrwPGLyQoeGGB0+uKJW/4lCjncxUHJ781q+FNM0zUfFT6XqV1PawzSbVmjlijWM9SWMnGMZ4HJOBWZqVs9lrd5prpOnkXhjCzgCQAEgBgOM/Tj0rpavZrYqGkhjX+twRlfOcpjGNoPFLY+ItQRioKMMAY2DsMCtmeMGM8VkaRaRyGZmHO/FZqqnFtonfU14vE2oL/Cn/fNWo/Fd+OqRn/gP/16rpYxntUq6fEawdRCLS+L70dYo/yP+NP/AOExuh1gjP4H/Gqv9mx+9I2mJ60vaIC0fGsw+9aRn8TTG8b4+9YRn8T/AIVSfS1/vVSu7AQx7s5q1OIGjN4/VOmmxn/geP6VlHWn1bVHvFhW3ZItowc8d8cdazby0CwJN/tgV0HiLwlqHhjQdH1G7aZJ74yiWIxkC3ACFFY/3mDZI7fUHHQopx90Za8Mov8AZCnHJdqg10D7dYjsZKKKiW7Gv4rNZBwKsLRRXExEq9afRRSAa1RNRRTEYl8gF6uKyrXUrjR/FFxf2uzzomO3euR8ylTx9GNFFdVDf5DKFig/tuFO3mIP5V3UkaiM8dqKK1qdB1NomDoQ+W4PfzTW8lFFcdX4ip7kyipMUUVmQxcDFRsBRRQBRv0Vrdsiub1DA0eY4z86/wA6KK2o/EvUEWvEfid9e0yGKXSdNtjBEkcT2qSKUReiAFyoXnJwOTzUnh+NTpakjks386KK7Kvwj+yQ6sgGo2YA/jrUQcUUVx1ug/sosoOKlUUUVgIfgU1gKKKAIXAxWFcqFvRjuaKK0iIhs9cbSNR1CI6dp19DLIrmO9g8wBlBwQQQR1ORnB7g1RkvrjVfEz3t7IZbi4n82R8Yyx56dvpRRXoL4fkXHc6WVB5TfSsrRAPJkPrIaKK5H8DJjszbRRU4AoornYiQKKCBiiihARkCszUgPLFFFXERjX//ACDAe4lWn6x4h1TUdHtdMvL2ea3tpmlQSSsxLOBnJJ5xt49Mn1oorto7Fdj/2Q==", "info": {"video_id": "213180", "label": "showing books on top of shelf", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "213180", "label": "showing books on top of shelf", "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": "21d031e609a56007223f4ab2f1d3ff97e446afb8b0e9f4313e639044785d755d"} +{"episode": 55049, "episode_seed": 2839127805, "split": "train", "timestamp": "2025-10-13T03:27:02.646636", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2839127805, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lid underneath laudry lid'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "155645", "label": "putting lid underneath laudry lid", "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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C7GCHBHr3/SuHU7iAmQd1eoZJABhuPrzVlvKlJIIz6qf6VXkU4+UhvrQSa/hnbm6K99vf610DRpLgOu5dwJB9jmud8ODyzdfLj7v9a6SM7ulenh3+7R5uIX7xkMytqGqiBs+Sg+c/0q3JqdnEpSJ1llBdEROhdRnaT2p0YCEsBkmqUWjwJO03zsTcG4XJxtYjpx1Fayv0IjbqV7NZr68fUp23rIN1uSfmRT95CPQEcVsQqWmUU0rtxjAUdsUhIkbydr4YfOynbgemfU+1SlZFt3LkaGRnYKFM77uTk4HAJP07dhXB6rKLvUZpxkIW2of9kcCtzxfrY0TRhbQMEvbtdqKOscPQtj36D2zXm6a1dRnmY59CoI/Koq4ec4qxpRqxi22dDudBnhx6jrTlmSXIyM+h4NQ6fdpfIc4jmUZO3ofep5YsDc6Aj+8tedOLhLle52qSkrohcENjOR71cs1EOppHHMGjVyPKuF+ZPdTWewIxtbI9DW9qEbQTrI0idRtEiZAP17V0Ye+rMK/RGrH61NHGn2iOVhkoDtPpmqUE4ZVYEEHuDkVfjIZa7UzjsU7JVluZ764O2KLJUn9Wqhqvi63jtpF0+M3LCOKVyARugc7SU77hkfTNbzxqbeSLb8rqVOOOCMVladolnpggMSkyww+QJnOWK5zjjjqapJIQmh6ZJp1rsnkWa4PytMAdzqOE3Z6kLxXRW221tprp2RVRScuSBntnHPXA45qpbxlpPbsK1RyIghjMSHcDjcWfoPYAfnn0xyhsrRReTZqbiRiwQy3DsoXHGTwPugDgDt0rgrq5+2Xcs7AfvGLbfQdh+ArrfE18sUT6TDIPtOQbsg/cHUR/XoT+A9a42SE5+YEH1FceInryrodVCGnMwIOOBuX9RV3SNglm2uPmUfLjk4PX/PrWaztH94ZH94Vc065Vbj74CuMH5ep7c9qzov8AeIusvcZ0CDinQR7LiWctwI9oX3znNRxsM4qfZ5kbL0DjBxXonAVtNiFzLJfzMuxWKoWOBnuf6VT1/XEjj/s7TZh9suJHt1nXBWKZcN5bAj+IHH41b1XTRfeHrjTI3WNpUwpIOAc5GcfSo9P0OCzuJ7hiZZZ3SRi4GFdVxuUdicnn3ppJIG3ck0WxFjp0MKxeUcbmjDbgjHkqD6AkgVuiNksQivsaZwoOMkDqxHvgde2c+lR2Vs0rhcDr+QrUEImlKBkSKJSXlPARByzE+n+ApDMHxDcLZ6M7Yw1y3kxgdlHLH8sD8a4jKsPX0IrZ1rU01y88+1JFpGPKt0b+6D1PuTzWM8W0ndlT6ivOrzvNrsd9KFoIGGBz8w9R1qtNbIw3KefUVKZGjPzjI/vCgssgBHJ9RWNzRI7NJyOOtTpPuPSoF0+12gJDKqj+BcqD9cdauJbwQZkk2Qju80nQV6+p5Wg6MF+R09a0o44La0a7vJfs9mn3pG6ufRR3NYlx4m0uw+WAG8mHQkbYwf61zWpateaxP511MZMfcQcKg9AO1YVK8YrTVm1OlKW+iNfWvEDavMiwqIrOHIhg7j1Y+rHuazVmxyCUNZnU9SDUwndBg/OorzpNzd7noxSirGiLjn94gP8AtL1qOfyJgd21j/tcH86pLOh+62D6GmTzYU7lH1FCugduhR1ARW8qIJTGXPVxkIO5461jzazJb3DCCV5ogcAzIBkfh0/OqupXrSSuwbIJwAfSs4KzLuHy+hJ617NLDQULNanmTrz599DvvDerC6EsixyoEKiRFTeDnOMH866uCcEBhlc9m4P5VxXw9uVja/R/L3N5fBIG773Su2W3smYuITE56ug5/Os/ZqGkROpzasupN0yKsqRtyTgeprNWKFFAE04AOT855+ppz3lrBl2dQT3Zs0XfUWhckbcQIyCh6tn+VZ2qazZ+G7Lzph5kx5its/NIfVj2X+dUL7xF5an7Iu5/+ejdB9BXn2sSy3F9JLLI0kj4JZjkminOMpcpbhJRuxbzUp9Wv5r6+fzZ5TlieB7AegA4AqDas3GzacdM5zVaPg7TwauxwyyLuRSxHHHau+9kY2uS2LPBKro5yDjHsa6MXbK22RWB744P5VzYgntXAlQjcMjNdTavHdWcYbDfL0f+hry8dFO0kdmHk1eLIJGjl+6QT7cGulimjubdUkYEEfI45BrmZ7A5yhweyt/Q0y2vbjTnIGGjJyVPQ/T0NYYefJdPqaVo89rHReTPZNgh5Yj2RB/OrlvcI2AjjP8AdzyPwrPtNdt5FAMhT/YcZH51bF1YSqQVh56lTiutW6M5XfqjQEzHtxTSwYkAbiOw5qj9q06MD7ny9PmJpj+ItNtQSzH3VF5p8yW7CzeyNy0tpHmXqxI/1YGc/Wn6trsGho9tayxSavt6k5jtBjqfV/Re1cTe+PbqcG005TYQtw8oOZWH1/h/DmorS2jVTERw3zBu+e9CqxWu5oqEpeRn2f2oTS3Adn8xizsxyzHPJYVrR3CSja4H0PT8KRCqMN2QezCnTW6yDcMIx/iA+Vq8+vPnnzNWOmnHkjyshltyOU5H900thbOVuJIfMVl25VSPf1qBppbZtkinHbJ/kauWGowxSktLsZ+hI/nTo6VFcVW/K7FyG63ALIGRx/fwM1oQ3GODzURW3uQGeBSf76YNSJZR4+SSck+vP869GzOBtFpJwxwKsRIZD7UltYk4xE31c4qafUNJ0sH7ZdCaQdILfk/ie1DlbcFq9DSsreSbMcGFUDMkrHCqO5J7CuU8V+IYb2zn0jRp/wDQl5ubj+K5YHhVH93P59elZ+t+J7vXI/sSf6HYA8W0R+//AL57/TpWVDEsR4G01m8TThruzaOHnLfQq2UN1axFuqdcDnH1q+s6SrtcD6H+hq0kiqMONrdmFQz2scgLjCn+8vQ/UV51Soqk3I7IrlSiyu8GMmM5/wBk1SkRQT/AandprbCuMp29PwNNMsc3B5Po3WhDI5dRvo8BriYD/fNVJJ2mO53LH1Y5q3Ih5KkMtU3hRjx8p/Sq5m9zOy6DklkB+U5HoasxXI6MCp/OqO14+SPxFPWQd+alq5V7GtuLL2ZfWn4VlyrYPcGs1JCBlGqYXJX7w/EVPKUmSMgJzyp9ap3zyQ20jBsjFXhMCuVYMPSqV+qTWkgGQ2M4rSn8auKfws5Gdtz+lNHK5J3e1EjHcG6irnhrS4Ne8RHTp76S0V45Wi8uPeWdULBfQDg5J9Pevcc0tzyUmzR8Nxqwutw6bcH061svNcwD93K5X2asLwdNI0d2WbeCIzg9utb8ihjmM4P9015eIk/ato7qSXIkyA6jcOMGd/zqL7TLnJYuPRuaSWIMx/hb1qAh4j8359qwbb3Nkkti6lwrcA4b0NZeqKQ4cjGeCasbw3XimS5ZCr/MtaUJck7kVVzRsZsMRkO1sc9DXT6ejaZHGGVZIG/1jjqvv9K5p7QZOyQj2rb0O62xGzlYtjlC3p6V3VKqkrJmNGPK9UbkqJkRkAxn7p67T/hVc25tCFwRG/K/7PqKu2ar5qA8qOAPan+LnZNC8y3JSRZFCsPftXNOPNGxu5JNMqCZ1wAQ6+hqKeEAE43Ie9Z+qww2uhQ6lp+sahKGuja5uYljWchNzvEBztU4U7vUe4GjJMNu5CGUjkGubkcNGHMnsZMyNESV5WofOOcg4+hq/MOCycjuPSsyWMg7o+ncU7jJRc7+HJBHQ05mDjDdfWqO4N1qVJCgwfmWk0O5HPHtbDcKTjNdNpMxnjjRz86jB+tc/LiSM4ORViwufLIcE57itqTvoLmsen6do1rLZhplBLA1zN9E+m6jPbryinIB9CMitrQdZSWJYnbBxxmqfi2NV1SGVDgywA57HBI/wpVorluiYzvKzMomOdCu0Ef3D/Ssu6s9hyj5HYHqKj0hodR8XHTNQ1C5tIJZNiSxSxxrH3JYycYxngck4FJEbldT1KyupLjdbTGNBc7Q64JGGxxngdOKzUGlcfMr2IUupoDhXdD7GrC65qEf3buTFQ3CBvlYYYd6oNmNsN09apSYcsX0NZtVvLn795M47qXOPyoRw4wDg+lZIPPBqzFOQQH/ADqJXY0ktjQIxwakSVl4YZX+VQLIGXnkUB8Nwcis/UtMviT5cody+lIszLzGfwNUfMKglT+FPS4VyM8NS5ew79y8JEkBUgKT1B6GqV1Yrn5PkP8AdJ4/A1U1i4lg08ujlH3KNy+lP13Sdb8P6DpV7eXNyJb0yeZAyYEAAQoCcfeIbOO31BranBtXM5TUXoOYlWODihFEqksOfWiipQpEQ61HNEoRnAwR6UUUluCIkYjnNTKxYc0UUR3Lew3JDfjUisXDBuaKKp7AjmLiFE1oW4H7t25H4VHZXcuia299abfOt2YJ5gyPmUqcj6MaKK9FN8qOOyL3hr/RzcCMnBCg5/Gujcng+tFFclb42bUvhGL+8zu5xURHJXqPeiisJFopzgRyfL0I6UIx4ooqo7iIZlAFMhdkkDA8joaKK1W5J0+nTOSmTV3xExPh5s8/vE/nRRWyJmcv4k8QnWkt4pdL0+3aCNEjkt1dSiDPyAFyoXnJwOTzV8uY5EC9COaKKyqlU9hJWKtkcVBOAMMOM0UVkxrcpXAAAYcE9aYrHbRRQUxFco2QamiOJcDgUUVVP4iXsa9nK6sGViCK1dUupbmxsnlbLLuUH24NFFXP4RLdHInW20zUb2NtP0++imkDmO8g8wBlHBBBBHU5GcHuDVjTr241O81C+u5PMuLhxLI5GMsc54HT6UUUP4RfaLv+syrc4HBqngElSMiiisWaFVhslKjpUqMSMGiimBJHIyHg8Z6VcJIII60UVnIpD25QN0J9KZgEE96KKEPoUdWdv7Nfk8OtZ154g1TUNNg027vJpre3keVBJIzEs+M5JPONvHpk+tFFdFPYxn8R/9k=", "info": {"video_id": "155645", "label": "putting lid underneath laudry lid", "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": "5308df93d2a98dfd113be402b4cee88d4069e7459117044c36d4a95fbebbb19c"} +{"episode": 55050, "episode_seed": 830689550, "split": "train", "timestamp": "2025-10-13T03:27:02.975312", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 830689550, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glass 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, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "32282", "label": "holding glass bottle", "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": "32282", "label": "holding glass bottle", "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": "b4b2513d0713f8a61b3802822e7f7adbdcf7fbf2e76ebbdb504df7ae83a21d0c"} +{"episode": 55051, "episode_seed": 3984962578, "split": "train", "timestamp": "2025-10-13T03:27:04.889115", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3984962578, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 nail polish onto mosquito bat handle 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', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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IjEEV6EifNkDqP8/hXnfIbB65r0URblIOCO4qiZFCdpLGY3YUSwSjbMnY0qWcV26TWU6yAHd5bsFdfb3rTMSNHtKKUPoKy7rRUEhe3lMWeg7VjOEr3gxprqLHo13kF49gH8UjACrYWKC3kgtZA0jDEk+OBn+FapRabPkCW5Zk9FFWvLEVoETjPTnnP1rPknPSb08h3S2IU0u2aMq0e49S3c1VufDlrKnmRFlB5x7VqpgIA3BPTmophLcSpDE3lQBwssx6L3I/IE10IhyscxdeHpYmPlvuHUZrOksLiMZaMkZxkV2jSpIVMYO3GEL/AHiO2ar28iyRrE+RjincaZyNvavLcrCTsLHqwrstLtFgs4os7pFBJbHqf5Uot4xKrBVznG7FW7dNpAycd8ihO4SehM0ZYEHp0ODzilktopohHIgKe1OVgpCnAz09acox90cEZGapohMxpdF2OTBcFBnoecU+PTNoJmlaT26CtZwxB2gZzk+9McEooI+YkfhWTpxvsXzsryp86KvQfhxUqBWcLwD3NQTBmuATz0+Qd60tO02DUPtPn3iwRRp+8OPm5z0qopt2RMnZXZXYgnam1uegNVZ4j+7dQCVfJHTPHamW0tiWij06GUEKDNLK/wB9vQD0HPuatSbjGSVIK4JxyOKBJ3IjCCGJU7unP6VEsK8gDJB79Kssc9C2QT1pACrITSKHpj0A45B70/OCVbGPXPaoMsemN2e9WhgAEk5ycVoQRyHgsTngcU0gGIkehwanAzuODtHb19aikZDGdnZguPQ55qWhoqzsdybBgAcsR0pxyGLZ7cc06ZcyL6g8+9JKM4OPfpzU2GKspLLt5IPTvTpGBQHGNpBwe1IqbWDgYPr71MvKbdwyeTnvTQETNkH5skZ6jilVdsgByPpTmwMP2qvpFt/a/imTTZtRmtUKSmLZGHLMqFgvoBwTk+nvRYaLDopIwpI9DQAqHaRxjjisnSLuedJGmmZ9oUjJ6VrRkSoMDIPzZ981a2Je491zGwK7x1AxVQ2cBkOYY8+uM1bwQuSWxgemR9KaYm8wvk7c5ak0CZAU2sFC8AHiuem2i4fBzya6NxmQgEAqAK56ZdtxIBwR1z1NSWioW68d8Vp6WQ0G09ATx61lSjnA/DmtHSQWiIJ2jJPFMGajxgmPP3lbr0xUjxhoym4nP+eaQK7xZ4ODx2ziq+pyyw2TGP5G3DBHWhiRz+t6eYJRcKPkc847GuwjbAAwB71V13TLJfDcN/Y6ne3Eb3P2U/aoVRbghNzPFjnapwp3eo9wJF2mRMk5UcVUQmWU4JwNykZABpZOFZlXk4GfWnA/KMDIAxmlXne5AznIx6fWm0QRbv3W4jAHTPaq05cRKqL90c9hxVqWRWifaMEHacDHNRXChgF/izx64rOxSZExIhDZLBRknuaSXUIrrw/aWMUQQM5luC3UsCcU9/mjwQORjGMVUnVQikdB3FCdgaTK73GJAR1HFU1mMbnHTd3qWR8uM9B+tVJceYeMGmVY2YJvMIB9M1e3KEUkZbsAayPCcNlqniWLTtSvri1hmIVJY5oo1jPUljJxjGeByTgVcENxb6tf2UrXKfZpmjCzhRIuCRhgMjPTOOKEKSL25N69Dj9KnWQEAA9ulUzG+0kNuJ5+71xSgyKzFgjd+OMD0qrkWLiPhSATu+8TUbEv5ZfaDuJNVpJ2a1KRq4Mi5Vs00OQiRZbIHJNSyiWQZkBP8PAI5wapSaYT5haV9khyQGwDVpHHmuNwwRwCcc1JCRvwX3EdRk/nSAZBbpBEnlDC44I/nVjIVAjNtz0JpyyxtwQdxGQtRMFkvUdUyFQgjHrimkArcKHx05AIoyCU6dc9ah1mWS308sjkMrjBA6A0muaBq3h7Q9Kv7ue4We+MnmQmMgQYClAxx94q2cdunUGiwbke8javYVZR2BQZ6nmiirIHxkkt7DP50zcWi3dDu7UUVLKGsxbdu5G3dj0psczSHawGBg/nRRQDLQRQCoGFUcD0pkkSnUI0JYqIiwBPGciiikgHsdyDIB61zsWoz6TrzahbbPPiZtu8ZHzIVPH0Y0UUykP0cBVlA6AKP51tr8sZIAziiiqRL3H43FcnPOcUk7tGUIP3nAOaKKGIhJO6Y1g3f+vZu55NFFQWijJ96tXTkBhUHoTzRRQNmtEAY8H+7mqes/8AIOJx0ccfjRRT6Eoj1nxM+vW9vFLpWm2zQIkcT2ySKURc4QAuVA5ycDk81YTILcnhiB9KKKEEiZZWWYqOgTP61YjH3j/dGB7A0UUxDAxaEt0OR0pCS7lG5AUUUVIEgUCNh129Cao3S4jbk9M/SiihgY8h4Y+lVdxfk9aKKCw0/XW0iW4jbTtOv4pnVzHeweYFZM7SCCCOpyM4PcGteyv7nU7+7v7uUyXNxJ5sr4xljnsOn0oooB7GlGzZPJ4OMVIQGJU9MUUUyR5UEcjpnHtTI0UykEZ4U/zooqQ6Dwo3MCM4pZY0CEhVBIznFFFAhk0SojbQQeACCeKXyAB5gd9w9/SiiqQGXrFxI2n8nq681Uu/EGqajpVvpt3eTTW9vI8qCSRmJZ8ZySTnG3j0yfWiigpbH//Z", "info": {"video_id": "31203", "label": "putting a nail polish onto mosquito bat handle so it falls 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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"info": {"video_id": "31203", "label": "putting a nail polish onto mosquito bat handle so it falls 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": "cfde50f8243adc6c2eebdaebd7a1944f3c8b170c27aaf7d02b2c2ee912f1e81a"} +{"episode": 55052, "episode_seed": 1666169063, "split": "train", "timestamp": "2025-10-13T03:27:06.523351", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1666169063, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting lego behind plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "216575", "label": "putting lego behind plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "216575", "label": "putting lego behind plate", "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": "e9a33afa16449f45f4c3e909a51ca555d0e3b6cb60309a063a0d75ece07012d2"} +{"episode": 55053, "episode_seed": 1058422042, "split": "train", "timestamp": "2025-10-13T03:27:07.442550", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1058422042, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cloth so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "171796", "label": "pushing a cloth so that it slightly moves", "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": "171796", "label": "pushing a cloth so that it slightly moves", "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": "65b4ce882f06c26c545601c750dfcf208bc189a55147b629cf3180aed35d8312"} +{"episode": 55054, "episode_seed": 3464499907, "split": "train", "timestamp": "2025-10-13T03:27:08.270641", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3464499907, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glass from 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', [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": "50560", "label": "taking glass from floor", "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": "50560", "label": "taking glass from floor", "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": "d4f4193d496576524c63a322268c5d54ac8666ed21d555ae7fd7cf776ba25b07"} +{"episode": 55055, "episode_seed": 1954804483, "split": "train", "timestamp": "2025-10-13T03:27:10.799245", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1954804483, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 binder clip out of rack'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "52907", "label": "pulling binder clip out of rack", "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": "52907", "label": "pulling binder clip out of rack", "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": "1c1b264239f7f49534c75e9c25427711251c12668fa8557bcd388d7a8a0c1b35"} +{"episode": 55056, "episode_seed": 2524869477, "split": "train", "timestamp": "2025-10-13T03:27:12.385094", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2524869477, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging power block into outlet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "26172", "label": "plugging power block into outlet", "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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"info": {"video_id": "26172", "label": "plugging power block into outlet", "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": "5095e46cb206da579a933c603ff8644f91c3be8db80ba059760996d83839546b"} +{"episode": 55057, "episode_seed": 1743962171, "split": "train", "timestamp": "2025-10-13T03:27:13.998883", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1743962171, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 boot and belt away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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tpJbkyxWzs5+9gdT61yVG5HdCKSsbtndpLF5TYXjOfYV0HgG0D6LJfEYa9uZJQf8AZB2r/KuAuxd2dmUETG5uWFvHjoC3+cV7Xo2lDTtHtLJcf6PEsZPqQOT+eavDwsnJnPiJbRPJtOnt9E8T6tqGsWW/TpnNr57Rb/JwxyMY5XoD3HHaq1u+nX3ibUbnTo4BAG2xeSoVcYxn6kDP413fiux+wGSUwb4ZdzyR/wALscZyOhziuF8PwWltdXK2sAhV5dxjViQpwOme1a1ZLlJoRfNc1/DMMGm6/EAuwSlkznA+Yf4iu6mTg159qsZCeYnDKePr2r0G2n+2afb3PGZYlc/UjmlSd0PERs7ow7uPbdIezqyfj1H9apwJWrqS7IxJj7jq34Zwf0JqjAnQelanOWY04qprOpppNi87Y3KMoPVzwo/mfwrSiUAZJwO9eceM757jWo7Ut8qRh9uehbpn6KB+dKTsrlQjzOwzTLo+Zlzu3HJrop541055A3yopZvbArkbeNoNrOdp64NaEry3MMWnoT5uoypAijupI3H+VcHLzSsd79yNzoLjRoIPhbi4iz5qpcz44LsWDfywK57Qfh1aa74YtdQt9WZbiQHzR5YZUb+4RkEEd/rXrGu6ML7wzd6dCQpaHZEewKj5f5CvNdR0rUtO/feGLiWzuIl8uS3EgxNjsOxbOeDnOeDXoo848/1Tw5d6Vrg0u/ARmOFkXlXBzhl9ef8ACvoO0tDa6ba2x6xQIh/BQP6V5do2g6prWqWWoa1NNNqAmBEcjZCrnA9uDk17HMgLnHSmxGJdRBlZSOCMGsFuY4mbjCkN9Rwf5V1FxHxXDeKr7+zrSWFT+9mchB7EAk/zpDWrM+914X8gtbJpFiyVdxwW+ntWDNL5Wo+QowsQ6nvmrmlRLbxB2HPqahvoEN19pXPz/e781yzlzHdCCirHQ6bcxsArfeIwK1fDdmLzxhJIRlbKDGfR2/8ArVyVvL9njNxMGSKIbjkdfT869G+HdlIuivqE64mvpDKc/wB3otKhD3uYzru0eU6xYsDpXO+NNF/tjSYbclhGJ1Mm0ZOzocV1yIOlJPaxzxMp4yOtdRyHiXiLUNY0/RTYJB9r05mVUnGQ8YH8Leo6c1IlqTYqDyVFT+K7O4stTMGWdB0BJ249hT7ckWuW44BrnrSvY7aEbI3PC10k2nyWpb95C2cex6VYu49l4h7OhX8uR/WsPw2/k+IzHnCzREfXHIrpdRXYiyEfcdW/Dof0NbQd4nNVVpM8RS38qTCITk/KK0mjvbfTpbqO3YsgwWH8Hua1JLnT7UESPGpVcsfQV0XhgRatatsRzaF872XAkI9O5HHWsVHmex0SkktzY8AaQ2meHofOjKXE/wC9kz156Z/DFdxCvSqNsu1QMVpQrXQcZaQdKfs4ojAqXHFMCEriqOqWq3ljJAf4hwfQ+taLfSoJRkUmNaHil9b3emPc2ZOFkUI49Rng/pUMe5hgiu38Y6cH2Xar0G1sfWvOtPik1HxVNpkmqT2kZEhi8tN25lQsF9hweT6e9c84tux1Qmrcxp6ddPaSTiKBpZHAwAcAYz1pyWrTXpvLuMSTHA5HCj0FUfAk818949xK0hURkbu2c120piWM5VelS5NLlKSV+YrrEj2/3QDis+6vrfSbd7m4YKq8AZ5b6VehmExMcQLt0AAqyngyy1C/tr3UHkmaE5WDIEYPv3NKEOZ67DnVUVoQ+ErF/Ed7b69PA0NlAzG1hkHzSPjAkPbAGce9elxKRVW0iWNFVVCqAAABgAVeQYrqSS0RxuTk7soa1p6anp8lpISqsOGH8J9a8ltNO+w308bLtZWI/EGvaZfu1594ssHi1F7lFPlzqCGHZgMEfyNZ1o3ia0Z2lZnO3+TEzAhkPHHUGun8JXP2nw7Gp+9A7RH6ZyP0NYC25SEqBuDL1rCu9avtCspls53gWSVd+3qD061nRl0Nq8bo9GvUEkToejKRWXbDgA1zmr31zDo0WoWWvajKGuPs+Z41RZyFyzx452qcKd3qPcDo7UEha6TjLbLvVIc/6w4P+6OW/Tj8a8T1i5ni8V6l9pVt32pyxx93nj8MYr3C2Bkmkk/hX92n4dT+fH4VheK/BMPiApd20v2XUIxgSgcOPRsfzosnoxqTTujzmfXkmKeYZLiYAKuMdB0Fdt8M9DudS1ZvEd9GRDEvl2gx8pJyCV9gMjPck+lVtI+GOoXN4h1i7hFoCfMS34eQemQBXr+n2cFjaRW1tEsUMShERRgKB2qVCEXdFSqSkrMsqilQCuR6VzOsaO9o8tzbRCWGTLy7jyh/rXWIBih8Acjj09abVyDkdG0+6l1EX9xEFhNuAG6EuCQcj6YOfrWtMg5x0rQZlQFUHyZ6VSmB5xVCMq4UYOa4bxVp0F1qFlLKT8qsMflVhtQmuvHFzpd1q15aWzTbI2iljRY+hJJcYxjPHUnFZULXc2q6hb301y7WkxRFucb0GSOccZ4GccVnUdo3NaS95FhdOiWD5QMU2G2tYd0kscaqvVmFXfMURnkcVQvfDeq63JFGtylpZZBfBO9/wH+Nc8IuTOqVRRVxqRR+Kbr+zNMAa23KLuYcCNAc4H+0a9ZsLWO0tYoIUCRxqFVR2ArE8PaHY6JZrbWUAjTOWPVmPqT3rpol+UV1JJKyOOc3N3ZIq1IVypFORaU8CmSch4v0tLrTWm2jfCd2cc471wryGMrEI88c/SvXLqJZo3jcZVhgivPtT0o6bdqrENFIDsb6dvrWFaN9UdFCdtGc2jtYavaXIOFWQE+wPWu7uwlzbOFYMkikAg5GDXn3ipGh0hpoHKOrqMj0NMuLXxF4a8PaZNc6heRyXhkZ7cpgQAbSoJx94hs47fUGqou8Qrx1OQ8LWi61rdul/LLKo3SYLd1xivb9NiSOJFRQqjoAMAUUVszne5vwAbRWhCKKKQi0lSsKKKaGNNQSjg0UUhGNq0KTWMyOMgqa8Evr+fRvFFxe2u3zoZWC7xkcqVOR9GNFFRLc1hszS8CsYlvwvYRj+ddDNNJJKiFjhmAOKKKwfxG/2Ts7W3igjWONAqgY4rWtlHpRRXQchqQgACrS9KKKaEDDIqhe20V1byQTLuRwQfb3HvRRQxnnNi7PbRljk7a5jx3CiaYJAPmLrn3oorjj/EO+XwFK/wDET65p9mJtNsLdo40RHt1dSqDooBYgDv06816DCxjt2cdVQsPqBRRXazhZq2KBIIlHTYP5VfRRkUUUiS9AoFaEY4oooQyXOMUFQVJPpRRTArPVWbvRRTEePa7qx03xPqyGxsruOW43FLqHeAyjggggjryM4PcGs+11C5u7q+vJ5C89w4kkbGMk5ooqKnwmtP4kdXo9pE1pDcOC0jDPzHgfhXTWijiiilHYme5tWyjitNBgCiirJLKjikNFFMCvKK5zxPEkmjzMw+aPDqfQ0UVD2YLc808SknQGP/TRP51x974h1S7gtNPuLyaa3t5XkUSSMxJfGc5PONvHpk+tFFY0djqqn//Z", 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", "info": {"video_id": "151609", "label": "moving boot and belt away from each other", "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": "151609", "label": "moving boot and belt away from each other", "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": "4bf4476ee02fdf7c3b700eda523ba3ba29c09b94dc9da233edb955095fdc6aaf"} +{"episode": 55058, "episode_seed": 3558405230, "split": "train", "timestamp": "2025-10-13T03:27:16.481050", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3558405230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 behind remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "48826", "label": "showing bottle behind remote", "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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OTNUjC8RW8U8RE+9gib4wBwG3AEn8CfxqrpFqtvZyxRnKCU4/IZrT1ayS9VWeeRAy7NqY7MGzmqdoqQwyKrggyE5Y4PanOE1BS6HLTUvrL7EM6MO9Z06Hnmr13KB0dT+NZM0p9vzqEzuaK8qK6sjcg1hTxmKVkPY8fStp3J7VQvE3L5mQSvt2rqoTs7GckaPhyw2hpmHJ4X6V19tEF9KxrJ4kUKBj8K2YZF45pyd9THqXlC4xU8ZTFU0mVTnNS213bzyEq6lF+9g9/T61jy8z0NEM1G6vtP1DTTawEq0qtISP4c9P1rMvJGWZmOSgJI/Oq+v+IJZvENhbW7Ar56I5xkAFgKvtHFc3KxShdhYAjHJ6n/P41304KMGkYVdZRMee584/WqrgCki3Nk4yNxA/OknkZR9zP415rVnY7CF8ehquWBz8hH1pXmYn7uPxqu+71FNCKOpIHlhIHPI+tdXouneTZxgr8xGTWNZ2yT3CtIc7DxmusteAADXRze6kZS3NC3t1CjiraxLnjGKrRP8AL1qyhVlxnntWUtRxFvWe106a5ijMjxj5VAzk1Cuqpf8AhO0FxbiO/iOJwVwW54J/z2qLxFrMemaG8aMGZ88eprnfDGpyala3k06oGWRB8h5PBNdVCHI0Z1rOGpaEyRBgABu7A1TkO8k9qs6hblIFucnBkEYU4z0zn+VVQwVeQR+Fc+IX7xmtH4EV5FHc1WkKLyTxUs06Anr+VVGmJ6A1ijRoSQIRjkg9azNItDdXqpyVByT7VdZnP/1619EsVtVJyCx6muinLli0ZzNuztQCOuK1o7dQP8aqQHAFXA/IyamRMSeOFfQVVutSn0jWtOCWjS25cNcfLkFOhH61di2eYGZ/l7j+lcd408UyR34jt9jbRtbPSnSp/aLv0ZveIJYJ9RmeHIjcgoF4GMccVkXE4ZQoPQYq7OokgjJI3mNcALkfdHQ+lY80bW91JBIfnjOGx0zjNbYtNpGOG0bsRuuRmqrIuTnFWZZEVeWqlJMnYg1wo6iN1jJxuGfSsvUxhoSp55FX2l7hf0qNbQ3twmeFXrW9J8srkSWhp6BYkWokYcuemO1dZbW/yDk1RskEaKgAAArWiYheKqTuZJ6kqwAEf41OIBjPAAGT9KiQ7lPzYNW0njtLSWebBG3gH0rGNPnlY0vY5z+0k1OykaILHHHM8a5/i4HNRxSrHa4LAncaisrxNU052ij2qkzr2G44HP61Qut8TKWyEYkIfXHX+ddVaNqSSMab/etj7ht7HBqlIgJ7VKGXHLVDLJHn7wriOogdFAJOAKgZEx6g1I8qkYxn8M1A0p9P6VcbiOpt1GBnFXAwBAxVSHHHNXUUYFaNnOTjgfQZ49K5jVtbZ53SF9sSDC47nPWtHVtWNhGUgkKyEYJB7elclZ7Lu6aSRSIl+d1Pc+n51pCKiuZlxvexv+E7wSaneWUyg/b4T5bd1deRg/ifyrc8NQXj31wb+I7LWMssuMBycgfj1zXG28zxavb3MfytFIHGO2DXp7ssInkU/JcRhlx0/wA81rTndWCpFHn6Tbbi6ReFEhZfoTVeabJPP603d/pl5/vcfmapzPhulc0o+8y7kwcE8mlby8fxH8KrxSc4q5oFgmueI20241CW1Ro5Gi8uPeWdULBfQDg8n096cY62Jk7EumRK8j5yQMcV0NvCq4wD+dct4Xmkn89nYnhDz75rrIckYyKJaMzbuWoiCcAk1Q1jUxYxokWPOY9fQVZlnSyiMrEcdB6muK1TUH1PUS4A852AKqMBie9VTjf3mWmLczS6pIImkJVM5Y9AK6VxZ6ToVld6dC32adAtyM5Idcgt+ZNZN1DFYWiWsRBc8ysP4j/hW54S/f6dd2Mi7ufOjB9ehH8qqFX3tC5xTVmO1JAvhSC+3ZMkwkTPdRwP61lSXAMYZDwRkcVveK3H/CO20aqq+UoG1RgDHbFcc0hW2jAJ+6KVdJtMUNFYdNKScmmDB/iA+tVjLnuaZdSlLQvGSGyOayURt6FhwOgcE10FrbjaPmb86y9a02wtvD1vqmm6pfThrr7Lm5hWNbghNzvEBztU4U7vUd8gbkGQoq3Gxk5XLsQ2IPmP41ZU8ZLH86rKm8DNU9U1f+z7Z4l2sXXDqRn5fT2qUuZ2GihqeuuJnS3crHGQQc8k1S0bR7bW9VUahK8ccxZYip5L44/DNUdLtl1G9O5ibdBvc9MjsPzq7dXLi9V4DtMTDy9vAGOlXKfK0kapKxvxXRuNT/s8Apcq/lbcfe6DIP4ZqDVWEHiC9hYhskOp9eMGultoLSXVrPVVgXdJGXVz1QleR/OuL1xz/wAJLK2euT+la1ffhqZwioPQjuJc8YBqiWBOOKbNMc8tUSuGPJrkUTS7JyvGcj8TVjToy0r4fHTpTPDlrYar4nTTdTvbi1gmbYk0csUaxnqSxk4xjPA5JwO9T6fbyWWs6rZSLOptpzEEuABIoBI+bHGfXHFaqNlczcr6G7bI6kfvCfwq/GxHGeKpxEnGKsRqUJb8TmobJQ66nFtbNK8rIF54xz7VzGqa/cXdu8IO0PggCn+JNViuAkEWEMfX5uJB6/WqNlahLM382C7cRKe3bP8AhWiXs46msdTctLB9Bszpt4yC5LtKVB4IOO/4VJrG4WWmzOuI2ZwPoTx+op8lsviPQba6klZbi1BiaReWXHQ++RUnjdVh06xhjJ8uJAo/LrWzanCxmocs7mRI4VTwPxrPlkBb7oonnYAc9vSqZmJPJriUTW5ZC7umKjkQgdvzqC7kKWpdHKtkdK0vEPhjU/D2gaRqF486z3xk82ExkC3ACFAx/vMrZx26dQa1hC6uRKdmbMHXrVx3ZIWYHkCiiktzNHE6hPJJO+5s80yy+WGUg9WH8qKK2qfCa9i3aKDNk16LKxbw5ZSH73lgZ/Ciioo7sVQ88g+a7u8+v9TVO4+/RRSfxjGRdait9UudG1oahabPPiZtu9cj5lKnj6MaKKqO4p7F/wALfKbgDoNg/nXXQHiiis6m5CMPxBcS+Zs3fKO1Y+lc6zbnuNzfiFJFFFa/Z+Ra2LU7s8pLHJJrpPCbFdWtwOAysD+Roornh8SLlsS+LyVtZkH3d9cqw/0OI/7Iooret0JjsUG6026bFme/zCiil2B7FvXPFT+IILaGbSdMtTbokcUlqkilI1zhAC5ULzk4HJ5rqYCcCiiioZIvFykBYdQK4jUp5JZnLtnmiiikXEsaQxj0m6ZTgmYKfpt/+vSR8zDNFFZVPiZotjv9Kdm8MqSeUdgvtz/9euL1di3iA57r/Siiuj/l18iFuZlwMNUCn56KKyjsUOt9dbSJ7mM6dp1/FM6uY72DzArJnBBBBHU5GcHuDWlouoXOqajqOoXknm3Ny4llcjGWOew6D2oorR/CYvc6aA5NR6pM8VkdhxnjNFFYr4kUjhLxi8uW5Oa3tQYqyxLwiKAoHbiiirrdDVbm74L+dryBuY2jDEe4OP61F4wdm05Mno2KKK0p/AQ/iOZuPuD6CqZoorKJQXRIs+v8QpL7xHq2paXb6XeXs09tbSPKgkkZiWfGcknnG3j0yfWiirhsRPc//9k=", "info": {"video_id": "48826", "label": "showing bottle behind remote", "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": "a753ce64860594ea192498dcc7e4c83527c5eff724745f6a9e7f56eaab20f62e"} +{"episode": 55059, "episode_seed": 200725523, "split": "train", "timestamp": "2025-10-13T03:27:18.965569", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 200725523, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging cable into telephone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "175132", "label": "plugging cable into telephone", "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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Sm1gu5sgARRkH0HQ4/KnP4Vkhhf7bdlnYYKxkn8yetZ8jO2jXlsxy8Vs4z6+W+c/k1Zu63N7NpO6avbQwNVsBHdOVkZi4DOOgUnnHvWK0CkEFRyMYrdupvNVuTyc1kzZCHAHPNVuz0pTly2Zzl1AMk9hUGmQH+1LeU7Fjjk3O7sFVcc8k9K07sLGpZhxnpXPXsrqrYcqrZyAapKxw1m5ppHuPw7KyXmryrKHD+V0jZRld6tyevzBv8TXIfFvS5LXxHDeRMEjuQjk4/iX5T+m2tf4LatcarLrpmZdkZh2xoMKhO/OPqeTWx8YdK+2eEo7wZDWkwJIH8LcH9dtdF7nzsoulVdzxqaC3SbUhLJ5hMYbA+lLDdZutNa1hGWiKlvU05BbR3xwPMM1v/SktTO9rpTJGI1EpXIrB6r+ux6tNpPTv01+0nv8AMjSC4bT4Wml2JFd7SM9OadcxWkMWrR/611dZBVhtPza6hFJIzyrcqyqAST9KvSWsaT3m1Y4kuI1XdIfmz67Rk1LaX9eh006MpKyWvnr0kv8AIxHMskl2IbcBZbUNn6Cq8ts96bdLmVfLkttre3pmulh0Sa7VXWK5nVU8vf8A6tMemetWYPDF2x2QwhOORCvP4nrUX7I6fq3Wcv063PP72xvroqwupYISqho2cqvCgZxnvWcdBjGApkmPcquB+Z/wr2JfBPljzLuSOLnBLtziop4PD2mqBse7lHfoKrmkzjVDDQSjG8n5Hmdj4duZHUxWwXkckbj+vFfX6J8o+lfPV34jlRlFvbxwR8cL9786+ilHyA+1bUnueXmMG+X3bLX9Dwj4i6dBYfEBZ5FbZcr5wA7kjB/UGuN88R6cn2a3OY7rBOOeteufF2xUJo+p+VvMU5gY+zDI/UH868rnW5azv0jQoqzqQfxqpIrCSvTdt9dlrsv8hl3Dcytq3myCNSFfAoMVot4dzGQy2WcD1xU9xbxtfXq3E+fMtgRVi3QB7KeO2IVbcxs8h2gHt1rFvQ9OMOaW3X16v/Mo28kj/wBkmC3Cho2TJFVfJmFtaGWcIsdyy/L2roLPS7q5SCJFmnkgJK+RGQBn1Y1oR+ErrJIgRDnJ2fvHyfc0r9kdEcO+Ve0lb8Oi/wAjjfsRWG7XJ2TvwzcZG5WB/Q1uNrc9rpy2lu6nbwFjX+pro4/BflASXsiR9P8AWNk/lTpYtE0rcREbqRScZGFptyla5hKjhot8vvN9jzs6VqerzsSGY5znk4/pXrvwf0SbSE1fzmJeXyeCemN/+NcZeeJLhg6wiK1Q9BGOa7X4NXUt02t+bI0m0w4Lded9VBrmOTGUpujL3Ulp+Zs/E/Tnu/CbXEQHmWr7iT/dYbT/ADB/CvGY4ozPZNPPuZrdlIWvpLWNOXU9HvLFhxPC0f0JHH64r5xtoFhjspvIkcxStG5KnCnOP51rPY4MC9eV9LfmuhVtJsRad9mhwyTMm49vQUGB1t1a4uNoivsbQfWrUUF3NbLGgVNl4W2gYO2tqy8JTTmUTgRxzziRXnbYc9gF5Y/lWLPWhCTj5eei2/4BzbLFHFdx28DSvHeKwyMnmpp7G8mN1FuEYklWRAoyeOvA6V6Np/haycu81yzrnL+Woij9OT1NXrn+w9LgYRwq56BIhtH4nqaXmbWhfk1fktO/+Z5pbeGr28kmWOJytwyM4kG7JXJHH4mtdvCMEMQm1e9VAOQpALf98itW68T3LF47aJYYx0EQx+Zrm7y4mnJZ3yT+JpN9zoWHqLWKUL/N/eWZtR0zTYgthZ+YR/y0lwP0rG1HxBPdqVBZV7KOMVYt9FvNTDSQx/u1OGd2AAP9fwrpYfhxFAZDqF/86E7vIHyou3IZt2GAz7YwOvIpxTeyOGvLDUXebuxdS8OxnUJXubyOKITmRV3DnB4zU1vYafJcM/mSTOx5ZRjP4nn9KxpWZpdzEsfetTTJgjbT3rSVRN6IKOFjCKbd2d94a0rTof3gtEd+5f5v512yyIsXy4AHQDpXn2k3m0DB47V0n9ob4scA46UrmNanKctWJqkvyt6VzEQEs15EQfnWVf8AvqMf/E1qahdbgeeO1c/bXGNZjyflZ0BH1Dr/AFFYzZ2+zaw8rdDnIpd0CEnkqM/lWRfXawMV3j6d6txy7I2Rusbsp/A4pTJGdORhHGJN7KXCjdjsM1DlyxuVj8YsLRdZq/8AwTBna7nUFYxGmOGk4z+FZc1nbhs3G6cjtkha27htzGsyfCr0rH20pHx9fNsRWej5V5HqHwUKEayEREC+SMKMD+OvQvFFraah4cv7C7kCJcQsg6Zz2wO5zivGfhzqv9lx6sTNLGJPKGIlyWxu79q2L/xFJ5weGBjJniSZyxH9K7qckoJtnRg6c60EijN4QayWOaOM5QbAZSCxXH90VRh8MzeWiTTRxxI5ceY2Dn6LzVqTV5pgWu7sruHPzYFVp9ftbKLcqFs8b5DsB/Pk/gKzckfR0v3atK1zRi03TLYgN9ovHPJVP3MZ+vVj+ldBZWNu92Y7ewtIVjCh38rdtPU43Z55rj9I1lLy4cmRf3e0lPLZflJxuUk/NgkcYHWuzMptLO7cHG6RG+uVBqU9TWddyfInr/w3Qsy6rp0XyrG0zocZlP8AKuf1LxPdvuWBlhTPCxqBVfUGtop3McslwXGTtG1VPpnqay1bfxtCA8YXr+dNvU6qeFox96WvqMudUkdCXLZJ5JrCup2duCavTx5JHWs2ROWwCSPSkVJwj8KG22k3+oyx/ZraWQO4VSBwTnpk8V9RgYQfSvIrOM2lvo6vGsKxNFv3EAlQpPCHljuc9jkY5rd1bxOVcwFp5WH8KHy0/wAa6KcVFas+axmIlXkklsbfi+C21TSG084lkaRHCo4BUqc5z+H615lqnhZg0iGdUjmALqj9xnqx/DpUl7r96XZU2WyHrs4JHuTzWcdThYF3dpcHkg8fiTwKU5q+hvhaLpx956Mt23h+wtXEk87SPgL+5XJx6bj0rXsXtrd5JINPgRURmLy/vXPHHJ4HPoK5GfxKXbyoBuA5xANx/wC+jwP1re0G7jvYWiVnJkhckSY3IwByCR17EH3rFyPRdblhto/uOqE32DT1nvMytgbYs4UD1wKy7/xPMISluVi3dkGDT9Su4EuPLuY3kjaBTtVsEkjjn0rmLieTICqkQ6YQc/n1qrm1ChColOotXqQXd5dPKXeRuf7xrJuJy24EkmtOdQ0IPcd+9ZdxHtHTmkdMpwWyIbTT59Uuvs8AXO0uSeiqBkk1658LdEGh2mqTS3CsZZVjbAwq7M9/+BVwHhfy7K9a6uJVjVo9qALkschiAP8AdU9fU1039p3GnWRW2doxNI0xeQDfhwrDHoMN9c5rWEUldngY/ETnJ01sei6h4gtLJCxOR/eY7V/M9fwrz3UdS0q5ZxHC9zIW3b2OADnPFc3e6iLsOxeW4kUZZt2QPqTwKq29zH8v715CRkR2y9PYuePyBolO+yMMNShHV3bOgF5HbJu/dW5P3QoyxP8AM1YsfMe9ikmgniaQ5RpkK7/cZ/rzWNb297dSIkMYtmZsYgBaZ/q5+b8sVZltLzQdSghnSaMPKrBZTuy//wCo1lJs9J+15W9vzOglKtpdtaGVLcPEWZ2BPI9cVz1x5QYKPMkx/FJwPrtH9TWpqsn7u3fgBXljx9CCP0NY8rbpPrzRfodeFk+TmXW/5kVzGNisBz0wOlZM8Xzhcck1sSkvxj3rLu5BkheGznNUOVRnS6EoTw+1g8wWaZ2IjjTzHBPQ4yAMqrYyec/nravqaxQNLcSQ20Ttna7B9wzzg+pBJxz+mK8wGtXliZktp2DTKEJAy4xnG09QeTyPWqjQX12XmuXKljkvIcsT1zVe1UVqeFi6EIyc6s0kdr4g059M1WSFlwN2VqrbSlTxkV6P8QtF8+3F3EvzryeK8uiZvNCgZYtgD3rK9j0sJU54a7o6qyvCAvI4rcjvsxgA/nXEwzmNyp4IOCPetJL35QM/rT5jp9km7m5c3m4EEgY4GKyFnEepRuf4SrH8HU/41BJebs85xWa91i4Bz1Vv5E/0qGdE4fuZLyKV23larqEWcbLmQc/WoVmzaSD0k6fhTNYkC+JNQHZpBIP+BKDVeGYbZU7bgwqKi91niZp+8y/5L9BkshA5BrPncNVmVixIFUtH086z4mk02fUJrVWWQx+XHuLOqFgvoBweT6e9Y0oOTPkKNJzdkdl4CsnvNI1+SNcyQeSyj/vusG+1DUZnMYRlKnHHygfj1rs/gDvuoPEInk37lt+DzjIkq/4n8Mra6m7qp2yHICiupQa0PoMBT5LRkzzSOzvJD80uzPXYMH8+taFpoSE7yoJ7s3J/Oumh0WUNjy1jGfvSHFbllp2l2oD3bvdv/wA80OxPxPU/hVOPc+hp8kFdL/M4u7tYbIrcRgnCkYP88119zIz6PdBj0ghkB+jYP6Yqt4nmW+02ZRFDEscZ2JGgAXH60tjMLvw+/HJs5V+pUK1Z9TPE2UoVLdfyMaWXMXy449KgD7VPHPao1kDRcdxxVdrnYCppo7ZPSxJKAQx5wazHuTbSF4QMjuRmp5r1JFEagu3QhaxNb+1R2TSK3k/MMevNPmS0Z51fE06ek38jYtfFbafCnl24kvCSJJpW4xvLrjHOQxBznsBXofxGsbjT2W7tV4cAHC5ryTU9K0+10S21XT9Tvrjdd/Zt11EsazkKGZ4gOdqnCnd6j3A+n9c0uPVdKaF1ydvFW7tHlVZ05zvBWPm50v7uQM7bcd2+Y/l0qxFozTlWmZ5SP75yB9OwruJtDS0lKzGOLBxmQ8/lS29vp6yfvGaYjsvyiqaS3PVw6hbmSMjStAaWVY7e3M0pGNqrnFOsYZNP8UJbyR+UDuO38q646qyWpt7ZUtoT1WIYz9T1NcjrFx5Wp2FynBV2X9KiVuh0yvUhJNFvWXMf2BzncbfYfqrEVjStukHPBrY8SOGs7SRTkCeZM/XDCuemlBTdnGKXUMLUvRT9fzJnLNwcciqN3IACABnpmovtcjOPKRnP04pksU0gbzpQgJ6LzSlUjHdnJicZRo/HIoNfyWNyk8cg8yNtyhhkZ6dO9dN4VstS8SabqsrySP5LxMBJnG0lyQB6Zrl9DtrG+8W/2df3k9rFK+xJ0liQR9yWMnGMZ4HJOBXqPwdjuP7R8X2Fw1xut5oogtyB5i4Mg+YDjPAzjj0pqV9tjzK2LVa3LHR9eplDwqXJnumBBOeSFQfTtWjZ6XYRyKpl3L0xGP6mm+ILa4tNUkSeR3GcruOeKhs7gJgetWpp7I9ChTtC6Z3WmyWunQ7bSBI2YYZ+rH8a5nx3O0umxXAA3QXCPkfX/wCvU8V3tXO/pgVkeJpTcaPdIDx5eR9RRJ3RpSpvnux+qOJdIWdQRiWNv++kK/zWsOWUbN+7GKtRXHn+GZSSTut1kHsUk/wasxZwkkZwCA4Jz3FRc0w0uWm12bI/t0kkmIVMh6cdPzqtLDJKP38oA/up/jWtfSKLqQKFC5wABgVnyHNcdTESvZHyuKzytVbVJcv5lNfLtv8AUxLH6sOp/GqtzOWG1enrUOu3EkVkzxOUYMBkVH4g0HV/D+g6Vf3k9ws96ZPNhKECAAIUDHH3iGzjt9QadOMpq9zhhTqV05t39T6m1WFJrCRZFyMV4Bq0awapNHGMKGNFFdc/iPq8v/iMhids9atQyNuPPSiipPdQjSMFPNVJWO5GzzuxRRQaz/hy9GUdYdjrROeWtYSfc7RTbFQ/2zdziNSP++qKKb2Z85i/9wfp+ppafZQyjc6kkAnrXG3OsXWkeIJr+08tZYpG2qy5X5lKnI78MaKKMOtDxMAlZs9Q/Z06eIhngfZgP/IlemeNMx6W0iEq46MOtFFXVdloenT/AIq9TzJZXchmYsQe5rQDtsFFFZI95lC+YvbS7u6mmeFWLWEAJ4KzLj28v/61FFHUwx/8Ff10MCEnyV5/hq5Jplu+nRXTb2d+oLcflRRUT+E582nKFBuLsVXRYlCoAq+grE14f8SxyecSL/OiiuKm7zR8fBt1E2Zmt+J311LaGXStOtjAqRxSWySKUjXogBcqBzk4HJ5r7AX/AFQ+lFFetHqevDdnk/jaBIta3rnLDnmsWJiCPpRRWMT6DC/wYlssTGfpXP64SFtz3EwooqmdcPhZe1cn+ycdlvI8fjFzWNA5W7tyMf6wZyOtFFM4cP8AwH8/yLd9xdSYAHPYVmTdKKK8yfxHwr1OZk1xtJ1C8jOn6ffRTSBjHeweYAyjggggjqcjOD3Br1n4DX1zql/4pv7yQyXNxJBLI+MZY+Z27fSiivSpbI9ijtE6j4h20QiimC4fdjNcFbu3Bz3ooqUe7gv4XzNNJG2Dmq+oEtZy5OcoQaKKvod1P4jO0QlvDRVuQbecfkgP9KydxMWSfeiikc+G+KfqXLpj5vXqAT+VVJCeaKK86fxH59L42Yevf8g9v99axb7xDqmpabb6ZeXk01vbyPKgkkZiWbGcknnG3j0yfWiiuuh8J6WE+A//2Q==", 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Sm1gu5sgARRkH0HQ4/KnP4Vkhhf7bdlnYYKxkn8yetZ8jO2jXlsxy8Vs4z6+W+c/k1Zu63N7NpO6avbQwNVsBHdOVkZi4DOOgUnnHvWK0CkEFRyMYrdupvNVuTyc1kzZCHAHPNVuz0pTly2Zzl1AMk9hUGmQH+1LeU7Fjjk3O7sFVcc8k9K07sLGpZhxnpXPXsrqrYcqrZyAapKxw1m5ppHuPw7KyXmryrKHD+V0jZRld6tyevzBv8TXIfFvS5LXxHDeRMEjuQjk4/iX5T+m2tf4LatcarLrpmZdkZh2xoMKhO/OPqeTWx8YdK+2eEo7wZDWkwJIH8LcH9dtdF7nzsoulVdzxqaC3SbUhLJ5hMYbA+lLDdZutNa1hGWiKlvU05BbR3xwPMM1v/SktTO9rpTJGI1EpXIrB6r+ux6tNpPTv01+0nv8AMjSC4bT4Wml2JFd7SM9OadcxWkMWrR/611dZBVhtPza6hFJIzyrcqyqAST9KvSWsaT3m1Y4kuI1XdIfmz67Rk1LaX9eh006MpKyWvnr0kv8AIxHMskl2IbcBZbUNn6Cq8ts96bdLmVfLkttre3pmulh0Sa7VXWK5nVU8vf8A6tMemetWYPDF2x2QwhOORCvP4nrUX7I6fq3Wcv063PP72xvroqwupYISqho2cqvCgZxnvWcdBjGApkmPcquB+Z/wr2JfBPljzLuSOLnBLtziop4PD2mqBse7lHfoKrmkzjVDDQSjG8n5Hmdj4duZHUxWwXkckbj+vFfX6J8o+lfPV34jlRlFvbxwR8cL9786+ilHyA+1bUnueXmMG+X3bLX9Dwj4i6dBYfEBZ5FbZcr5wA7kjB/UGuN88R6cn2a3OY7rBOOeteufF2xUJo+p+VvMU5gY+zDI/UH868rnW5azv0jQoqzqQfxqpIrCSvTdt9dlrsv8hl3Dcytq3myCNSFfAoMVot4dzGQy2WcD1xU9xbxtfXq3E+fMtgRVi3QB7KeO2IVbcxs8h2gHt1rFvQ9OMOaW3X16v/Mo28kj/wBkmC3Cho2TJFVfJmFtaGWcIsdyy/L2roLPS7q5SCJFmnkgJK+RGQBn1Y1oR+ErrJIgRDnJ2fvHyfc0r9kdEcO+Ve0lb8Oi/wAjjfsRWG7XJ2TvwzcZG5WB/Q1uNrc9rpy2lu6nbwFjX+pro4/BflASXsiR9P8AWNk/lTpYtE0rcREbqRScZGFptyla5hKjhot8vvN9jzs6VqerzsSGY5znk4/pXrvwf0SbSE1fzmJeXyeCemN/+NcZeeJLhg6wiK1Q9BGOa7X4NXUt02t+bI0m0w4Lded9VBrmOTGUpujL3Ulp+Zs/E/Tnu/CbXEQHmWr7iT/dYbT/ADB/CvGY4ozPZNPPuZrdlIWvpLWNOXU9HvLFhxPC0f0JHH64r5xtoFhjspvIkcxStG5KnCnOP51rPY4MC9eV9LfmuhVtJsRad9mhwyTMm49vQUGB1t1a4uNoivsbQfWrUUF3NbLGgVNl4W2gYO2tqy8JTTmUTgRxzziRXnbYc9gF5Y/lWLPWhCTj5eei2/4BzbLFHFdx28DSvHeKwyMnmpp7G8mN1FuEYklWRAoyeOvA6V6Np/haycu81yzrnL+Woij9OT1NXrn+w9LgYRwq56BIhtH4nqaXmbWhfk1fktO/+Z5pbeGr28kmWOJytwyM4kG7JXJHH4mtdvCMEMQm1e9VAOQpALf98itW68T3LF47aJYYx0EQx+Zrm7y4mnJZ3yT+JpN9zoWHqLWKUL/N/eWZtR0zTYgthZ+YR/y0lwP0rG1HxBPdqVBZV7KOMVYt9FvNTDSQx/u1OGd2AAP9fwrpYfhxFAZDqF/86E7vIHyou3IZt2GAz7YwOvIpxTeyOGvLDUXebuxdS8OxnUJXubyOKITmRV3DnB4zU1vYafJcM/mSTOx5ZRjP4nn9KxpWZpdzEsfetTTJgjbT3rSVRN6IKOFjCKbd2d94a0rTof3gtEd+5f5v512yyIsXy4AHQDpXn2k3m0DB47V0n9ob4scA46UrmNanKctWJqkvyt6VzEQEs15EQfnWVf8AvqMf/E1qahdbgeeO1c/bXGNZjyflZ0BH1Dr/AFFYzZ2+zaw8rdDnIpd0CEnkqM/lWRfXawMV3j6d6txy7I2Rusbsp/A4pTJGdORhHGJN7KXCjdjsM1DlyxuVj8YsLRdZq/8AwTBna7nUFYxGmOGk4z+FZc1nbhs3G6cjtkha27htzGsyfCr0rH20pHx9fNsRWej5V5HqHwUKEayEREC+SMKMD+OvQvFFraah4cv7C7kCJcQsg6Zz2wO5zivGfhzqv9lx6sTNLGJPKGIlyWxu79q2L/xFJ5weGBjJniSZyxH9K7qckoJtnRg6c60EijN4QayWOaOM5QbAZSCxXH90VRh8MzeWiTTRxxI5ceY2Dn6LzVqTV5pgWu7sruHPzYFVp9ftbKLcqFs8b5DsB/Pk/gKzckfR0v3atK1zRi03TLYgN9ovHPJVP3MZ+vVj+ldBZWNu92Y7ewtIVjCh38rdtPU43Z55rj9I1lLy4cmRf3e0lPLZflJxuUk/NgkcYHWuzMptLO7cHG6RG+uVBqU9TWddyfInr/w3Qsy6rp0XyrG0zocZlP8AKuf1LxPdvuWBlhTPCxqBVfUGtop3McslwXGTtG1VPpnqay1bfxtCA8YXr+dNvU6qeFox96WvqMudUkdCXLZJ5JrCup2duCavTx5JHWs2ROWwCSPSkVJwj8KG22k3+oyx/ZraWQO4VSBwTnpk8V9RgYQfSvIrOM2lvo6vGsKxNFv3EAlQpPCHljuc9jkY5rd1bxOVcwFp5WH8KHy0/wAa6KcVFas+axmIlXkklsbfi+C21TSG084lkaRHCo4BUqc5z+H615lqnhZg0iGdUjmALqj9xnqx/DpUl7r96XZU2WyHrs4JHuTzWcdThYF3dpcHkg8fiTwKU5q+hvhaLpx956Mt23h+wtXEk87SPgL+5XJx6bj0rXsXtrd5JINPgRURmLy/vXPHHJ4HPoK5GfxKXbyoBuA5xANx/wC+jwP1re0G7jvYWiVnJkhckSY3IwByCR17EH3rFyPRdblhto/uOqE32DT1nvMytgbYs4UD1wKy7/xPMISluVi3dkGDT9Su4EuPLuY3kjaBTtVsEkjjn0rmLieTICqkQ6YQc/n1qrm1ChColOotXqQXd5dPKXeRuf7xrJuJy24EkmtOdQ0IPcd+9ZdxHtHTmkdMpwWyIbTT59Uuvs8AXO0uSeiqBkk1658LdEGh2mqTS3CsZZVjbAwq7M9/+BVwHhfy7K9a6uJVjVo9qALkschiAP8AdU9fU1039p3GnWRW2doxNI0xeQDfhwrDHoMN9c5rWEUldngY/ETnJ01sei6h4gtLJCxOR/eY7V/M9fwrz3UdS0q5ZxHC9zIW3b2OADnPFc3e6iLsOxeW4kUZZt2QPqTwKq29zH8v715CRkR2y9PYuePyBolO+yMMNShHV3bOgF5HbJu/dW5P3QoyxP8AM1YsfMe9ikmgniaQ5RpkK7/cZ/rzWNb297dSIkMYtmZsYgBaZ/q5+b8sVZltLzQdSghnSaMPKrBZTuy//wCo1lJs9J+15W9vzOglKtpdtaGVLcPEWZ2BPI9cVz1x5QYKPMkx/FJwPrtH9TWpqsn7u3fgBXljx9CCP0NY8rbpPrzRfodeFk+TmXW/5kVzGNisBz0wOlZM8Xzhcck1sSkvxj3rLu5BkheGznNUOVRnS6EoTw+1g8wWaZ2IjjTzHBPQ4yAMqrYyec/nravqaxQNLcSQ20Ttna7B9wzzg+pBJxz+mK8wGtXliZktp2DTKEJAy4xnG09QeTyPWqjQX12XmuXKljkvIcsT1zVe1UVqeFi6EIyc6s0kdr4g059M1WSFlwN2VqrbSlTxkV6P8QtF8+3F3EvzryeK8uiZvNCgZYtgD3rK9j0sJU54a7o6qyvCAvI4rcjvsxgA/nXEwzmNyp4IOCPetJL35QM/rT5jp9km7m5c3m4EEgY4GKyFnEepRuf4SrH8HU/41BJebs85xWa91i4Bz1Vv5E/0qGdE4fuZLyKV23larqEWcbLmQc/WoVmzaSD0k6fhTNYkC+JNQHZpBIP+BKDVeGYbZU7bgwqKi91niZp+8y/5L9BkshA5BrPncNVmVixIFUtH086z4mk02fUJrVWWQx+XHuLOqFgvoBweT6e9Y0oOTPkKNJzdkdl4CsnvNI1+SNcyQeSyj/vusG+1DUZnMYRlKnHHygfj1rs/gDvuoPEInk37lt+DzjIkq/4n8Mra6m7qp2yHICiupQa0PoMBT5LRkzzSOzvJD80uzPXYMH8+taFpoSE7yoJ7s3J/Oumh0WUNjy1jGfvSHFbllp2l2oD3bvdv/wA80OxPxPU/hVOPc+hp8kFdL/M4u7tYbIrcRgnCkYP88119zIz6PdBj0ghkB+jYP6Yqt4nmW+02ZRFDEscZ2JGgAXH60tjMLvw+/HJs5V+pUK1Z9TPE2UoVLdfyMaWXMXy449KgD7VPHPao1kDRcdxxVdrnYCppo7ZPSxJKAQx5wazHuTbSF4QMjuRmp5r1JFEagu3QhaxNb+1R2TSK3k/MMevNPmS0Z51fE06ek38jYtfFbafCnl24kvCSJJpW4xvLrjHOQxBznsBXofxGsbjT2W7tV4cAHC5ryTU9K0+10S21XT9Tvrjdd/Zt11EsazkKGZ4gOdqnCnd6j3A+n9c0uPVdKaF1ydvFW7tHlVZ05zvBWPm50v7uQM7bcd2+Y/l0qxFozTlWmZ5SP75yB9OwruJtDS0lKzGOLBxmQ8/lS29vp6yfvGaYjsvyiqaS3PVw6hbmSMjStAaWVY7e3M0pGNqrnFOsYZNP8UJbyR+UDuO38q646qyWpt7ZUtoT1WIYz9T1NcjrFx5Wp2FynBV2X9KiVuh0yvUhJNFvWXMf2BzncbfYfqrEVjStukHPBrY8SOGs7SRTkCeZM/XDCuemlBTdnGKXUMLUvRT9fzJnLNwcciqN3IACABnpmovtcjOPKRnP04pksU0gbzpQgJ6LzSlUjHdnJicZRo/HIoNfyWNyk8cg8yNtyhhkZ6dO9dN4VstS8SabqsrySP5LxMBJnG0lyQB6Zrl9DtrG+8W/2df3k9rFK+xJ0liQR9yWMnGMZ4HJOBXqPwdjuP7R8X2Fw1xut5oogtyB5i4Mg+YDjPAzjj0pqV9tjzK2LVa3LHR9eplDwqXJnumBBOeSFQfTtWjZ6XYRyKpl3L0xGP6mm+ILa4tNUkSeR3GcruOeKhs7gJgetWpp7I9ChTtC6Z3WmyWunQ7bSBI2YYZ+rH8a5nx3O0umxXAA3QXCPkfX/wCvU8V3tXO/pgVkeJpTcaPdIDx5eR9RRJ3RpSpvnux+qOJdIWdQRiWNv++kK/zWsOWUbN+7GKtRXHn+GZSSTut1kHsUk/wasxZwkkZwCA4Jz3FRc0w0uWm12bI/t0kkmIVMh6cdPzqtLDJKP38oA/up/jWtfSKLqQKFC5wABgVnyHNcdTESvZHyuKzytVbVJcv5lNfLtv8AUxLH6sOp/GqtzOWG1enrUOu3EkVkzxOUYMBkVH4g0HV/D+g6Vf3k9ws96ZPNhKECAAIUDHH3iGzjt9QadOMpq9zhhTqV05t39T6m1WFJrCRZFyMV4Bq0awapNHGMKGNFFdc/iPq8v/iMhids9atQyNuPPSiipPdQjSMFPNVJWO5GzzuxRRQaz/hy9GUdYdjrROeWtYSfc7RTbFQ/2zdziNSP++qKKb2Z85i/9wfp+ppafZQyjc6kkAnrXG3OsXWkeIJr+08tZYpG2qy5X5lKnI78MaKKMOtDxMAlZs9Q/Z06eIhngfZgP/IlemeNMx6W0iEq46MOtFFXVdloenT/AIq9TzJZXchmYsQe5rQDtsFFFZI95lC+YvbS7u6mmeFWLWEAJ4KzLj28v/61FFHUwx/8Ff10MCEnyV5/hq5Jplu+nRXTb2d+oLcflRRUT+E582nKFBuLsVXRYlCoAq+grE14f8SxyecSL/OiiuKm7zR8fBt1E2Zmt+J311LaGXStOtjAqRxSWySKUjXogBcqBzk4HJ5r7AX/AFQ+lFFetHqevDdnk/jaBIta3rnLDnmsWJiCPpRRWMT6DC/wYlssTGfpXP64SFtz3EwooqmdcPhZe1cn+ycdlvI8fjFzWNA5W7tyMf6wZyOtFFM4cP8AwH8/yLd9xdSYAHPYVmTdKKK8yfxHwr1OZk1xtJ1C8jOn6ffRTSBjHeweYAyjggggjqcjOD3Br1n4DX1zql/4pv7yQyXNxJBLI+MZY+Z27fSiivSpbI9ijtE6j4h20QiimC4fdjNcFbu3Bz3ooqUe7gv4XzNNJG2Dmq+oEtZy5OcoQaKKvod1P4jO0QlvDRVuQbecfkgP9KydxMWSfeiikc+G+KfqXLpj5vXqAT+VVJCeaKK86fxH59L42Yevf8g9v99axb7xDqmpabb6ZeXk01vbyPKgkkZiWbGcknnG3j0yfWiiuuh8J6WE+A//2Q==", 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", "info": {"video_id": "175132", "label": "plugging cable into telephone", "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": "6693cfe24838c7f3daf497b13c871fd148765c2edea64d0dd0d13509c4a7dccc"} +{"episode": 55060, "episode_seed": 3488600151, "split": "train", "timestamp": "2025-10-13T03:27:21.569533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3488600151, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glue bottle and print cartridge away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "36288", "label": "moving glue bottle and print cartridge away from each other", "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": "36288", "label": "moving glue bottle and print cartridge away from each other", "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": "4cdf42d1a8acf8e3aa11fa7070dc958a1d6cc0f41659302f8877f19c54f83c22"} +{"episode": 55061, "episode_seed": 2260869896, "split": "train", "timestamp": "2025-10-13T03:27:22.718036", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2260869896, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gas lighter next to toy truck'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "838", "label": "holding gas lighter next to toy truck", "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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/w/ok2s6itrGSIdwMzjoq/wCNdBrkllYXt/Z2AC2vlrEYjGSGI4MgP49fanFX0FUq22W5d+HkqS6/aWvlIMQThnz8zbhuA/DB/SvVTYQjj/2avMfhdYRXni2OC8t1kSOB5FyeCRjB4+teszWkdrcbfLRky4J8vZtIPAA7j8a4K1OdWraDtp/mZ1MRHDXTi2u/RetzFuNGtJGLNuyRg4kxXlfxAiS08STBeTcwK+Q2fbofQgn8a9m2tIY0eMADJIhGWJ6gfNwfTFePfE3Sl0vxnNJGipDcRpNGgGME8EAduR+tOlRlRqWk9yaWMhi7xS0XW6ZwIJQkFeOQRUMgGAQc+oq25WQMrDod1V3VcdTkdP8ACus1aQ63tZJbaWcR7o4cbznpk4HFAG1T3wcCrtirDQNQCqSDPACR6Yf+tQcAGRcbTxtI70xw1QsSAxcAZY44709FEUgA3YBwWHY1EI2LB885HNdPomjSG3j1u4t457dZsfZmUkzjocYI47/hQld2KdRRjd9DPtp4pL2Jb1Wa3jZmZVHYjHAHvjivZvDFp9p8K6XJkoRbqpU4OCCR1rxq4CDUJmWIpGHK7Ovl88A4r3TwtpRi8G6VPFcTETR+ZteUKEDAnaoAyeffvXPilKyjHe5DnClapbR9EJdaSZ4Wj8wruHXbXO+JdKmi8MagPtLHCK+VQZCr1x+HeuyBXETbbgh1JILY2n35rnfGNpPN4K1K4triRZ4ow7RI55jPDKwPtnkHtXMqFaDU5WIWPpVLU0nr6fjZ6HhmoTebOH3ZDAFsZwW79apsA4+Uc4yRmrkmxVVGH3Tk/Sqske1jkjHoe3uK9E05OVWKw+9jJ/wqzJDJA+2RXV1PKOMGq7qVYc9+vrmt3X9r6/fICQFfy0+igAfyoJjvYzFAMoUZ44yDzUzR87s4C8dP0qM5JwFAfuR61PbRTTyLbIrO8kgVMdcmg2utUye1ufIiyAGUMCVYdMe3eu08Asj6zaRieV5Xt54yhJKRrwVx6Dj+dYl7pcGl2tzZXMZbUQ6ETIWKBWH3emMgg8981tfDS1a98V26QziGWON3JZN3AGCMeuDxUVtKbv2M/dl766PU9NOnyDqVrMudHujM7o8OHUDDZrpHimjnEMssiM27bujALYPoAcVA373YscjlmBJLAIAB15I64rz3QxEt1+KEsfQS5le3o/8AI8a8cK0Gv3scjR4kRZI1HBHHHXr1I/CuI+Vyd3U55rt/iJHdQ+M7iC7k8xIY0ET7AuYzyCccZySPwrjZEVgxQjO7J47V3023BNjUVbmjsU5FKsDyCeRU9rZy3UcrxpvES73G4AhfXHf8KjdDjtgdQDWtofGj63gZkEEYGBzjeM/0rQh6MzFG3d3UcgH3qeFRsZuAfbrTQBjeOijDA96NjON2fyoNk+XUkCeU/RjjqR/DWhDcK9xDHcAvbiRZCoAAZRwf0rT0jRi2kTa3cSBHjkVLVTjEsgPGc9sjH51V1WR59XnmkjQPu+dIzuAyBTs7XIbjKXs0eqeB7aO68Kw+WGjSOaVVB54Lbh9OCOK3ptL8xGUuRnrxWd8PtMjfwTHeRzyAyztlXmKxphtpIA5ycZ61uhVCqTHMW3lWG/HTvyTXnOjVqTbg9LmbxtOj7sk9OuiX3to5q/0N00u8hS4kYvbsi/KMg9ePf/GvEL+USCMqzEBdpJBB46Z/CvoPVNPkv9F1FYJJIbsQSNAI3YMGX3HBB46+tfPTYWLYy4JwcegrfDwlTvCRUK0MSvaRuv6/IqHDgDhScj0zUBBDdCDmrcqc7geG5AIyDVaRcfdbPcGukJI7trGDU2htpS8syusMNxGBvQZwqSqe/PBrm7+za11K5tmZW8iRojIOjFTjiuz062OkX1te3x8m4lhaZAImkCP91C+Oc9SR7CsmXw3aywPJF4gs55RkhdrhncnoMjk802ZUqiV4yeh0fw/tTDotxddPMYsOOoHA/lS3Z1O88S2s0FjGIoUDIrMANoYct6etdX4b0b7HpMUTjCooGPwqprNi2om8a3WZgLcwLHAQGY/X05qaU3GV0ErPcyvhXKZfGk8khVXYsioo453Hj24/QV7Zeac14saklVVsnHXHtXz7o66z4GF1qMlmIp41jeJpACrfNtYcH0aupX483oGJNDgJx/DcED+VctWhUlU56fQxxLhUbjPZnp76GikNG8m5SCCTmvNfjPpG7TLHUVUebHIYCT/dbn+Y/Wm618ZtStbLTpbfTbVWvLXz23uzbDvdQBjGeFz+Nee6/wCONd8W2zRX0ifZ45FZI4I9oVuec9Tx71lCjXc1Ob27kYanTpzSpq1+xyT4IxjkU2WP5d4IOewqZxhC5bc5I7dKh2q5J+7646V3nocvQ2PDKs32uHak0cyhJLfdgyLydyE/xKRkDvUmo6Mtrp731tL51kZvKDMpVwxGQCD3+lP0LTDf2ZSEGRXLPMScJCI8HcfwJroLyxn1fSNPt7K9sXRN1xcGS6VWaZx0IPoMAfjVdDKM3Gpa+jOQ06y+16jbWzZxK4BA647/AE4zXoviPTrSPSEWS4e2itFzDEhCgtxj9BWN4d8NXmn+IwLpEaRI9y7JA4+Y9cg+grtNb0e3k02ee6RXk2bUBGepHAFSp8s0+w52ex5rqMUMPkXVtciSS5DiVP7hzxk/rX0Z4ThVvCmnRlVYRRhR0IBHH6dK8C8T2lwJ4YY9J+zQQxbgEXmTIHJx06HAr0jRvippXhqFtJvrG5YQ4aOWEBtwYBuQSMHmssZB1XeHcipJxhBM7b+xZ3LMXVAScKRnjNJJpTS6bdWE+GjnRo8+oYYrHtfi/wCHdQlkit4L3dHBJOd0IA2opY/xdcCuZ1T46WaofsOjzyNjjz5FQfpmuOqsVVXI1oebSwlClPnhueM6lamyvprWVWUwyNGSe5HB/lVHaXVgMnAGPpWrrF3LqmrXdy6pvmmeQ4yNuTkj6VmMQjFQSCpxu9a9CN7K+57O/vdCuwIbB4wcHuK7DUtMOoyJMWSK+AUOjHatyBwJEbpyMZHrXM21nLdXaQqy73JAzwOmf6V3Ph62kudQt5zG72ZY3CRbQNxjAyIwemW2jPfn0q0ZVG4O6OMubeW3vZLeRGjnjYq6EcgjrXX+A9MjluZtSl+Y2/EeeQDjk/ris3UdA8Q3FxcX1xpV0rTSPLKRGe5JrtvBtg1t4fWEKfMkG5zjueamTsaTd1c53VdN87XJLGXVSRcHzZN+NqOT/Litr4R5k8WiRlBKQtGX9z/+oVBrOi29hevP9lW4mjtvNKAE+YQeS2fzz7VT+H+rw6Bqc+p3gkaO3CSSKg5YElcge2RTxDVSlaPaxlflhLzPeNRsS+z7PF87uS3XHP8AKqLaXdIwaSON0yMp1yKiT4qeCnXP9qhDjo8Lg/ypmo/E/wAK2Nvbyvdu63MRlh8uBjuXcVz0GOVPX0rz1UxMI8iX4M8ytg6VWr7aT1069jzv4z6XsuNP1UA7WQ27hfUHcp/In8q8hb5clW5OQa9R8f8AxGsPFWmLY6daTIsUyyGWfC7uCMADOK8wZAFMjKQvTGetdGFjONNRmtT1qfvQViGVSCTg49a2PC5ZbqdkWNnKiPypW2rMrcMhPYkcg+orKYu4wpDAevUVsaFYXM7i3it3mN9mJArAbsHnPoAe9dC3CotNCze6HHFa3l5ZuzwW+3z45lKyREnGD2PPpWRaWrT3EMXP71wg9a7U2j3vh4adZ39i0j3G64MlyEISP5UUA9up/Kq+jeGbuy8RW7XPlP8AKZE8qVZAew6H60S0VwhU5oe89To9eg0200BYLmH91HF+6iXON2ODx6Vw05tEsrS4tlkFwGIlyCFK4G3Fes39grWcs05KlYWVdp9RXnniHTNR3WkUdu3kiESeVEhO1jgHdgdTgcVUJ+44Cp6TTR7N8NIyPBNrC21tvXHI5Ab+tbU2jSzXEsm8RqWyoAzXmHhn4j2/gywtrG60+WeKa3SbMbAOjY2kEHt8tdVp3xl0bVdTtLCHT71ZbmQRqWCYUn15rznTrU5SnT63ODEUqVf3ane9jpYNPktC4Lb0YDt3r5n8X6UNF8TahYhCI45jsJ7qeR+hr0/UvjtEEP2LRXJ7GecAfkoryzxFrV14i1iXUblY1luAhKKCFX5R0qqFOsqjnUW5vg4Qpr2cNjEC7yVXng4qB1YEg9R6GrEgWNimOgzuB6GkWEyyopkHzMACenPc12HZy9Op1el3134cDahZzXFyfOWOJHkPlqGyWyufvHH65rs/DCajrMUtzqTIIXuTOihe+MD6ADP1rmtF0mXVbyS1khVIoJMTSo2Q7cfKMccAcn3r0qJI7K3SFMKqjn6UpTeyORQinzFmS8FvHHbRIWeVtkYJ6n/CvM76e4XVblZ7eGSVpSsQyys5ztH3SM4Pal1bxmf7ehktkDxwykl2BIUD5eMdxnP1xU9jpJGqPpUVxA6tA16moOpOwEb8kZ9B19acY6XInNKS5tjW/szSr/UIvDV0r2d+9rtuZV6NIQrqVBOOqnjvWLJ8M7w3DRx6iu1T1ktZAf0yP1rObxJBLqd5eXNnFdQXM3zpcu3K7fl5HKn5QRjp0rcjsIBPK1vpN5HDIo2STahIExwfl6HHvk8VahNu8Hb5HHWqLD259Q1fwXbPFYfbtVeBLWyjgwIQpcrkkguwx9707VVjbQtDsVh063tb8zSfvWunMgLqPuhlG0HDfr1pzlY9PeJ9N0NGkwzi5n80rg/xMz5PGDxjrVTS5rGTQr60htEMn9oJLAEzuVTkH5eu3gfgRmo9lKO8rjoV/ay0VrdS7Dpem6pBcSx6JpxWJwshi1B0OSM8ZGPXj2rPfQdLuFQWmj3UjSp5iiPUY2DKDgkeuDSwi2hstWtiu5/sXnrJDIAPNWTIYdgQO3pxWZ4esk1TxK1j/as9oDDN5Lwpnc+wvgDouSuSfb3q9Op181S7tIWaxn0t/wDiUXN/aFmIlS4RQrYGD04bAJz9a0j4ggma109dIiuZbW7CSXTwKHmA64AGASeO/FcxpV/M0T3F680lskiyEqT+7Zjnj3JA/KvQvCmjSGd9SuVZd53qjj5hkcsfc1LnZFcnNrLc6LQNNSyL3L20NuZ3LtHH0UnsPYVU8Xaw9rHHJbKz7XAZkONvGTzjrirWr6pFp9kZXkCddpPYAcmuHj1W51fRknhZltdPleW6h80b3D8A49OcY+tRFOTuOcuVaGzo+pyzS3C3ep6ja2cMeZp/MXCyEgKOFxyMdayNb8H6jdx2+r2c1vLBdwxnDzBGDBQpHPB6Z60+9m/s3wulsF8qw1R4pYk3BmdFOJAw/hHCiprbVof7JK2msappwibDwCNJ4i2SCUBO5c4yQeOta2m7cu5zVLR997FHQ/C2s2bag9xDDEZdPnhi3XEfLuAo6E46nmq9r8P7ozh9Rv7eKFPnYQ5kJA7bsBRn610Tard74oxf61NG6ZxDDBFvCrlvn5I/yBWNqH2f+3LK8ZNViRbyP5LiYyLIBydgPPH1PWocK2rbSMIYqnKSjHqSXOleHtRmYxW+sQkycNGiSqdx4Ax056c1Qu/CGnRly+oXttjki609xj8RxVjVNOtrO+vVs3kW1tJpGWRR0I6Aj655NR+LNQvotSluLbU5SPJjdWDFSvmrkpjoVzkjHTNUrHf7SpormUdChiuhNba3aiWBgwE6PD06Y3DmtO01Y+csniW3tZrG1xDGsaESEMThUwQABjr7e9O16V7TwxYX9hrd/eRpc/ZlF5CipcbY8u8Q5bap+U7ueRz1Az1aO5t1s4z5s7yKyQMvIxjHPYfMxx7UJ22B81Re8dDp09hq7XdpYQ30Mkk/yMLhzthGM7snnd0A+vNei2UEVnp4VU27R0PasTQNOXSrHe6J58mC5C43H/CqGt+I4LLU7S2mdmR5sSKoyW9vpnAJrJvmehaSitDNuvEROpXTxz7FQ7WLWolVwBwOoyM9qt6hpl3r2mRw209tJd3dqZBbrCkToQUfaxHHIBxmsRba8utSkgu7eVtWVnmW0iiGJF3bgPQjgmrL6zbyeMrzUxfGzm3+VDPBAZVQKv8AEn8QOGBx7EdK1s7WW/Q55Xkrp+py03hvX45dh0e9LDrtiLD8xkVraz4b1y6tdGjh0+QCDTkSRpGVAjF3Yg7iORuFdGNUvYr24Daposr4yBFYyljkjqo+vTJ/nVS51lLjT3lfWJ43YARPZaaI125xxvO5unqMYokq0mtFoc31mku/3MyrLwpZ6fprSa3elHnZWjNpGZgqjIOTwO/b061Vl8L6c6Ew68gUNgedaSIFPUAnnBq9Bai60e7uLnU5bi9tL/YGkzueNxjH4bTxnHBqxp1/f2el6vs1HbIsK3RWd8HAbYUJPTIPX1xSV9pbnZCrNQvF6HNTeGUgRiNc0kg8Z84gj8MVNBbavpFoLSK6jidpBNBLBMrFumV47Hg/hV/w1cyaj4pi0vV9TuYYpF8oS74V8v8Ai/eGQYIABx3JxWRKZINX1eymtpVFrNJ5nmxqrqgbbl9vAIz2OMmnp0NOecvdlsbD6+I9NfSX0+G/vMRv9rkgUEFsEhQB27epzXf6Jp6wzSX72kNqZsFo0AGABgDjv6+9c14Z0lr68GqzJIkbAGJZeWIHAJ/DAFdRqupw6fZPK7qiqQqbj39aiU7uwRgoaoi8XXzjTZPsqtKUIBCEjBJwOR3rn9F1Oaa6SKS61KKyjiaa4dLnIijxwRgdc+tZFhql3r1lfWdpM0TrcfbXDy4MsajkKO2MZPrmrP2trDwtd6har9mtdSRrbG8NIZQQTxjptJyff1q4xa1Mpvmbi9+hNq3hSbXbGPWdN1GGaNWkgY3DkF8OSrbgMchvaqnhzwnq2n+ILK/uTaLDC7SZFwrEkI2MAc9cVJpupWQs54La61TTJI15azlUpIONuYyc7ucZBxgCr63969vbiK98QzI5CEq8UfJJ5Y4JAx3H86JQquLStZ/qclSvCk+WW5gQ/Dy5LJ/aGpQRRkfMYEZ8DucsFUfnV66tPDlxvhGnagRCgUzwXCNkKApO09D096q+JILeeH7RJp1/bFQgWSa6Zwz5Hy4YcnGckHt0q3rdhY3OsTCzSQQyiKeZRjehZdzfXOR9OaTjKL953N8NW9p70NCC68G6cr/PHrdtkfLvtVlBAHYqeaxrnw5p2fl1SeJQuVkubJ44yPqM1d8RXsosdGvLe9mDPbrITgjY6MUBQ9M4ABHtS6/pviTwz4W0ie4vrwPfSSmS3KkCA5R0DE/xMHJx24HUHDdjdVKr6noWg2cFpYxRwIFVV4FWbxPPmht2JCTSrG+04O0nnFFFc0dy5bHlOp2sVnfWsUQ+Q3E6HPOR5rLz+GK7KWzhj+G1leKGFzMq2ry55MRdsr9O30oortW7OCp8KOHeJGtYiVGS0mT6/L/StoWdtJqd8GgQpGh2R4+VcccD3xRRU9DWGs38ynrdhb22o4iXaUjHI4JJZQT+pqjpF5PYaraajA5FwjqcnofnKkH2I4NFFJG0m9vL9DR1tjb6drttF8sTaogIx2HmEfyFcjperXOjarHfWuzzoy2N65HzKVOR9GNFFKRNH4TZ8F2kV5qcazAsiAPs7FhwCfXGa9kQBLUBeOKKK55/EdC2OG8Wp9ovbYSliiGQBM8cRFgfzrI8HQrdailrJkRXVrNHKB3CjcP1Aoorpp7I4qz0ZZ19PtHiqPTpGZre0KW0K/3UAz+eSSaz9KaWz0fUdRtp5IrhBFypGG3O4OQR7Ciir6kRSlBJ7f8ABZoXUl19lLG/vSfL3f69hyMdgcd/0Fcu9zNPETLI0jrHkO7Et27miis22dlOnCOsUludRJIbjwhpNzIB5zX8kErgYMq8ffP8R5xXP+L5nTxLqECMVhhnMMUYJwiLwqj0AooqpbGcP4j+Y7W/EzeILe3hm0nTbU26LHFJapIhSNeiAFyoXkk4GSec11ngS3S8e41O4/eXc0pVnbsBxgelFFYT+E2j8R2l7K0asV/gQkfUCvHrkG6kinnZpJJmm3Fj0weAKKKdLYio9Tr7e8mgsU1dXzeLoxVZDzjkxgj321xUiBYlVSwDOx4PTavGKKK6HuclBvX+uhuR65ercyQRmCMxRMwlWBN7EAdSRUV5rGpwX4gS/lCEN90KuMemAMUUUpt3DD0KUtXFfd5knhU+d4qtNNmHmWdxODJExOMhWIb1znv71NKXXw/r1/5jm4jnSyVmOf3Ls2Vx+A5oopR2OmrpUSXl+ZzWl+IZtNlnWSw0+/jmZXKXsG8BlzggggjqcjOD3BrS0S4m1/xJNJqMpma7kM8/AG9gcgcfw89OnA9KKKylsadT16FRFa4QYrjfFMQu/KjlLGOOaDCA8He5Bz+QooqKe6Crsc14Y58RWQ6B7zyWx3R8hh+RNavjC3W01C20eNnNlaxKY0Y55kOWJ9+BRRXSvhOBv94vl+RnafD5F/qk8MksU1tFO0bo5BG1kA+vBNXUEt1bwNPd3cjSoS5M7cnaW9cdvyoopSehvThGTu1rdHMPI5fY7F92Ruc5I69D+FbunzPceAtS8zBe2uIGikA+cbgQRnrjjpRRUxNaqtDQyfGUpTUoIYgIoo7a32InCgsgZiB6knJqrd+ItV1TS7bSr28mntrZ3lTzJGZiXAzkk8428emT60UUpbjj8CP/2Q==", 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", "info": {"video_id": "838", "label": "holding gas lighter next to toy truck", "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": "0cb62434fc9296a849efdbe5bc1dca7c6cda301874250c3fc3935ee4295c0ae0"} +{"episode": 55062, "episode_seed": 653425917, "split": "train", "timestamp": "2025-10-13T03:27:26.232270", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 653425917, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 brick behind bucket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "215526", "label": "pretending to put a brick behind bucket", "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": "215526", "label": "pretending to put a brick behind bucket", "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": "915acb22606c26ce622c0713152c4bb009363230cdd80160c998e520b0eb6486"} +{"episode": 55063, "episode_seed": 2912570126, "split": "train", "timestamp": "2025-10-13T03:27:27.516650", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2912570126, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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U/tMDoZWkMbjBY5OD/k16xaOXhUn0rwIXpYr2bO+fvU+ZFivnT46aYth4gs5ETbDcK8i4HGflyPzr6LrxH9oaBpotA2k7szgKO5Jjr0ZRTab6GVJu7S6/8OeW+C4w2oXTgHKRYOfdlr0iwPA/65j+Zrz7w8/9hyXzajHJCZAhUlCcjd147Y5zXfWTgRQOPuyRqAffqPzya563xGiNZOlecfEiAQ6xZ3KqP3sJB+qn/wCvXoiNXFfEhYzb6dJuXzA7rjIztI649Mis6TtNDexx9oJI7lXLna4GK7LQ9JhEjXbqm6QgAso4A471wsF0G2cYwMVrTq88sUplYkcKATxj0Fevhopzcn0RzYptxUIvdnrWiwQwMY4QoBYuQvTnrxXpmhkiDGeK+ebXUUtniKtLHIpGG5GTXvPh26863jdTlXUMPxFeRmS9lUVVdTbDq9NxfQ6asXxVpo1LQLhAm6WJfMj45yO35VtDpRXXKKnCz6mcZOMk0fENtrD2wuFQHFwhR8nkD2NdF4X1uFL2COaYR8kF5D/DjgZ+tcWIyelbuiaPLqMbhbZnIP3hxj8azqxi1qdLj1PXLaVXLuhBVm4KnIOAK898beLZ57qXS7GYpbR/LK6cGRu4z/dHT3rSt7SfwpoGoXjXO4tEPKjyTtY8D27ivNWJJyTk+pqKVNN3IkyeCQFQO4PFbNrIu5t8m3dj8a50Eg5Fa2lTgT5MW8gYHPOT6V20viRnP4TtIZ4mtwBC/HHXFb/hi8g03XYbh5CiN8kv4+v44rnVF6LOOVEhwwzt54qa1LSsC4KM2AQe1b1oKcHFmNJ8sro+mtOffaqR+dWSxEqrtYggncOgxXNaDqUqwrAE3qMY/KtS6kvWvI/JtWZFGSd+F5B6/iK8TC1YKmqet1/mddWm+a/RnkH7RcwiXw6Dn5vtHQ+nl146uvPNeQzTZGxFQhTwVHtXrf7R6s3/AAjef+nj/wBp14fbwM86LtLAsBjFdbtKOqsEY3ietaDqcF7pUKpPG8u7Hlg/MvzccfSruva7HoekSXbYMp+SFD/E56fgOprirPwjczyK6ZszjcGZv6df5VS8e37T6xHZhyUtYgD7ueSfyxWEaacklsD0Rz99qt3qV+13eTNLKx6noB6Adh7VLA2VdQQAeazDUkUrIc9a7LW0RFzsdJuF37ooi5PBJ6fhW2HDs3mRhV6HbWFohuLgxxhljTGN4HJrTZLqOfZJIsqHjgYI9/eu+3u2OX7R7F8M9RilsRYhiZID0PPyk8Yr0rmvD/h7MbW/uJkY7giKPzz/AEr2CK+nms3kWAswXIAOM14V6dHETi762O2UZTgpIuhi9vvKspKk7W6jiviWHVnt2ulQcTqUfJ5xnsa+zbH7WLaRZ4jGQDgs2Sev/wBaviJoyZGx6n+ddMZKSs0KEdWjsfC+uwRXkMc8wiXcctJ0xjgZ+tej2sySl5I2VkZsBlOQcDFeSaHo02oxOFti5B+9nAH411UdlL4U8PahefadzSRARoP4GPA5/H9KxlBX0KtYyfG3iye8u5dNspitnGdkhTjzWHXn+77e1clA+VA7g8VXY0gYqciumMVFWRnc6iwVZCQzhQSCRnrXRrb2RiARoD7cVx+jzWuS91gFSNrNyK66J4ZLJZYgTGeQ2OCK76SvBHNVdpb2N/wbcDSteiUtsgl+Qg9Bnp+uK9/05t9qpH0r5lhYliFz/s89/avfNA1Ob7PHEF3ggdfpXkY2MaVeNV+Z2U0503E6ckiVV2kggnd2GK8O/aLmES+HVOcN9oPB9PLr2C6N895EYrbKKM5L4GSD2/KvGv2jlY/8I3k/8/P/ALTrSFRPZPUiMWpI8iXXnlvIZ5sjy1VCFPBUe1ei6Bqtve6VDGlxG8xbHlg4ZfmyOPpXk1tA7zxqFLAsOMV2dp4QuJ3Vx/oZxuBJ5/L/APVUTjG5py21Oz8Q68mhaPJdcGZvkhQ93Pr7Dqa8cvNTutQvmu7uZpZWPJb+QHYe1dB48v2n1lLMOTHaRBf+BHkn+Vcma0pQsrkN6mpbtlHAxjrXTaXPEkpZi0rEYwv8NcTFMyH1rq9IudqRQ21sXmbqCePrmu2h1MauqOhZopmKlCgPUtg1638N9Sjn09LPeTNAdpBP8JPH4dq8aluJBOFkiZAeN23gH3ruvh7M1rfzyq3zBFAA+tc2Z0lOi2+heFbTt3PcuabGxeNWKspIztbqKoxXtxPZvIsG5wuQAcZNO05btYWWePy+eCW3E8n/AOtXPCvGa5opscqbjoz4ugQA5IzXoXhm3B0pG3MuWb7pxkHtXnkJ6fWvTPD42aJbHGNy5rOpud0/hMf4g3mzTbazU8yybiPZf/rkV50a6TxtdG58QOgYlYEVOvAPU4/MVzfSuukrQRxy3Ere8M6Vd6pdOLV4k2YLFz/KsiG2eZCwHArX0HV7rQbp3ghjl8wAFWJHSt6U4xqJy2MK3M4NQ3PQrbw3qEenyLPOjuGymDxjA4/PNZ0TiNiJBho35XPemxfFIhBFcaVjtlJf8RVF75btp7gDbvfKrnOMmu2rOlNe4cuHjXi/3h9LeG7VfsMdzjh1BX8q4zXfiz/YXi280ySyE9pA6qHU7HBA+cc5BGenSrnwl8VTa9pN5p10U87TnVIyowWiI4z6kEEZ+leXeJrC08RfFTU7Vry4sg8s4GEDlpETIUdlB2kkn09TXjU6Spxst2enfmk+Yk+MXi7SvF0ehPpxl3Qed5qSptK7tmPY9DXEeH4w+q26gDhufpWGJ5JtpkctxkZ7V0XhRd+sR8ZwCfyqK1+p000lDQ9CiRYIyS7EYxljnAHavGtTuzfaldXR/wCWsrMPpnj9MV6h4kuzaeHrxwxVmj2KVODluP615IRg1eHWjZyzG0o64pVUu4UdTVh7R48bu4rdtIg9G0bwbI8MEg1J85ViNmAR1xwavazpZ011lB3RswGO4rkNP8b65psSKvkSIowN8fP5g1fl8bXOvQiC4tooirAlkYnP4GvS+sUZQ5VueaqOIVTmb0PSPhvGl3q11AnJ2q36mvSfGGut4T8KTX8Co0yMqRK65VmJ74I4wDzXgOh+Kbnwtq6ajaFSoZElVhkMhPzD8q9g+L91AfAAJ3tHcXEXlvGcY4LA/jXk1KSVWVRnpxbcYxKOkfGfSLpGTU7We1c5w0f7xf6GvnCJV8wnGck10WuaXYWXh6DVNN1S+mBujak3MKxrcEJud4hnO1ThTu9R7gc3EeR65qZ3sdNFRTdj0Twzbq2koxLLlj904yD2PtWd8QrzZYWtmp5lkLkey9P1P6Vs+H18vRLY4xuXdXC+NLk3PiGRQSUgRY+vAPU/zrGgryIq7s5w0lKangtXmQsOgrtbsYGr4egmkkZls5Jo+QWC5AP+NdZLbQpboXtWjz0LIVzWf4L1yz0dZLe7LrvfcrKuR074rurrxX4bu7Uo+o2+MEFZM/yIr0aCpSpr3tTzq1arGrZRujkVCwwN5eVAHAJzivorwhAr6HaXfUSQqQfwFfM6XSzJIyMSgY7fpnivYvhB4qur24uPD11IjRW9sstrkfMBuwwz3HIPtXn4qkqko32R6EJNRdiXXvizJoPi+901rNbizgdUBB2OCB8wzyCM9OlcB8X/ABhpnjCPQmsFmV7fzvNSVQNu7ZjBB56Gl8RQaVrnxYvrS/ubqyinu3iMqzRRrGwxlmMnGMA8DknA715zqsEtnrV5YyC4Q207xBLgASLhiPmA4z64OPSsbtq9zopxjzLTU0fD8avqtuuOjZPuK9HiRYIyS7EAdWOcAdq898KDfrMYxkAE/TFdZ4muzaeHbxwxDMnlqVODluK5bXlY0rHl+pXZvtRubon/AFsjMPpnj9Kp04jFCqXcKOprv2OQQda7vQtI1pYo5Y7AYJBXLDJHHNca9m0fXuPWvQtG8e2lhZwpdWU5KqF3IQQSPxrpwk6ak+dnLinU5V7NXLeqWV1ZOHnACE43L0rrfhtElzq9xCMF9it+Ga43VvG+m61ZtBawzrJuB/eKAAM/Wo9F8T3fhbUV1Oy2l0ADq4yrKTyPyoxsYVINQY8I6itzqzPoDxlrreFPCc1/bqpnVlSIMu5SxPfkcYBrktG+NWl3AK6pZzWzE8PEfMX8uD/Or3xZv7eb4dxy4dobuaExuhxgEFgfyrwXxH4Y1Tw1oGk395JOs98ZPNhMZAt8BCgY/wB5lbOO3TqDXCo8vux6HZFRavI5qPpXqmnALploo6eUn8hRRXLW6HVPY4cN9ovrppQGLytnI965/VYI7e+eOIYXAOPTNFFdsNjmmQ280iOqKxCk5xU0krCQMMA+1FFKW4lsQyMX3Mx5zW5pc7yQqWIoorWluTI9Y+B0rDxfrUY+61mrH6hx/ia5LxzqM+ifE3Xb602edDcuyb1yMsm08fRjRRWE/iLhu/Q87i4OPTFdd4MA/tOY9xCcfmKKKyrbHRD4DV8XSsLO1jB+Vpsn8BxXL6lbRSae8pQeYgyGHWiirw/wmE9jm1YqQQcEHrV1Jnkg+c7iT1NFFay2IjuRea/l7c8Z6U62laG7AQ8E4OaKKIgzfmcmwkB9BXuHxCcz/A7S5pOX8uyf8dlFFOvuEN0eIeKfFD64tvBLpOm2xgjRI5LZJFZEAOEALlQvOTgcnmsSPpRRWU9jopbs9V0wBdMtABx5SfyFcOjfaLu5eUBi8rFsjryaKKxw+7Jluc/qkEdvfMkYwvBx6VDBLIjqqsQpPSiiuxmCJWlYuG4B9qildnyWOTnrRRUIpmvpUzmEAn2r0j4UTOvxMslB4ktZ1b3G3P8AMCiitpfAQt2ZnjnWP7H8feJYjp2n30Mt35pjvYPMAdRkEEEEfeORnB7g159dahdarqVxqF7KZbm5kMsr4xljyeB0HtRRXMvhOiPxI6bwYB/ak59ITj8xWr4ukYWlrHn5WmyfwHH86KK51/ELqbnL6lbRSac8rIPMQZDDrXNqSpBBwR3ooruWxzS3Lizu8Pzndkn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", "info": {"video_id": "194616", "label": "pretending to squeeze bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "194616", "label": "pretending to squeeze bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b8fae0427af7833f8a229e259e6a21067d45d181203cd25adf5f7e16f4ce4df8"} +{"episode": 55064, "episode_seed": 3232671964, "split": "train", "timestamp": "2025-10-13T03:27:29.508540", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3232671964, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a yak 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', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56045", "label": "showing a photo of a yak to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "56045", "label": "showing a photo of a yak to the camera", "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": "05454f419d1e5c828311631d9f0b9dc4f348707906849bf164e8b3b9cc959ac1"} +{"episode": 55065, "episode_seed": 3081414082, "split": "train", "timestamp": "2025-10-13T03:27:30.950087", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3081414082, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy on the edge of toy so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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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QPIHWJ2ICnnOPrnn6VieI9bn1yG0ia2WExOzcPnORiumMlypHN7NqTbKb3QlUHPAH61EQx5wcfWq4DRsM/wAIoSR25zipt2LuTE7Tg8j37V3PgDUxp9nqikszSNCEjXq7fNjjua4RjnGfvD9a9Y+B+mWl/fapdzoHktREIwRwN27n9K0p6STIq6wZ1eneGbqzsptVvzmaTmOM/wAGTXnniWTy9YuE7nBJ/AV7zrLq1uIMEsxB46Ae9eC+MkaDxDMCMEgc/Tj+lFbVGdB+/YyLWDLMxA25796nkbBx6flVJLkhuG4I7UrXAYlnORjG2uSx3NE0DfaLuJBkjzFA9OSK9u8SyW1tE1syh2mZTgDGxV4x+PNeDxzMQcY4OQauv4y1kmKNZYpVhjWMNMpZsAdznmtaUuW6ZjVhzNNFDX5Rb+LdR2cIZOB6cCuMvoSJ5pAXId8kZ4B710l40+o6hPezFA8jbmCDgcY/pWfNBmIKRy53Zq1KzuiZRurGTp8LiYSkcKCOvettGLAHuO/rTIrQJjYalA2nIH1FEnccY8qPrrU4fOsnIbaUG/pkHHtXjXxMgKXVm6/xx/zH/wBavab440+4P/TNv5V5F8TEL6ZY3AxhIwfyJH9RW017rOSm7VEeYeaQR2wcfh3pxuFJyTnHT0qmz/N15C/zpgYoSTkqTyBXHY9C5djkeSRmGcd6Q6nfQHyLO7lhUMWOw8E+uPwFRLL8pVBgdyah2IoyGBP8RprTUHroOu5bnU7hJbq4aWRF2hiAOOtVHDRxsR/EePwrRt4GVCz9WAP61VuYh5UXBz/9enzXItYhSM/3uaHzuLY570rfIw+lPf8AUiqA9g+A5417HT9xj/x+u08WWyyadqiKP4QfzHP864r4DHP9v/WD/wBnrvdd/ef2tGM58hW49hmuiCvE4qztK588SnZg5GMEke1QifaoUnknin6mvk3dzDnhGKfhmqR+dsHr2rltqegnoWXlZyFA4ouJPJjAz83QVAkrjhVGR0OaVmUMGfLHHalYLlR4Y1jJ2jcetI0AARduCTyKtRxCZyQcqgJPuadKm2VAB0yePpT5ibGTw0p5zingjqOtIwwzmmRnJPpV3IJVOJF6YyP519kyANasCARs7/SvjQE719mFfZj/APHs2P7n9K1gYVuh5J8R03aTYTAZIA/nj+teUvIN+QBySf8ACvZfGMH2nwhGynJXen6ZH6ivEnb94ATxtqKy1ReFl7rXmP8AOO/B5Xsc1LGyx5JYFj0qqclSCuR605PlAwhBPHIrGx03EkV2cysO+AKiCGWYN/CDjPqac+7k7yCOuemKtiLZEq9wDn6mh6CM2ZPklOe45/Cqy5EYq7MpML4HzF8VWeMgKueTVRZDANkA+lezfAPr4gH/AF7/APtSvGVQlSK9m+AYx/b/AP2w/wDalaw3Mqnwnq2sxx/ZROygvGw2t6ZIzXivxLiMGutMAcMpGfc4I/nXtWu/8giY5wAVP6ivKfilbeZbQXK90RyfocH+Yq5q8WYU3y1EeXNJgkdhgDFMWT+GQgH19ajzlnB654NGGOMgHHFctj0Lloy/ujHF+ZquV8oYBz/U0rEhSDgAds0QRBrlV5Hfb9KLCuWFgKQNv+93/Kqd1Fh4sZ+6OlacxBicdzn/AAqvNF5lxnOAo6CkmDKJO2WnuMZA6/1p0kPzu2MYNDAbAwPIq7iPra+GdPuR/wBMm/ka8w8bw/avCEJAyQrp+YyP1Ar1WRPMidD/ABKRXnF7Gt14VmiZsNE+Rn1HP9DXX5HnPRp+Z4KXxJnjBHelxxw3AqW9gEF7PA38DkDvx2/Sq4WMNyTiuQ9C5MTjAZh07UJGHljQjknp/jUaj+58q92PpVy1QHDgEDI5Pc5pMadywzAIemcf0qrLHvaJegVeQKn24RiORjihh+9yOQVFQhsz5Yfnbj7oFIVGzdnkVYfd5jgHjvUWhaeus+JH0241CW0R0kMXlx7izqhYL6AcHk+nvWkU3oRJ8quet/AcYbxAPeD/ANnr0K++bXLqJvuyW4H1GMV5h+ztNJOviBpHLcW3Xt/rK9N1hhD4jtmPCyQ4P4Ej+orqholc4qvvXPnrxPCYtWuARjdhj9Rwf1BrH8xWI3HkV2vxDtEg1QzQg7DI2f8AgXzfzzXFsFxyh9655q0mjspu8ExQyAn94eOmKXOBuGRj16mmqQcBEwR3NSQoTJtXlyDlj2qSrli3ASD5gASTx7cU2Y5kL88KanKrt2j3/pTJVwzLg8qcVn1KMx4QsJx1Izk1VMflsD6jpWjKn7g1nX0ckVqWQkMCB/8AWq0yXsP4Mgx3Ir7LAzGAe4xXyFq+mWFpoNrqumapfTg3f2XNzCsa3BChneIddqnCnd6jvkD69T7i/QV0QTRy1JKVjz/UIjc+FruJV3NC27A9j/8Arrwi+tzDeSwAkGNyo9x2/Svf7hza32qWecDczj6Hn+RrxbxJZCPUxKCMOSh/3l/xBFFXWKHh9JNGAqyKcbvbmnEsvDOWI6AUrxqDzIox700MFHyg49e5+lYHSyWOPeQGxkZ+UdvrVmUMWwcn/IpkC+XA3ADn8+lTZGWz0yf5VEhooSKMIe24/jUM3BXjPPSrkyhA5HK5DD8aZIisY26g0ITKWDuzivZPgMMN4g9Mwf8As9eT6BbWWpeKBpepXtxawTPsSWOWKNY+5LGTjGM8DknA716x8DIJbPVvF1lKLhTbzxRBLgASLgyD5gOM9M449K3pxd0zCpJWaPV9ZQyaNdgdRGW/Ln+lef8Ai+y/tPwxA4wdoKH6EY/nivS5YxLE8bdHUqfxrzW7fdo91aOeYX2/Tt/MVuc9tUzwx0DMdx2sOo96aFXoZSBWrrEEUGou2ComHmYA6N/EPzB/OsstH1CsT7iuTZnfe6uKuc5X5cclmq7bouC2MA5wT3461TRXkYLwRnr2H0q8GBVQOy4/SlIaHldqsT0zQVxK+ORT1ZSgDcq3H0yKZuKvGeoIwfrWYyuyuWcds0xoyoIYdelGpztbWkhico28EEdcd6l8QaDq+gaLpOoXk9ws96ZPMhaPAgACFAxx95g2cdunUGtIxb1IlNLQ+tK83vfkuNWhX7iyHA/4F/8AXoorrOJHkWuwRjUY2A5eM7vfDED9AKyHiUZOMketFFcj3O6PwlbedhY89BjtWknEcIznj/GiilLYETQchVPRsZqL7pix6YooqRsUACSXjpzWB/alzo/iE6ha7PPiZtu9cj5lKnj6MaKKun8RnU+E9c/Z0AX/AISNR0H2cD/yJXpfjI7PsEi8OJGGfyoorq+ycr+I8x8cqrtchgD+6ZvxUgivPXAwnyjkUUVjV+I6qHwlYkvJtPCjsKsWfKNITluVHsKKKh7F9SwPvEdvmp8hztz1DYz9RRRWSKKifNBID0HSqOrcafn3WiirW6IezGa34pfX4raGXSdNtTbqkcUlqkilI16IAXKgc5OByea+yk+4v0FFFdcTjkcB4oYxeKG2ceZCN3vxivKvEqBxLuycbGHsen8jRRUS2ZpT3RyrxqOcUkZwVPck0UVidBbP3Qw45xgfSnFiGOO5x+lFFZssjUBgAeQQQfzqqSTEw7CiihbiZnw68+k3V1G2nadfxTOHMd7B5gDJnBBBBHU5GcHuDXs3wDvrnVL7xTf3khkubl4JZXxjLHzM8DoPaiiuuPQ5JdT2uvLdfOzxDqkK8IQWI9+tFFVImG55hryjzDgAYl4/Ec/yrB4aVlI45oorne51x2JbbkM3cdPap8Y5HXp+lFFRIqIjE5Iz0UGpGJYSqegAYfWiioGZmq/Npu4/eypz+NU7zxDquo6bBpt3ezT29tI8qCSRmJZ8ZySecbePTJ9aKK6IbHPPc//Z", "info": {"video_id": "26841", "label": "putting toy on the edge of toy so it is not supported and falls down", "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": "26841", "label": "putting toy on the edge of toy so it is not supported and falls down", "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": "85ae5c577a4a3fd39ebc55076a88a379114150499c763fe2cd259a4af1aa4c5a"} +{"episode": 55066, "episode_seed": 755696482, "split": "train", "timestamp": "2025-10-13T03:27:32.418049", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 755696482, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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"info": {"video_id": "139699", "label": "pouring water out of water bottle", "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": "139699", "label": "pouring water out of water bottle", "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": "562e4b5712e36ec1087b6db3b4fd03acf82a275354340d0ced1ddc464630c772"} +{"episode": 55067, "episode_seed": 3177158899, "split": "train", "timestamp": "2025-10-13T03:27:34.051755", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3177158899, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 large leaved pot plant in front of a room fan'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "181421", "label": "holding a large leaved pot plant in front of a room fan", "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": "181421", "label": "holding a large leaved pot plant in front of a room fan", "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": "61f6542bd672d944010b8843d6bf8bf273d156a1f3b6b44501a62689e6e3c80a"} +{"episode": 55068, "episode_seed": 1474887550, "split": "train", "timestamp": "2025-10-13T03:27:37.293613", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1474887550, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy away from a 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', [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": "172773", "label": "moving a toy away from a toy", "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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yqm126leM0J2O3DV/ZJrucKl0sdq8cYG2UBXDKDx+PSuq8EfLHegdtn9a5qTTZLKbaw3J711nha3S3S6kjc7ZNuVP8OM1OtzKrNyTudKG71ICKqh+1KJPQ0HMZ/iaWNNHnMjmNWAQsoyRk44Fec61dMNUt59GkNultAsUbA7TkZyfxzzXa+MHJ0KRuMK6k5+teYXFxcrJiG3R145JxVKjGb5n9wOo4qyPRNG1KPUfE9jdoGWZoNs44xuC4yP89q9AjcNXkHg6SX/hILUsCMqxYdh8teqRzUcippQXQfO5tyZS8Q6cZbSSdBnYMkAdq5CGVkZlYswI6Ke44zXoglyuKoNo9hPcm4eAb2znBwDVwlynoYLFRoX5upN4TtVhsZZvM3yM5RjngBew9ua6NKoWcUdtbpFEgSNeijpV1DyMdalu7uclep7So59zjZJDxUTTEZpsjEH1xVZ29zWbMiZp8DrVWW5P941HI5HPNU3bmlcZZM+T1qeKYkjHSswMc+1WoCelO4zcgfp0xWhE/vzWRbHp1rSiBIHNMLl9LgA8+lPS/QHGRnvWRduyqQua4W0urvU/GVxpkmr3NpGfMMQjTdllQsF9hweT6e9Ulchux6XqlyJUh2nPX+lZBkPNcr4J1m91WG7N3cyTbBGV3nO3Oc/yFdJITjHSploxrVCtNzUElxgYBpkjHnBqpK3BA7VNxjnnyeuaYkvNVixPXtSpzRcZpQyZ/wAKJ4EmjPHNRQ5NW1U8c00x3OavNOCMWXpTLaOGQiO5jDDpnoR+Nb9xb57Vy/iEy2dg00Dsjh1GRRuDZbv/AA0yxfadPdplHLRN94D1HrXavLwv0rhLy4ay0ODUdN1zUZVa5+zZuIljWchNzPEOu1SQp3eo9wO2djwT6U3HlJ5uYGmxn0qMzkD8Kicn1qu7etTcCWS4J9KhMmT/ADqs7nODSA84zRcZpQy4YYrShk6DPNYkBwcVqQFu9O4GpHIcU6Rd69M8d6hizgdatKvyZouBzWpWSvnKg1BpCi389fXH9ap/aGvPG1xpd7ql3a2rzeXG8csaLH0JLFxjGM8dScCodEa6TVdXtLqS4P2eby1W4xvXBYfNjjPA6cVfLpcXPfQ6NpPeo/P6c1WeTioWk5wDUXEWpZkkUq6hweoYZBqszRDpHGPooqu8p6Z5qIyGjmHY1I5wpGAPwq7FN781hRSHvWjBIT2ouM2I5TVqJsntWdExOOtXYcjBpiuaMbHjJzVpHXGSea5XxXe3Nh4fee1naGTzUXcvXBPNYOrSeJtE0jTry51O9WW6374iuBDjaVBOPvENnH/16tJshysaR5wTUEnAoorNllGYnBqo3WiipGPTkAe9XbcDdRRTQGpbgYz7Vfi6UUVSEx06K0ZyK8o1e+l0fxddX1qE86GV9u8ZHzLtPH0Y0UVcNyJbF/4dDb/aKjoBGP8A0Ku1cfLRRUz3KjsVJSQTiqUxO7Ge1FFZsohXk81NGoJPFFFAy/AoxVwKAooopoRFKo2/WuW8WqBpDcf8tF/nRRVLcT2Oc1jxM+tpbRSaXp1sYEWOJ7ZHUoi9EALlQOcnA5PNeo9cfSiirqEQK79CfQ1UlY47UUViaFfOWNSKo2g96KKBlqBRvxWjCADxRRQhGhEfu+5xVxRxn0FFFUB5frWrnTfEeqxtY2N5FLOHKXcO8BlHBBBBHU8Zwe4NSeG7yfUL3VLy6kMk87rJI2MZJz+VFFav4TJbm65yagf1oorE0KznJIpnXNFFJjJoh8w+taUPB/CiimBpRHG0diaupxz6UUVRJj+NGJ8NSD0miI/M1wt1reoXtlBYXN1LLBA7SLvkZiS2OuTzjHHpk+tFFax2M5bn/9k=", 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"info": {"video_id": "172773", "label": "moving a toy away from a toy", "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": "1fc2e10da1f904dccff8bd31778ed05a2566195c65e20b7f44efe1c89be1040d"} +{"episode": 55069, "episode_seed": 3822407918, "split": "train", "timestamp": "2025-10-13T03:27:38.314671", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3822407918, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 biscuit packet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "216005", "label": "pretending to throw biscuit packet", "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": "216005", "label": "pretending to throw biscuit packet", "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": "769aeebfbde652af2d4da070c5a16a49c7eeb93973d4a85b602480f70d519b39"} +{"episode": 55070, "episode_seed": 2618571464, "split": "train", "timestamp": "2025-10-13T03:27:40.250150", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2618571464, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lotion'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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"info": {"video_id": "136061", "label": "pretending to squeeze lotion", "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": "136061", "label": "pretending to squeeze lotion", "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": "f656590acf7bf2909777e906ee3a6ca34b255560511468443ff1224ab8033d76"} +{"episode": 55071, "episode_seed": 155215314, "split": "train", "timestamp": "2025-10-13T03:27:41.566565", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 155215314, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 kitchen shutter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "30745", "label": "closing kitchen shutter", "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": "30745", "label": "closing kitchen shutter", "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": "9eef5e141007e71c1d78c0c56a2e25dc95acfe5d33af8d7cba2f378af35d9648"} +{"episode": 55072, "episode_seed": 569322560, "split": "train", "timestamp": "2025-10-13T03:27:44.881843", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 569322560, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 orange marker behind wooden 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, 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": "110379", "label": "putting orange marker behind wooden box", "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": "110379", "label": "putting orange marker behind wooden box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7eb832a9484e6cf55a60a4c8e3f2e679cfbba8e78f0526b566fdc86bf6e97231"} +{"episode": 55073, "episode_seed": 2389443279, "split": "train", "timestamp": "2025-10-13T03:27:46.993269", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2389443279, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spray'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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8qnnXM7Gqg3BMs/EXW5ILGzsbX7hfM7KeDjkLn36n6Ct/4SpaamBBMvmxF2wG6qcZrnddhTVdHVpehIP+7kdR+Nbnwct3sdTSByCfOJyDwflrRPWx5mYxUqcbrTmX5nVeJrVIJXQqNgyoHqK8W0/ZBYpMSEG5nHsMnFeyeNbxBeyqT8zBgB64rxY2uIo3mYyuBGURfuAHsf0qKjscuT0nCpVfR2t+J2Oh+Job68jtShVmX5XJ4Zh1Arr4Hrx+QSoqzQKEeJzKpX+HBGOa9N0PU01TTYbpOCwwy/3WHUURlc9SrDlehtk1c0td0snsBVAHIqC68U6V4Vs5rrU5iC+BDCgy8pHUKPyyTwM1a3Ih8RqeItNFzpjzAfvIAXHuO4ryuLUZIPE7GUqm1kyc8MmNpJ+oxWP4m+I+reKJRGGNlpwfi2ib73PV2/iPt09qbqUovIobtc7yhikHvjI/UVErxlfudcIptJnZ3cfnXsWXKhYi2QfRgD+pFdNalNlodmESNdzE4xwK4m6vBd6VDJbpm4dlUyFuETaWYY9yoq9b6rceXp8TkvHLArbiOMkYx+BBoU1ztFOm4x18znvEPiFr3xhdGMrEkWI4WI+9jOc/XPFezeGI47zwS8kiL5qEEPjkZXpXiXizSTNqRuIcmRsZUDl8jjA9a9m8JuYvh/P2IZQc/wC7Wl7nj5kk+W/aX5HmPjUh9Z06FB3kY/TAFJpWqQ6ejRXMwSP7wLdj3FQ+JluX1OORQu9LdjvwSFBYdPesEwoLgl5GmdJCN5PBUenpWMpJM3y6lbCxjvv+bPUrWdJokkjYMjgMpHcVcJ4rh/BeqFlk02Zvmi+eLPdD2/A12itkVdzRqzsfP1kQLuHP94V01xaT3ELNboJCo+aMfeK+q+uPSuYjYLeKV6Kwx+ddnZuy3AJPGO1WknNJnS5OMW10MEXajSpoix81mAU4wff6V1dtZanrNvYafFKySRKBK+3GF6jI9QOBWxHHb3sIt3WF183zHwgJYjBwfrgV3GmaRM4xBsSR/nlkC/Mx+tRXj7LQ2pTdd8z6FbR9Ft9Ms4tNsoS7O26RieT6kn1NdJJMyaRqEkce9vtIAQfxbVFMklttB0+Sdv8AWICfUsf6mqdnclvCTXErbC7yTMxONvHrWVJ3k2cedVFGjGn1/wCBb9Ty7Ud089vJcW6wOsGGhClQvXHB/OqHkO8vyFSDGFbI9K6G/uzK8KsXkdPmeV/mdiRjrWY0GXkkUkEcjNY1Je8y8Gl7CL76/eYN9DJbzx3UDAOjB1wMEEV6PpGpJqOnw3KH765I9D3H51xd5ta1KEMSeVJHFP8ACuo/ZNQksGb93N88efXuK2oyuh1o9RfiSc3mi84+aTn/AL5rmbpNkG7DCNiFL44Dds1v/EiT99o7Z6NIf/Qap2Uu2TbgFHGGVhkMPQjvW6ipSUWEJOMOZdDMt7nZpd2T8rhRgZ77uP51tQXl7deG7W0ijX7ScKuOd6n+tWf+EZ0yexlWKCRJ3cFCJCFQEdv1PNdtpGiWdg0VyIcybAkcaL91R/U9zU1Y+xVn1OlVniJqT+Y3w54f/sfTXnvZDLqNzhWcnOP9kew613NsIraLUtg2gW8Snj/PpUOnafyt3d4+TO1eyj+ppunXSXyapMhzG8yqhB6gZrGlK8zmzeUYYZRXf9GeX6/Na3xkS2SVFW5kB3yZ3Hjpx0wcYNYsse5xsIVhJuU46dq6zXZIZhIHt4I5i5Efkpt43HLH3IAz9axZYxcSKTkdj/hWdZ+8ZZdrQUu9/wAzHvbIvCVySyjPA4I9a2PBWpkRyabK3zQ/NF7of8DVdsxFyVL7eGweKxPtDadfxXke4GN8keqnqKqjPozoqxuj1UvlDz2ryG7f7VEJiP3qAq3uPWvULa7S5tVljbcrLkEemK8z+zTToTbxh5FH+rzguvcD1PtW7i5NWM6EuVt9i3peozyQyJMVYLGXXj+IAj9QxrT0aITabes8mLfzlcEOVC8YbP8A30Oa5WyvEtGn3sdqhgMryOMY575rU8Px3EWluXMvkXLtGF52sccgeuf6CoULXbO/EVKcpL2asmai6mbq2h0uzhNzdykIoX7oIOck+mK9E8DaK+i6/Zo0vmlzl3/28fNgegrO8FeFo9Egn1O+UGZxkKB/q19B7mu5sUSKTSzj95l3Jx6ihTvNWOHH4ZfVnN9Gn+JjeKraCSSeWS6hXcmPKz8/XB/QmvJVtIxMzjJhy0aBh1UDgnHrxXoni+/thqTW4tgZWtZC0xYjaAQeF6H61xawh4TLExG0nAA68ZzU15ao4crjH3ml0X6mWsQmtliAbKptYBe+c1Y8Kak2m6s1pMSsNyeM9n/+vVkDMSoVwc5Ujis7VrUh1eMkMfmU55DDvWdOep6VSOh6jG+Vrzr4qjcumfWT/wBlrqfD+rDUtNjlJxIPlkHow61ynxQO6PTT7yfzWuyO5yR0lY88RQoAHY11e0/ZwcAK6gYHr2NcqARz74rsbNILi1ijnXzI5EAIzgjjqD2NEo8zSOlOybK2lztFBOQ5wIyCM/d5z/j+dbsV9ZxeHbG9V8srkDHJU7t20/gazm8NXsVtezW91C0Oz+Ph2B6jA78AZ967Hw34WitILaS+kRkiAKxheTJ3OO/PAqJQ9nfmOupiPrM00aGg6TLcour3cHlzMBHbxP1UE8E+5z+FdxbwrY6JfRwmMKLr5dw+UfL3HpUVjp/ntHPcjZBHyqn19TTQ0d54euGcMYpLiRjtODgAdKinK8mzzs3UKdCFt0/01PLfEs8+oXMCZgYOit5kPKbsDofQBR+NYRjRHQsfvREnJ43dK6W/sbeH7L9nlkEbDZGkoG9VA6nHuaypIxHOquu8KMjI6e9Y1Je8y8Iv3Kfz/ExZLiXTtThvY/vxkHGeq4wR+Vel2d3HdW0c0bZR1DA+xrhby2E1s5AyE5AI7fWrfhDUfK83TZG+588Wf7p6j8DWtKV0FWJ5fC/70fWu9swgeJ5PucZx6Yrz5eGruIrhobKGUEhyqlfrW02000bQjze6up2nh3RbyPV3NxGyx+ZujB/iXBwf1/zivXdOgWC0J6Njlq5PwZLb6xp4vo3DzucTZGCrehrtbx0stLZj/CpJ96xr1XWnzM6qdD6uuRrU5DV43uLe7d334wq8Yx6/0pl4kEfgtI7hlRfLc/M4Xk+h9au3IVNLeOQ4bKu5/HmpGgtbnR3WQQTRpFld2GGfXmppPc8bOqnJWpya0Vzy6W4LT+dy+9FLMecnHrUUyq1rwxz39MelW72WOSeZY/mXcdu3p/niqckeEVgSQT/nisJu8mdmGd6MG1ZtIhkJkgjR1O4HqeuKxNTha3n8+3OGiIdTnkGtiWTzFQbyN2cnByAO9Y+kWK6/4kk0651Ge0jdJDFtj3szKhZV9hgHk+nqa0pXctDSUdCPxlqCajZaNcoeGEmR6H5cin2g3+Uc4zjk1x81xK6RI7lkUllGeATjP8q620kBsonPTYP5V1NtNMiEVyuJ02gLNc64bJySsTB2yemOgHtyK9j0exQIZ5VB+XA+lcb4Z06CVkvYbYRI8aKCR8zADue9eiwp5NjuPAxxxWeJqqrO6OjDUvZw16nO6xdtLBc29s5VVQlyBg/QVR8Oo0Ph+RUIQ+ZwSMgYHpV6X99ZXkx5BGF+g4/nUWnW0r2BtoZfJc7iHChsfgeDWdLc8zO3HmpJ7Xf6Hm967fui+1pV3K+CWLHPJqJWWQuxJGRwBx+NXr+2XT7gQtI0p5y74ycnPQfyrO8rcrlSRgHjp+dZ1NZs1wMoyoKUdtbfeyCImISqV3KeufWqN9bo9umCA+cEk9auNKFRxuxgbunesTWHkit/3cjKwYEnoMnPFKG6Otxvua3hPUzGs2myPzHlos917j8KybWRv3b+tGrWFlpui2uu6Pqt9K32s2u64hWNbjCZd4u+1ThTu9R3yBHp+Xs4m/2a7U3FpmKhe67nWWggaKaWS2gkkljCmV1BPByM/wCPWuo0PQIYbWzadUS2tRiHdxk92x7nNcZpkBudet7OJi0UqhnP+yOo/MY/GvZtL0eO7kQMMIg6Dua0xskrJddQwkHrKXQSysmv2BKkWqsGAPBb0yPSpbu5iPiWK3hI2wQHOOgJrQupxp0PlRLuc8KOnNcdowk/tu9klbc7MxJ/SuGn8ZGc1XHDadWl+v6DvElyttdIJYoPIEYeSQx/vPvDjPpx0rhJH8zdMV8tZGJMYPAz2rp/FTyyajLFcAKGt0MR3fKo75Hr0rlGDwtyf9rHpRXepy5XCUIyjLyGXDgPHGykc8t7e1VL2yJlKITyNw56VandbhxkkA9T/SoZpBC46knpjk/5/wAKxR6ZnaHqJ0rWPLdiILg7Wz0V+1W/HzwSjTvPyUy+QOpHy9+1ZWkwWGt+LBp2qXk9rBPLtSaKWONYj1JYycYwDwOScDvWN4ouLr7e9jdSXW6znlhCXOBIuDj5gvGcAZwSPSvQp7XOZw965T1W8trm/LWcAt7ccJEDnaPrXRaZ81lbsAMgVxOTmu20Nw+lR+2c/nVTdrM1ir6HVadcu1/HZeWBJ8uOOevf8D+letaLpkXlLJIgKIuFyP1rhvC2jW95cW+pxs8j+SFkc8An0A9ulep28Pk2JfoMYArPF1lUmuXsa4Wl7OLb6nM69esdPube0fCquHYdRnsPeqkbTW3gr9wgaQRuQCeP/r/Srl2nn6ZcTH+NgB9M4FQz21zN4da3tWhRliOTKpIA9gCOazo7s8zOXB1aantr+h55dYe8zubaVBVm64/zmqzuFV3YFgOG4qW6tGilcF8ugAyBjOAKrNKfKKEEr0HpWE/iZ1YS3sI8u1kVZEZ7TzFYjnDDsKw7hptOu4rlOGiOQMdV7itDV5GttMLxSsGLjJFQ+J9A1XRNA0i/v5bgT3ol8yFoyPIACFAxx95g2cdvqDWlKL3RrLXQ4VFDSKD0JAr0zTtLtr/7RHMG2wWrPHtOMEf/AKqKK6Kmxvg3arG3c6P4UzyRa68SsfLmQh17HAyD9a9K1OR5Li3hZsoWyR64GRRRXNLc9zN0vrXyRyPjq8ms9Em8htplKxse4BIBxXnNn+6iuEQsF3DjJxRRQvhPExCvJXNxwBawsFAITAx9Kz3kZjAM45PTjoKKKx+0RHYhIC6hJHgMqKSoYZxx/wDXrl5NUudH17+0bYobiBmCF1yPmQqcj6MaKK2o/ExS2OeuFCOFHQcCukhYpp1pj+6Cc96KK6pbDwqTqxT7o+h/C5Fxo1lMyKGeJWIUYGcVu6vI0WjyMhwQhxRRXGtzpn8RgTDZb+UvC+Vj9K5jTPFV+tpJN5duXj3qMoecHHPNFFXT3PFzxLlpvzOYivJdUt5ry52mUy4+UYAAPQVFMxRJipwR/hmiisJfGddCKjRSSstDPuGZUj+YneCre4HSs7XmCWM0Cqoj3x/L9B/Wiirh8Rs9jM1/xQ+v2ttDLpOm2xgRYopLVJFKRrnCAFyoHOTgcnmrWlNmxhHtRRXZPYyjuepeHLaFIdMZYkDG3LFsc5Lc816ppqKln8oxlaKK56nxG9P4DHuIgdSDszs2Hxls447VgWI26hdMOucfrRRU0/iPOz3/AHZev6M57xdcMfE5g2qEWzVvcn5awGYvKqNgjbn8aKKdf4ysNvL5fkV75vKeRlAztB5qlcMfLkIABKqvHbPf60UVgtztjsc82uto91dRnTdOvopZtxjvYPMAZM7SCCCOpyM4PcGsHU7+51TUZ7+8lMtzcuZZXIxljyeB0+lFFejT2RjLcqYrqtIYpoBZSQd5H8qKKc9i6Pxo9Y+E15NMt5ZSNuhgCvGD1XOcj6cV6Zq8rRaTKEOPlOKKK5H8R6+YRSxDS8vyMC/JitJUThUj4/DpWRp2vXVxoElw8cO9ocHCnH86KKqkfLZ8l+7fqcF9plupDJIcNICx28d8UON1rk9c9aKK5+rPQpJRpxS8vyOd1qRmsCDj/XA5x6VkXviPVdS0uLTry8mnt7Z5JkEkjMSz4znJ5xt49Mn1oorpo/CXI//Z", 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", "info": {"video_id": "105467", "label": "holding spray", "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": "105467", "label": "holding spray", "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": "273851c4947e8247971ad08d73c3a05cfc328a440855d1c639d6bc6d30a05d95"} +{"episode": 55074, "episode_seed": 2240487371, "split": "train", "timestamp": "2025-10-13T03:27:48.896220", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2240487371, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plate 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, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "92680", "label": "lifting up one end of plate without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "92680", "label": "lifting up one end of plate without letting it drop 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": "7d9de221ba60ef7d949a1e4d0bd84e2ed9abbe798c1d80ac5c94c510fd84393d"} +{"episode": 55075, "episode_seed": 13422947, "split": "train", "timestamp": "2025-10-13T03:27:49.428290", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 13422947, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stool colliding with wall and both come to a halt'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "80524", "label": "plastic stool colliding with wall and both come to a halt", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "80524", "label": "plastic stool colliding with wall and both come to a halt", "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": "c9dc4acd107fe3051e1277326fef8bb674c6a24edac670cab5a4bb7a2f0c99bd"} +{"episode": 55076, "episode_seed": 4036795103, "split": "train", "timestamp": "2025-10-13T03:27:50.160804", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4036795103, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle behind a jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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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AVYH0HStPUjnQlPpIv9a8bF03TrcrO2jLmhcd4WkI8we9Utf1X7fcKsbkWsedjYOHPQmneHZjCJ3ClivQCtWLcoiVWUL1bJYbeegGK0w2F55Ob+QTq8lkjlA6dPNXpmt+z1W8sNLghinQRM+Q+wZTPJwc1pq/7uMliA8h5PZRXBeIZpY9YugrsMPnhunFd/1ZR1TOarOVZcuxq38Be/n23CON5w/TcPX8etUpLSUjIdDjjrXfaHbCfRLeR0R5NgPzBcn8xzWo+mIYipgj2soYKyIRx1HAr0IYBNXuc0cZyxUbbHnllNOID5mSEIBbtz0qR5tw6967c2ghBijtoPLccHyUwe/NZb2dgpaKaBEimXCyKmWjkHb6Z/Q+1Y1crd7pmkcYuqOaV1w7socIudp6Ek4H86v+H5PmFEdvEr7XtmCkhX4Iwc5H1qDQG/eV5OYYd0YpM66FRTbsVbt8asw9Jm/nXV3mqpp+mLIxBlYYjQn7xx/Ida5DUvl1mUD/AJ7GujeRJngX5d0SE7mIHUdBn14rlp0PbTiunU1lPkTZynnGWR5HmRnYlmLMMmr2lTSQ6jDPC8RePLAN8wI9MA1uwxRymMGGEO79NqNx78VR10rHo008CpG3mABowqsBn25r1FhUle5hOu5Rcbbj9V1C41ayk3GFFim2rEM55z83PPbH4iufNnNjjbyO9T+EJXvNZkhnxLGVyVkUMOvvXoI0S3Luq2ERKjIPkKQfyrtpYT2kb3OKNb2F4NdTza3FzaThsDaeGArWeY/dYEEHkEdK7CbRbXe8gsLd2I3AeUMsP8aqX1hBdHzGtYhIw+Vguzew7H3xRVyxy1T1NI4xdUck0gyaGZUuYUC4YDLNnqTg/pWvf2lgTFPBHtWQfPGA2I36Y+h61l36xpJbMisrkkOD6gAVw4nBSpUnJs3pV1OSSNPV3/4lVu3o/wDSneFZcJIPeodU50OM+kg/kag8OTiGOZ2PC140YuULLc7G7Mf4k1X7XOLSFwYYzlyDwzf4D+dY4U4xtXOM10Edhb7YYjZROMZHyKQq/XPX61NHp9iVT/Qrb55CoPlDoO9evTwSiuW5g8TboN0/WZbHTLa0+zQs5bCSE5AB/vDBBrAvbWc3s3yLkOQdpyOvY+lUNbvri21Ce3RisUcmEjKjCjHTFd5pml2t3pcVzLZxySMoLkJyc9+tddHDOfu32ODm9jU9o0tThZLW4HIQfhWnZ3crQgSjDA4PFds+gWXlMv2GIDAflCpx+dR/2ZawJJbLp8JDgHlWwxHQjn3raeWuUbXLWNTexyDy5H400MpV3ZS4UcKDjJPArfbStP8A3kLoI/MTfDKWY/MP4SPfp7cVm28Ft5gUqwUsAeuQwOQDXL/ZtSOt0aLFRkZ+hviYfWl1lDLrTKOM7SfyFVtGkxOPrWvcNZveySPJIHwqnC5B7Y9+fSvKw9F1MRboddSfLC5P5wgijRyxkIBCiIHA+p6/T3q7GQs78gpGhYny9pz2H8qqR3CEqxvWLjKg+UM+9OaaJbZ2835ZzxIV5JB6Y/OvftY4Gyn4gu0j0SSJiDLMoOFjAwM561l+AYmk8UqWjJBhkK56ZGKt6ldRS2rQG4DpgqA0fQexrZ+GFsZfFkQMqvDFCwAZcEDr+PP9KmjO9VPsRWbjRlod9HbcLhVBYZ+6ePxp8li2xsRqSpyB/OuxisrfgHaB1Hy0r2MbNuBB+nf2r0frivseNGq2r2PNtTtPLTdKkYzyTluPrXLXZ/1jhVaRTlgrHDL6jHWvVfFUEY0Rh8qhjg7j0/wrx6yhl1fxdLp82qvaLtl8ryU3bmVCwX2HB5P9aqVePJztHXh26hl6lgXNuQVOQeQxPp61oXx3aCfZl/nXLx3MssiGSRnHDAE9M10wuUFlHEUErMykJnrg/rXy+Oi62LtHrb8j3KD5KOozSLZobeSUo7bPmKqdpJx6/StFZJRatLJHLGWI8v8AenkY9DVaPy9wT7HOgwRhXPQd+lWIpI5JgqxSpIMvmRsgHjg/pXqxpqCUUcspXd2W5JTHM6gyt5UQ3LG2GZuO9eeau01/q11II23El2HoAOc/hXWz3kZZpAtxvZiSQcf/AKh7Vg3CrdXTEG4WRwFLDqV9D69Kic7y5UEE1rY9b8O2j/2FYkoQPs0ZwF77Rn9c1sLYuUD7e/zfL/XFbfh63RdA08FssIFO4e9a5ht2UAcE8kEV6bxXL7ttjwfatyZw1zpsuJBtUqOR+7zkVyGoCONyrBdoP7xAuCPQ17IYIogeBtAOGJx+HtXi/jaaW2W6e3uAjtIAcLg8/wD1sVpCupxba2N6M3KVjGuQF3rIsQK+x+YdcjmqOgviSrOtWlvbeHrbU9O1i/nxcm2VriIIs+E3O8Q67VJ2nd6j3Az9EkxLXz+cVFUjG3n+h7mDi4t3H38Rk1ybPQSbjW0ZZIWjt8XDSHBIXGMZ7etVDLavdSybJ9zPw6Y54GOPbGasx3MQAbz7rJHGcZwPx71phKLp0lfdiqz5pFxZCrXBLOUiXA3gfeJ46VjeJrwLpH2b52eTYxJUAdex71eklhS1CF3EcxDBsZY/UdhWRqd3FPbNE08joezp0Gf/AK1b1J8qsYpNu6Q74cQO+vzloyc2xZCR1+YD/GvXEs+VXaORkkpwK4r4T22/xDO7Sl447faocchR0xxz1r2mK1g4DYAHI+WuyhX9lSSseZjKjVdpHGSWLiMkRoWU4xjt7Vjara+QMyCMd9x3AD/CvS2s4yd4IY+g71zfjOJP7KjAKLk5+Y/5710U8SpyUbGUajvax5ddnCu+xSwbEo3HHseD0rB1EhbuEAgnJJwxb09a1tPEWpeMn0/UdSmtYJX8tZIJo40TuSxk4xjPHUnArndQSe01q6spjcAW07xqlwAJFwTw2OM9OnFefmFWMqMoJa/8E9fDRammbmotu0EezrVfR0MMDyO21OrnZu47DFWDJC2mLHOWCsy8KMk4NPgeFFMcd4QrZBzF1Pf9K8jLaLadR99DtxE/sliOdXgeVT91sAGEc++R+Jq1JIkTFZCqpHGC58vdg8ZwO1VlkSVo0WfzdnzrFs2jFV572MSyTJdKDITkbM5Hpnv9a9RtRVzjeuxxmtz/AGvVbqSNTh3JAA7AV7VoFsG0azOxVH2dG5Geq15JOqyXcrwzRo0q7GGzgg4B+mcfrX0doNjGuh2IdUDiFSRjPWtsJVUE5M5MfU5Yx0MNbRiqnaME475HrxmqtxYyBXXykCpnHzEflXetYwGMKpXnkio/scaZBXOFPPY/nXWsYuxwe0a6Hjt+sasFO0IW5IY5U+vtWJcMcP5g2FD8371s59a1vGry26XbwPErNKuWU8/SsLxFoWs6FoWk6he3Fx9ou/MEkTR8QgBSiscfeIbOO3TqDRWqxhLlaPQpRco3Rgac7I7EHkVsPcNY6UJYVXe5OSwzjnFFFeHgF8XyPSr7otwStNokTNjcxAJA560XC8Wabjt2rkeuSM5oorrnsc63Mm6mY6mkO1NncbfWu6+HkSRa/KyDG1MAemduaKKnBL3n6E4v+Ez12Jz5Zzg/Ue1SLzEG6H2ooreW581Db5HOeLfn09mJPBCkdiD614ffX8ujeLZry0VBLFI4XeuRypU/oxooraf8FHr4HY55QFmCjoMAVtwTSR7pAcsgG3I6ZJH8h+poorzIL/aZen+R6z/hILW+uFuYZzIWeQYbd0xx27VoQSl49QlIG8LjP1J/woorrkZSM25upY4YoYyEV2Ocdepp+kubmPbLzslCg9DiiisKKXtLmkvgPoXRiTptsc4wqgAduK0FctKQ2CMYoorsqfEz5Sb/AHnzEnJP7vJ2s4Qj2NeL+NAv9kzPtGfNU/qaKK0pfw5Hdg/iOS17xK+u2Vukul6dbNAixxSWyOpRBnCAFyoHOeByeaz7SVoonZcdcc0UV4+JV3BPv/kfQUtpGo17NDBDbwkRrIu5io5yRk1biupbjR4w56HHHGcAkUUV6EtjAnukAuoFBO1FAAzx0P8AhWEbyWXVBG20oflxj8aKK5Kmsi6ex6V8Oo1h1G7ZByfl+gPpXqSufKPfr1FFFehNe7E+fzD+MSrzEH6EgZx9a5TxcPMhQtzmTYR2IwD/AFoop4f+IRR+JHjV7rH9la5qMJ07T72GWUOY7yDeAyjggggjqcjOD3BrBu7651LVbi9u5DJcTymSR8Yyx6/T6UUVw4z4Z/11PoqG8TcsAJLlN/OxSQM8cY/xqewvJLjWJYnWPYqkABaKKeGX7mPoFT42WEyDeSA4O1sAdByRx+QrPun8nTmcBS2WGWGe+KKKmtsENxlnGkkUUpUBywBIA9DX0JpTbLO3RQAqoqge2KKK6qCXsTzM12Roqd8pBAHHao7kkwuhPFFFJbnmRPF/G6KNOuX5L+evzE8nBritU1/U77SrfT7m7mmgt5GlQSSMxLPjOck5xt49Mn1oorbFfxD3MP8AAf/Z", "info": {"video_id": "102104", "label": "showing a bottle behind a jar", "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": "102104", "label": "showing a bottle behind a jar", "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": "4b92bbf1b15666da4a2542f760aaa9c2e355c663e10c1328382668322893fe1e"} +{"episode": 55077, "episode_seed": 2794067401, "split": "train", "timestamp": "2025-10-13T03:27:51.384820", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2794067401, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 triangle 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', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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fs0zRqlwAHXBI+bHGeBnHFQ09yovWxIZKjebC9agklxVG4ueMDrSLbJ5bsIetNg1IO/XAFYtzKxB5qnC8zPtTJJ9KpInmOsfVYovvNzU1jqaTT+3pWTY6OzkPcHJ/u1v2mnwRMGWNQfXFF7Bc0FkYfeU49RzUoKuDyCDSBaGVDyevqKOYlokt5CpMTdR0PqKtcGud1qW4t7DzYZSrK6gMOoqfWtM1zQND0q+u7u6We9MnmQlMCDAUoGOPvENnHb6g0nG+qFcySc0sQDSAH1oooA2lUKigDtSnpRRSY0J2qOYfJnuKKKFuMvacxIwTRfE+cBntRRXU/wCEYL4yuWOK5ttSuNJ8RyX9ts86J227xkfMpU8fRjRRXPE1ZFpgwrr2GBXQ2agCiimIuDrTM9aKKTGhM5b8aO9FFSAyQcUIxA60UVUdxS2FDEnk1n64x/sx88/vFooqnuC2Kes+Jn1yG3il0vTrYwIscT2yOpRFzhAC5UDnJwOTzVaLkknrRRSY4mhYoGn5GcVrMMKMUUVIETdKclFFSy0WF+6KM0UUIQhJzQxIFFFMRzsmttpWpXsbafp97FNIHMd5BvAZRwQQQR1ORnB7g0xL+51G8u766k8y4uH8yR8Yyx9h0+lFFW9hLcZOxCnmqH3sk9aKKktiQQpNNhxkVrWtpDGcqgB9aKKYjShUDtVxeMUUVLGS5OKaCaKKCWZmusf7Nb/fX+dZN3r+p6hpsGnXd5NNb28jyp5kjMSzYzkk8428emT60UVUSWf/2Q==", 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", "info": {"video_id": "72629", "label": "turning triangle upside down", "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": "72629", "label": "turning triangle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e9a11e12255573f09cce956eafd6b81dce63367dfd9bad71a2dc91116e161ece"} +{"episode": 55078, "episode_seed": 3027918818, "split": "train", "timestamp": "2025-10-13T03:27:53.358133", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3027918818, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 camera across a surface without it falling down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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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74p0e1JgtIrm3SR8sZBtH861vFZ0y/Ng1vcCe+kYIscbA7U7k/jiuetzTjfYqm1F23Od8Q6hcabokt1alBKhHLjIAz6VyMPxfv9P01rCHTrUuzu7uXbBLEc4/Cun8SYbwxqQIz+4Yj6jkV4dcyNA63YjiduVKyLuH1xWVPSR0ytyGrqvizVdWuTulCs38EKY/+vWbKZIbdjOX82TA+fqFFQRtNd3aznMSsu1mTgcD0FJOzT3Coo+UcD6VpJa2FTe8jeskkHhi8j8who5IpwM8YyVOPzr0LSdVUaHayXEoHCxgsclieBXlg1VEsry0AJaUKo9ABzmruiahLc3Gm2jyNsW4+778YP8ASolBtm0ZxtZnY3viaDV7xdA0yOS5lmk8ueVlO1Fz82P5VpWPgiE8SRjNd3ZaVZ2cG22tYoQxLN5agbieST681eitwO1d9KlGmrHkVqrm7nIReBLQwsViG8DK/Uc10Fn4MsJoUZYl2uoP51v2y8jitDTVWNZIwMCNzgex5H8/0rRpGSuchL4ej0B8xTSOk/RHYkLj0/Omh63fFJG61x/tf0rnWbArza38Rnp4f+GjgD8Sr3Q9SuJJbO3mm2PDG24ptBIODjr0rjte8aaprEpd3SIOcBIVx+vWjxXEJfEWqQgBVE7FePxrnXmuL6IxlECx/MNihQMD0FFNXVjSro7pFuFJY5lmlbpljlsnp3/Oo7IytPPNGeiNnn2pt0RbweXGWywBbPb2pLaR7eIqrKrujHLdAMf1ppXuyublSTO2spk1jwtFp08u+dpgsGeSSBnH5ZqW08DNK2JFIP0rlvDWtLpF3LNLH5hiidoM/wAMpUqD+te3eDbdpPDdnJMS8jAsXJyTk5/rW+Hil7rOXF3fvo5W2+HKSAgsQccHFbum+ALeWGKUAgkc4HIPf9a7m3iUHGK0NPjWOeaPHG4OPoev6g11OMexxKUu5x83hLxLb2TwaXqxSJ1wYn4yO43duK2g5211jj5OK4wPjNcWJSVrHZhXe6Hs3NeYeONb1PRfEbz2V1NE+xJFAOVwB6HjrmvTCwIryz4nxn+19PkP3DCV+vzf/XrlZ2097HD6jq+q6tate31xcTrjIMrcH6D/AArLiSObYvmEsxHAGAB3qUWM8moyW8TMsWcEe3pRKgsoWQKA5ZlU9wueK10toRFScrPZDHZbzUQCcIvP4Cuq0jQovELNLbuof+NO4PrWV4Pt4k1MX12u63h3M+e6gEn9Aa1PhpLOPGlosAPlTMUdM5+Ugn9K1ppJois3OMr77nU2nw3eTgyAceldBpnw+hkhik6NjnA6Hof1ruLG4tJ7ue1icNNbkCUAfdJ5x9a1rGNY7iaPHBIkA+vX9Qfzrs5YvY8y81ucmPCfia3sZLfS9WEcTqQY3GMj03dq2G05tI0DTLWVAkvztIBj7xx6V1yj5RisPxU3/Hp/wP8ApXNXiuW50Yeb51Ew2J21GHGMHoeDSB8io5DxmuK53ngHilHi1e9gVstbzMhIHVQawLxoSiGCRpWDc5GMj6da6/xPCI/F2pL/AH5Gb8wDXK2YgEphjwZXyDIVJWMdz71pSa+4de7s+5JbEpG9zNtARcRqoGMnv+VTeHLdNR1yNZX2AuAGPqelULkrHGtuh+VR37mt/RLMWttaM4w1xcKwPcBQTVx/mE4u3Iei6L4S0+9a4REy1vL5Tntu7108PgyxtvJlEC/KwDk/3Tx/PFZvwr86XTL+aY7xJP5gY9yc5r0pIlkhdGHDKRXdSfNBNnmV4clRxRnW3hKwdNkkCFT1BWrNj4B0ay1WC/tkeKaJs7VPyt9Qa2dPffbxsfvEYP16H9a0E65FKaT3ITa2PC9b1XTF0y5hm1C1VnidQpmXJJB4xmvG54/NtQu0swfOB3rGgUtOgCk/MK3UJUkVwSjy2PUpS5k7iXMnk2qxquzA5Gc81DpSiW4y/oar38p+7UVteeQAQOQpX8zVRjpcHJJ2GTKY7qQe9dn8PdKi1HxLbBhlLf8AeP8AVef54FcrfbftSyDBAiDH64r0z4P6YYLO91adwPOPkwgnsOWP54H4GtoRu0Y1J8sWj1mD/VKfarEb5OMc1Rtp02bd3SrkLoT1rrPPL8IGR61dT93cqw4Ei7T9RyP61RgIzVyYn7MXXlk+YfhUsdjJ8V8G0/4H/SubkPy1Q+MXiy98OQ6N9hjgc3ImJaUE4xsxgAj1rxS/8c+I78MsupvHG38EAEY/Tn9a4qtNym2d1CaVNI2vFgCeLbwY+8FJH1UViwBbSzcYG9j19qqQvJLEkryM7tyWY5J/GlupCsZzXPZ3sdqacU2UpGMtwQTx3q1q6eU8RThWQA/zrNWTEjHHUYq9LN9sscn74lAH5V0pWOdy5ri2EKzyRQ4JeQ7iPUDoPxr6a0CxXStDsrAnLwxAMffqf518++BNKl1rxraIg/cwN5sp7BF/xOB+NfSCYZ8nGa3oxtqcted7RLkSgc1cQeXcRSj+L5G/Hp+o/WqcfUDNXdpkt2A+9jI+vatjmNIAFc+1cPntXaW8okgD9iuf0r541T4wICyaVpbMckCS5bA/75X/ABrkxMW7WOrDNK56iWwD+teW/ETVtPv7i0gtLqOeW3LeaIzkJnGMnp2NcLrPjLXtb3peag4hP/LGH5E/IdfxzVLSsMk4HGMGud07K7OunUvOxqMsbMZWZzkfdBwCff1rHv5fMlxWhK2yKsOZiZM5opRuzStO0dDpYRv8OXFvHkNk/jjrXafB23htP7U167+W3soT8x9TycfgD+debaReMlyyMxKGNsg/Sta48RXNn4eTQLUmC3YmW5KnmdjjAPsABxW8Xyswl78bI9q+GE890mrT3AO+acT7j335OPwxXowHlzxS+vyN+PT9QK4b4WQungayuJlKy3WZDkclR8q/oM/jXdbTLEyjqRx9e1dNNWikcNaXNUbNWEcA1z/i3j7J/wAD/pW5Zy+ZAr+ozXlnx08Val4cg0VNNaJGufP3SOm4rt2YxnjvWVZNxaHQdppmjLPHbwtNNIkcS8l3YKB+JrhvEHxS0jTt0Omg6hc9MocRA/73f8PzryHVNc1LWHEmo389yw6K7fKPoOgrOLHtXPGkup2SqvodTeaxcaveNqV0qJLNyVjGAMcD9BUEkqRQtsRVycsQMZqvZ/PYwnHqP1pl6+EIFYuPvWOuM7QTKG7zLobvWuugYS2NpKpx9nQt+O01xBJDZrofDsjSRXMTsSrDAH4GumUdDmhUvJ3Pbfg9FJH4Rk8wHBuCEJ7gKP6k16VEBurm/CNguleFtOszgOkKl/8AePJ/nXQxuvqM11wVopHn1HzTbLlp+7nkj7E7x+PX9f51qL04rHziWGRSPvbT9D/9cCtVJFBAzSkSeS3NlbHRL1EhiTdbyD5UA/hPpXhB+5mvcbi526dOo/55OP8Ax014e+APbArlxG6O/D7MyL37wJ71UzU9y5knJ7DgVFjIJx0px0Qp6stxBrqRok+Z3CxqPckYr6J0bSo9J0e1sIgNsEYQn1Pc/ic1876axhu7aTOD56EfmK+l1OCfrW1JbnPWd7E1ouFZfQ1cVQO1UIJMSyD6GrqMSRWzMDQt1HHFakSIRjArNt+gri5NU1O58bX2mDW7u0hDSeSsShuVTcF9hweTUNjSuT/EvwYni19KRr1rZbQyjCx7i27b7jHSuVtfgzoaYNxe303qAyoP0FbPh7XL/UTO9/eSz7QhTzDnbnOa3n1RIk60tNzaKfKeJ+K9HtNB8QTadYq4t41QqHbcRlQTz9a5i8+6fSuv8b3Iu/EtzMOjKv6DFcXfPnCg/WuJq9R2O9O1NFAnNWLVuUX/AG81ABkgY61d0mwm1PVreytwTLM4jXHv3/DrWz7HMtHc9h+FOhrY6LNqDr++vW3KfSMEgfmcn8q9FRCACCRWZp9tFp8NvZw8RwwiNfoMCtIOSBiupKyscknd3LsIJ/iP51q2y5A+Y/nWXb9KoeLtQutO8NvcWU7wTCWNQ6HBwTyKGxJHVRoEVolJAAOOfWvlu0+FPi+/Yk2MdspPW4nVf0GTXqWo61qNvpcOoWXiLUpA0/2fMyKgmwuWaPvtB4OfUfQdtHcIseWIHFRpI1jdHill8D9QkJ+2axaxFSMrDG0n6nFU/FPgaHwd9kNtczXC3KOJHkAGGUgjAHsa9uGoQK0pLcb8D8hXnnxRvobnTLFInDMlwxPsCtZ1lFQZrRb9ojye5IK81iSHc5x0rTvn2qQD1rK9awpLS5vXeth8MhifI7jFd34M8IHxZ4mDygjTrUK1wf73og9z/LNcIsbySrGiFncgBQOST2r6d8E+Hx4a8MwWbAG6f97cMO7nt+AwPwreMbu5zynyxsdTAuxFRMKigKqqMAAdAK0rcEkfMazoOlaEBxW7OUv26BMxg4A56+tedfF3wPceMpdFW3vYrZLUTby6lid2zGAP901Hca3fP48vNNl1q9tLUzmOMxSxosYwDyXGMdeOuadomrajPqWpW2pXVzN9ml2ItzjenJ644zwM4qLp6GkYtO5xlt8D9Mgi332rXU7D+GKNYx+uTW1cfC3w1aaLexWtgXumt5BHNM5dlbacEdgc+1ddd6nEsQBI5YD9ao3XiS1h5kYfQUe6i3c+cbDjT4z3BP8AOq964Ck/lWjcIsNzdxJwiXEgUe244/SsW8k3NjsK4UrzO9ytTRU6mt/wfBLe+KdOsVyRLOoI9u/6ZrDjBLrjrnNes/B7QA2o3GtzJ/qF8uLP99up/Bf510pXdjjvyq57SqKpwBx2q7CoGOKoJktV+I9K6GcxpwqpTHAq5C42A55IrjvGGo3eneGZLiyuHgnE0ah0POCTmuR1W/8AFejaVYXdxrF8sl0XLxEYEWNpUE46kNnH/wBeob6FKNyGdR9ll/65t/I14lOcRfhRRXNX3R2UNmYzn94frUiKDaFu5cj9KKKfQOoFitxb47bT+Oa+mVOaKK3pbHLV3CE/6Sfda0oegoorRmSNO35TNeWa3fTad42v7uDb5sc7bdwyOV2n9CaKKzkXHcTw4Sv2gDoAv9a3HUMvNFFI3jseX+MY1i1jC8AwIT9ea4m6++aKK5Y/xGdUv4SGW4BmUHptP8q774TW0UviC7uHXMkEOYz6Fjgn8qKK3h8SOefws9fBP2hPx/lV+LoKKK6GcqNCDpWN47/5FOQ/9N4v5miipewLc4HVtdbVoIY5NPsoDCqpG8CupVB0UAsQB36da7OSaTZ949KKKz6GyMUlpY2DOwyx6H3rlvGlnFBokMybt5nC5JzxtNFFYz2ZrD4keYXhJeqf8Joooh8JVX4juPhzZQXfjyyMyBvKiMyg9NwXg/nzX0JEaKK6KXwnLV+IvQ9KvRf0ooqzM8o8R6odP8Vawhs7O6jkuNxS5i3gFRwRyCOvTOD3qh4N1i81m/1y5vHDSm4UlgMZzmiiszaJ0NwvmTRqxOC3r7Glj0y0kl+ePP1ooqUrst7Hk3jm2isvFmoRQLsTcrY9yik1xE33jRRWEfjZvL+Gh1vxPCR/fA/Wvor4fQpD4Tt9i43ySM3ud2P5AUUVvD4jnqfCdlHV1DgCiitjAxPHh/4pCQ/9N4v5mvGvFuu6lc6FFYTXkzwRSM43SMSxbHUk8gY49Mn1ooqHuXHY/9k=", "info": {"video_id": "101997", "label": "moving camera across a surface without it falling 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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74p0e1JgtIrm3SR8sZBtH861vFZ0y/Ng1vcCe+kYIscbA7U7k/jiuetzTjfYqm1F23Od8Q6hcabokt1alBKhHLjIAz6VyMPxfv9P01rCHTrUuzu7uXbBLEc4/Cun8SYbwxqQIz+4Yj6jkV4dcyNA63YjiduVKyLuH1xWVPSR0ytyGrqvizVdWuTulCs38EKY/+vWbKZIbdjOX82TA+fqFFQRtNd3aznMSsu1mTgcD0FJOzT3Coo+UcD6VpJa2FTe8jeskkHhi8j8who5IpwM8YyVOPzr0LSdVUaHayXEoHCxgsclieBXlg1VEsry0AJaUKo9ABzmruiahLc3Gm2jyNsW4+778YP8ASolBtm0ZxtZnY3viaDV7xdA0yOS5lmk8ueVlO1Fz82P5VpWPgiE8SRjNd3ZaVZ2cG22tYoQxLN5agbieST681eitwO1d9KlGmrHkVqrm7nIReBLQwsViG8DK/Uc10Fn4MsJoUZYl2uoP51v2y8jitDTVWNZIwMCNzgex5H8/0rRpGSuchL4ej0B8xTSOk/RHYkLj0/Omh63fFJG61x/tf0rnWbArza38Rnp4f+GjgD8Sr3Q9SuJJbO3mm2PDG24ptBIODjr0rjte8aaprEpd3SIOcBIVx+vWjxXEJfEWqQgBVE7FePxrnXmuL6IxlECx/MNihQMD0FFNXVjSro7pFuFJY5lmlbpljlsnp3/Oo7IytPPNGeiNnn2pt0RbweXGWywBbPb2pLaR7eIqrKrujHLdAMf1ppXuyublSTO2spk1jwtFp08u+dpgsGeSSBnH5ZqW08DNK2JFIP0rlvDWtLpF3LNLH5hiidoM/wAMpUqD+te3eDbdpPDdnJMS8jAsXJyTk5/rW+Hil7rOXF3fvo5W2+HKSAgsQccHFbum+ALeWGKUAgkc4HIPf9a7m3iUHGK0NPjWOeaPHG4OPoev6g11OMexxKUu5x83hLxLb2TwaXqxSJ1wYn4yO43duK2g5211jj5OK4wPjNcWJSVrHZhXe6Hs3NeYeONb1PRfEbz2V1NE+xJFAOVwB6HjrmvTCwIryz4nxn+19PkP3DCV+vzf/XrlZ2097HD6jq+q6tate31xcTrjIMrcH6D/AArLiSObYvmEsxHAGAB3qUWM8moyW8TMsWcEe3pRKgsoWQKA5ZlU9wueK10toRFScrPZDHZbzUQCcIvP4Cuq0jQovELNLbuof+NO4PrWV4Pt4k1MX12u63h3M+e6gEn9Aa1PhpLOPGlosAPlTMUdM5+Ugn9K1ppJois3OMr77nU2nw3eTgyAceldBpnw+hkhik6NjnA6Hof1ruLG4tJ7ue1icNNbkCUAfdJ5x9a1rGNY7iaPHBIkA+vX9Qfzrs5YvY8y81ucmPCfia3sZLfS9WEcTqQY3GMj03dq2G05tI0DTLWVAkvztIBj7xx6V1yj5RisPxU3/Hp/wP8ApXNXiuW50Yeb51Ew2J21GHGMHoeDSB8io5DxmuK53ngHilHi1e9gVstbzMhIHVQawLxoSiGCRpWDc5GMj6da6/xPCI/F2pL/AH5Gb8wDXK2YgEphjwZXyDIVJWMdz71pSa+4de7s+5JbEpG9zNtARcRqoGMnv+VTeHLdNR1yNZX2AuAGPqelULkrHGtuh+VR37mt/RLMWttaM4w1xcKwPcBQTVx/mE4u3Iei6L4S0+9a4REy1vL5Tntu7108PgyxtvJlEC/KwDk/3Tx/PFZvwr86XTL+aY7xJP5gY9yc5r0pIlkhdGHDKRXdSfNBNnmV4clRxRnW3hKwdNkkCFT1BWrNj4B0ay1WC/tkeKaJs7VPyt9Qa2dPffbxsfvEYP16H9a0E65FKaT3ITa2PC9b1XTF0y5hm1C1VnidQpmXJJB4xmvG54/NtQu0swfOB3rGgUtOgCk/MK3UJUkVwSjy2PUpS5k7iXMnk2qxquzA5Gc81DpSiW4y/oar38p+7UVteeQAQOQpX8zVRjpcHJJ2GTKY7qQe9dn8PdKi1HxLbBhlLf8AeP8AVef54FcrfbftSyDBAiDH64r0z4P6YYLO91adwPOPkwgnsOWP54H4GtoRu0Y1J8sWj1mD/VKfarEb5OMc1Rtp02bd3SrkLoT1rrPPL8IGR61dT93cqw4Ei7T9RyP61RgIzVyYn7MXXlk+YfhUsdjJ8V8G0/4H/SubkPy1Q+MXiy98OQ6N9hjgc3ImJaUE4xsxgAj1rxS/8c+I78MsupvHG38EAEY/Tn9a4qtNym2d1CaVNI2vFgCeLbwY+8FJH1UViwBbSzcYG9j19qqQvJLEkryM7tyWY5J/GlupCsZzXPZ3sdqacU2UpGMtwQTx3q1q6eU8RThWQA/zrNWTEjHHUYq9LN9sscn74lAH5V0pWOdy5ri2EKzyRQ4JeQ7iPUDoPxr6a0CxXStDsrAnLwxAMffqf518++BNKl1rxraIg/cwN5sp7BF/xOB+NfSCYZ8nGa3oxtqcted7RLkSgc1cQeXcRSj+L5G/Hp+o/WqcfUDNXdpkt2A+9jI+vatjmNIAFc+1cPntXaW8okgD9iuf0r541T4wICyaVpbMckCS5bA/75X/ABrkxMW7WOrDNK56iWwD+teW/ETVtPv7i0gtLqOeW3LeaIzkJnGMnp2NcLrPjLXtb3peag4hP/LGH5E/IdfxzVLSsMk4HGMGud07K7OunUvOxqMsbMZWZzkfdBwCff1rHv5fMlxWhK2yKsOZiZM5opRuzStO0dDpYRv8OXFvHkNk/jjrXafB23htP7U167+W3soT8x9TycfgD+debaReMlyyMxKGNsg/Sta48RXNn4eTQLUmC3YmW5KnmdjjAPsABxW8Xyswl78bI9q+GE890mrT3AO+acT7j335OPwxXowHlzxS+vyN+PT9QK4b4WQungayuJlKy3WZDkclR8q/oM/jXdbTLEyjqRx9e1dNNWikcNaXNUbNWEcA1z/i3j7J/wAD/pW5Zy+ZAr+ozXlnx08Val4cg0VNNaJGufP3SOm4rt2YxnjvWVZNxaHQdppmjLPHbwtNNIkcS8l3YKB+JrhvEHxS0jTt0Omg6hc9MocRA/73f8PzryHVNc1LWHEmo389yw6K7fKPoOgrOLHtXPGkup2SqvodTeaxcaveNqV0qJLNyVjGAMcD9BUEkqRQtsRVycsQMZqvZ/PYwnHqP1pl6+EIFYuPvWOuM7QTKG7zLobvWuugYS2NpKpx9nQt+O01xBJDZrofDsjSRXMTsSrDAH4GumUdDmhUvJ3Pbfg9FJH4Rk8wHBuCEJ7gKP6k16VEBurm/CNguleFtOszgOkKl/8AePJ/nXQxuvqM11wVopHn1HzTbLlp+7nkj7E7x+PX9f51qL04rHziWGRSPvbT9D/9cCtVJFBAzSkSeS3NlbHRL1EhiTdbyD5UA/hPpXhB+5mvcbi526dOo/55OP8Ax014e+APbArlxG6O/D7MyL37wJ71UzU9y5knJ7DgVFjIJx0px0Qp6stxBrqRok+Z3CxqPckYr6J0bSo9J0e1sIgNsEYQn1Pc/ic1876axhu7aTOD56EfmK+l1OCfrW1JbnPWd7E1ouFZfQ1cVQO1UIJMSyD6GrqMSRWzMDQt1HHFakSIRjArNt+gri5NU1O58bX2mDW7u0hDSeSsShuVTcF9hweTUNjSuT/EvwYni19KRr1rZbQyjCx7i27b7jHSuVtfgzoaYNxe303qAyoP0FbPh7XL/UTO9/eSz7QhTzDnbnOa3n1RIk60tNzaKfKeJ+K9HtNB8QTadYq4t41QqHbcRlQTz9a5i8+6fSuv8b3Iu/EtzMOjKv6DFcXfPnCg/WuJq9R2O9O1NFAnNWLVuUX/AG81ABkgY61d0mwm1PVreytwTLM4jXHv3/DrWz7HMtHc9h+FOhrY6LNqDr++vW3KfSMEgfmcn8q9FRCACCRWZp9tFp8NvZw8RwwiNfoMCtIOSBiupKyscknd3LsIJ/iP51q2y5A+Y/nWXb9KoeLtQutO8NvcWU7wTCWNQ6HBwTyKGxJHVRoEVolJAAOOfWvlu0+FPi+/Yk2MdspPW4nVf0GTXqWo61qNvpcOoWXiLUpA0/2fMyKgmwuWaPvtB4OfUfQdtHcIseWIHFRpI1jdHill8D9QkJ+2axaxFSMrDG0n6nFU/FPgaHwd9kNtczXC3KOJHkAGGUgjAHsa9uGoQK0pLcb8D8hXnnxRvobnTLFInDMlwxPsCtZ1lFQZrRb9ojye5IK81iSHc5x0rTvn2qQD1rK9awpLS5vXeth8MhifI7jFd34M8IHxZ4mDygjTrUK1wf73og9z/LNcIsbySrGiFncgBQOST2r6d8E+Hx4a8MwWbAG6f97cMO7nt+AwPwreMbu5zynyxsdTAuxFRMKigKqqMAAdAK0rcEkfMazoOlaEBxW7OUv26BMxg4A56+tedfF3wPceMpdFW3vYrZLUTby6lid2zGAP901Hca3fP48vNNl1q9tLUzmOMxSxosYwDyXGMdeOuadomrajPqWpW2pXVzN9ml2ItzjenJ644zwM4qLp6GkYtO5xlt8D9Mgi332rXU7D+GKNYx+uTW1cfC3w1aaLexWtgXumt5BHNM5dlbacEdgc+1ddd6nEsQBI5YD9ao3XiS1h5kYfQUe6i3c+cbDjT4z3BP8AOq964Ck/lWjcIsNzdxJwiXEgUe244/SsW8k3NjsK4UrzO9ytTRU6mt/wfBLe+KdOsVyRLOoI9u/6ZrDjBLrjrnNes/B7QA2o3GtzJ/qF8uLP99up/Bf510pXdjjvyq57SqKpwBx2q7CoGOKoJktV+I9K6GcxpwqpTHAq5C42A55IrjvGGo3eneGZLiyuHgnE0ah0POCTmuR1W/8AFejaVYXdxrF8sl0XLxEYEWNpUE46kNnH/wBeob6FKNyGdR9ll/65t/I14lOcRfhRRXNX3R2UNmYzn94frUiKDaFu5cj9KKKfQOoFitxb47bT+Oa+mVOaKK3pbHLV3CE/6Sfda0oegoorRmSNO35TNeWa3fTad42v7uDb5sc7bdwyOV2n9CaKKzkXHcTw4Sv2gDoAv9a3HUMvNFFI3jseX+MY1i1jC8AwIT9ea4m6++aKK5Y/xGdUv4SGW4BmUHptP8q774TW0UviC7uHXMkEOYz6Fjgn8qKK3h8SOefws9fBP2hPx/lV+LoKKK6GcqNCDpWN47/5FOQ/9N4v5miipewLc4HVtdbVoIY5NPsoDCqpG8CupVB0UAsQB36da7OSaTZ949KKKz6GyMUlpY2DOwyx6H3rlvGlnFBokMybt5nC5JzxtNFFYz2ZrD4keYXhJeqf8Joooh8JVX4juPhzZQXfjyyMyBvKiMyg9NwXg/nzX0JEaKK6KXwnLV+IvQ9KvRf0ooqzM8o8R6odP8Vawhs7O6jkuNxS5i3gFRwRyCOvTOD3qh4N1i81m/1y5vHDSm4UlgMZzmiiszaJ0NwvmTRqxOC3r7Glj0y0kl+ePP1ooqUrst7Hk3jm2isvFmoRQLsTcrY9yik1xE33jRRWEfjZvL+Gh1vxPCR/fA/Wvor4fQpD4Tt9i43ySM3ud2P5AUUVvD4jnqfCdlHV1DgCiitjAxPHh/4pCQ/9N4v5mvGvFuu6lc6FFYTXkzwRSM43SMSxbHUk8gY49Mn1ooqHuXHY/9k=", "info": {"video_id": "101997", "label": "moving camera across a surface without it falling 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": "bb910eff3d72f288810e63173060388828e482014fc120a96431a39d808af48b"} +{"episode": 55079, "episode_seed": 2150761681, "split": "train", "timestamp": "2025-10-13T03:27:56.571036", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2150761681, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 motor behind sewing machine'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "69886", "label": "showing motor behind sewing machine", "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": "69886", "label": "showing motor behind sewing machine", "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": "e9b614f765b741598387748cb0977c327659f936dcb004c530a8e00268d5583b"} +{"episode": 55080, "episode_seed": 1771111342, "split": "train", "timestamp": "2025-10-13T03:27:57.314335", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1771111342, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending or failing to wipe coin off 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', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "163347", "label": "pretending or failing to wipe coin off of table", "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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Wx4r1uS406Oz2bQXBPPXFaR6mco7HLggMGBBOeeK0YiX2sx79hWOh3HP860YJMhSenenoQdLpao0gBJzXoWhIoxjPTvXm+nyqje+M5rvvD1yAVB6HpW1JrmMaq0OJ+ODFToeMf8t//ZK8V1OcrEsanhutez/HQkf2ER/03/8AZK8OBF3qgWQ/u064/OnUX7xsIO0EaukWGbu0aQ5481/6Cur1S6NyIYWbClgqj09awtMdnlMsg2l+FX0Hatkw+ZeQykZSEFj9a53a50Qudv4aRYzjIwBjFV9Vv7e1jm06MlJmly4H8QJzu/LA/Ck8NzM5LkYHtWL4raSPxChVRl1FZp2ZrKPNY7eyv3sdO/dDdleST0rg/tDT3Uzkkl3J6+taDajJb20i5PKYArCikw+c9a0TuZNamzbFQehJzXWaOVOw4GTXHWjc4H1BrpdMuMupPHSnEiSPTdPx9jJAxxXykBgsCRgk/wA6+o9IuA9qVz2/PivlJ+JWAPc5H4101dYxsZUtGy1LOiKz7gNozg1maUGkm80g/M+4mo9Rl2whDjLnHB7VoaaoWOPH1rFq0TVas3DEbiYSP91Olbtmgni2461j7ikKIOrmug0lQqbiegrmlI3UEWLGJrSVYVAx1o14Ot9BMEyNuDVywzNdGQjIHSpNahlE9tIqFog37wDqB61k27lxKc98XsvKcZYAbTjke1SaYxU5boelUdVXyJl2kbT0qSylG7g8Zrentcwqb2PSfDzAuuTx1rlPjdg/2HnH/Lf/ANkrZ8P3QV154NYHxllSWLQjnJHn/wDsldd/3TSOZL30eYRugxznB6ZqVJUbgMR7VRBAzg47VKjjBAIrmOpMvBicnPPTNODbQzBgMfhVQSqF+9StKpxkk460KIpM3NL8WajosDxW4ikVjlfMBJQnrj/69FjLNdTSXErM0kjFnY9ya5u3nW5vQmflWuusUKoCuMVNVvYdKCvc2IogyDFTyGRIvlNNi4QZqfbvXFczkdPKVbK8lWQowwDWzpK7L7P95hWbHB+857Vo2kvkzru9RinG17mc07WPF43YwrDGMeZ8zn2roLTAgJH8I4rCiTy4A2fmc7V9hXQaWgbG77i9a65s5acC3pSm0RUI/eSNuY12d6zHw9cKOW8sn6VzOmqtzqBk6IpwK6DV5mh0W52/eMZAArNnTHscvolzJHCz/d2gAU3XtQN3cRjdzGvb1NW9LtWGkK7D5m4Nc7fTH+0JE7KdtXHVkTdiSKUtjLY+tadtJ06ZIrChchz0A7Crsb/MPnAPsa0SvuYtnU2U53DJ4rrNH1DyyMuuevWuCtJwSMuF/wCBVWsLu7v/ABdcaadYuLOM+Z5XlKG3MqFgvsOCcn0rSEbvQzm7LU3PjTqSzWmivnG0Tf8AsleR6XCZJBk/M/U/WrXiXW9Q1eOxS8u5JwuSoc5xnGf6U3TiI45Ju4BA+tOpcIK+hsW//H0dp+VTtWukLCKzWIDMjmud0pcbCRnHJNbEEwmv/ZeBXG9WdkdEdrokQitlCnnHJrC1gPdeKowwzGsYXPoa6CwZVh6/hWVKQ2ozZx8jAioT1LvoUdbTyLaRh2wv51hQvzwTitvxG5fSy3TLjmuajkGBlsADHSt6exjU3Ny3kzghs5rcsrjaFyx461yds+04GefUVNq9/LaaO0ttM0codQCBj8K0td2MW9Lnq2l6qUXAbORz7V85tINxO48E8/jXc399JZ6JFqem69qUga4NtmeNY1nITLPEOu1SQp3eo9wPNr26McLADBbitnF7GaktyvJL9ovRg5VeBXUaahJUY4Fcvp8fmHdjkmuxsIzHFx1NZ1nbQ1pdy+n7y4HovSughkCW34ViQRkDPc1oFmW3AriludfQ3dHl2nk9a1dQmHlow+hrlLG92SAZq/dX4KAZyB1rN7jsU9ZlG6LPfIFRWkuDioNWukltYmUjIfFQW9yqEfd/Wumn8JzVPiOw0+/8llB4zWL8TL3z4tIUndt83p/wGsTRr5b/AMWtpt5qdzaW0sm2OSKaNFj7ksZOMYzx1JwKxNfvL3+05rK7muW+yzPGqXON6YOOQOM8DOOK6eR8tzn5lcrBgTkr/wDrpyvjIH3vcVT84kZ3YFPEmQBvNZ2NlIuCTAwOtVr2+8i2bkZI+lRu4GTknHvWZIr6hexwq6qpbGScVUYEynY2tAieTDnksa9CgiMUMa+1ZukaRHp9vGhIZsZJrXVhJcDb91R0rmqe89DqgrIuJk4WrJDKgxTIly2al6nHasLGt9B8QITPaoZ7oq42jP0rL8TX0tpojSW0zRSCRBuXrjPNZOr2fiDRdG029ur+7Wa7L+ZEUwIcbSoJx94hs47fnWsKDmuZGFSqouzOV/5eQvZUGBW3ExjsflxyKKKt9DNHRaIihRx0xWtqpJt1zz8w4ooqVuaFOABLcqOm81xN2f8ATpj/AHpDn86KK1juRIQIBIAC350yCVwp+YnPXNFFaxM5GnBK5QfNjA4rn5NVudL8TS39uUM8cjbd65HzKVPH0Y0UVrTWpjMw70YeAdlBx+laEH/HvCOzHmiiprF0zes+BgdhVvTj/pBPfdRRXJ3OtdDr7WRhFwapIxNzcMTyXooqO5XQZrig6SoI4LCuSeFDs68H1oorWHQymSxswIOTkCk11QNHY5P304z70UVpDdGMupS1XxI+uQwQy6Zp9sYI1jie2R1KIoOEALkAc5OByea4e/YlwM8UUV2r4jn6Glo6glPpmutteCtFFcNb4zqpbGzbqGzkdKsToBBRRWD3Oky4XYS8GrcsrFetFFZldDNu3KxxqOhOTTrZztUADB7UUVvDoc9TcyDrj6XqV6jafp97FLKGMd5BvAZehBBBHU5GcHuDWdqF/c6lez3t3KZLidzLI+MZY+3b6UUV3L4Ecf2iJPuirQQbC3OQKKKyZqitdHEJx3NZmSrZFFFb0tmc9b4ju/Dl7PcWn71yxTgE+ldNaE5LZ5oorhqK02ehS+BG6P8AVqfamysQoxRRXPLc3WxzPid2OjPz/wAtU/nWBLrmo3+nQWF1dzTQQO0i+ZIzElsZzk84xx6ZPrRRXVh37hx1viP/2Q==", 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", "info": {"video_id": "163347", "label": "pretending or failing to wipe coin off of table", "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": "d2074a931842285ebaf06ba3b7b8a6539501a3d58ccf3b8c1421d5b61c289eb2"} +{"episode": 55081, "episode_seed": 1273038973, "split": "train", "timestamp": "2025-10-13T03:27:59.483191", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1273038973, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen out of pen stand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "3123", "label": "pretending to take pen out of pen stand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "3123", "label": "pretending to take pen out of pen stand", "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": "54f1a59e6e1ead425669ddb594026003a7196845da5af2a13b73f11cb3581395"} +{"episode": 55082, "episode_seed": 404057568, "split": "train", "timestamp": "2025-10-13T03:28:00.372265", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 404057568, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lighter 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', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "128727", "label": "pushing lighter from right to left", "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": "128727", "label": "pushing lighter from right to left", "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": "d14399a8607c7448d9a89cc605832871cfd9d0cb1d4c917845042ce4cf8b561d"} +{"episode": 55083, "episode_seed": 360357481, "split": "train", "timestamp": "2025-10-13T03:28:01.915950", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 360357481, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin bank so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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djjNW42eO3jeK9YSFSWTPTnA/xrdgjjl0OONhlWxke+0VjyWkP3VlTK/LyPQ//XrX2bik0cimpXTJbTU9V81VhuAxyAMtjnOOtXrDxpqVhIzxsUdj8zIev1rCNhOPu4YezVGbWdesTdcUueoh8kGes20W1lcnGAOKv2x86VpGPyrWfbu2znqauAbbMoh+ZzgVwTd22d0FZJBPE2o2MqKTHExwW9u9Zs0kVh4PkFqSsXmkD3xXQXka22kCFTjC81x+tTeX4TtbdcfvXY4H1qUap9S74YgtlsLeSRFZmLSAbASfbn61zviSxgtdQJtiIicmQRDap9wO3X9a6jS5L2xSyFoZPJebY6Km5WOFGD6A5rM8YIVjjlktXSUsRjAC9eSB6n+laRo8s+e+5lVnaThbY5ey8RXOjC4VJpQtyhV9pGSQOMk9snpVzwuw/si72nP7w/0qDS9Cs9e+02H2sQ6sQXs4yPllI6oTjqQPlx3qLR7ttJW7srxTESVOCO4rqpStLU5aybTsTXc48+RVugjAkbXXjIAH9RVVkZjlreGVS33oz2yf6CrM907MUH2edCcLlefvZ6+wH51QdY1xvtpYWC/ejOR0/wAWNaNkJNI2PD0Ub36+VC6PgZVvU0apFNd+KZTDJJGba0aTemPlwMjr6nineHn3XUgSZpTg7RjkcEf0rXvCtpb6hOYwWukCkjjA24/+vT50lyv1IVNyk5I82vbiS6u5J5cF2POFwOnpXR2AVLOJc/wiskWG9i8h4/uitmwjUJgDA9K4KkrndShZnY6FfLDYNHLkKWyh6gN05+vrWrdxRtpMyTxMUYkt5ifKx6YAI/UelY1pEi6EGMLfPI4MnVSMDg+nQ/nW/a22rx/bA+82zMpQzP8Au2HT5T246/SplQjUinszepJQhFrqeUXkEdvNKqLjDMAD/DzjBqpf6zPe28VpKzssDfIzOT8o6DHTgZra8QRFNRuIzGsUanGAckfjSXWkabrGjxanoztDeQ/u7u1kblzyRKvJ4PcdARW9zkk2zU1EFrRQI2fdCMIDgnNYErRxy4JuYPmz8wyD8x/+J/Kpl1dXt4redZEkjVVyOuV7YqF5Z8IpuiCUygmGd4Oefpk/pXU5JvQ5owaWo2OWQj5LiKYejjBPy/4kVYvBLLr2qXUUkkf2WDduTHUY4Oex5qqUZz+8t4nBPVDg9R/QVrXk4t/D+pZgffdSSKzgYwQQAPyBoWq1FLRqxoeAFfUf7XnlAzOUQlRgDr2+lejzbc29tEv8Stj2HrXEfDmBrXQZJGQqZpi3PcdB/Wu3tmAkluX6KMfgP/r1wTd2ehT0iiHUpnSGcqhldIiBGvUsxwBXOzSPongjYQiXdzK8spTozDj9BXTMrwaY8zn9/MTIT6Z6D8BXEeInEmk6PZ7mJaJpXx1IJZqhXNL2OOi1K7KSQ+YpizuKuoI5P51YGtQp4du9MaG2Esp3CRo8uwPoe2P1zWbCEG478ljxirFz4avZdAGtwbZYUcRzxqfnhz91iP7rcgH1BroT0OaTudBpTH/hG7UdeB/Ksu4RnJBt43TPBjYZAyf6VZ0O8RtCjgGA8cjADPJ4GKoXP2ZUJa2ngkXHzRnIztOePq3511tpxRxxTUmVGhtDw/mwtjJ3DpxmqWp2624i2ShwxPTtjFaYdmJSO7SQDjbKPcD+hqjfwvK0e6JYsAklTkHJrKSVjaLdzPtyBMpNbdoweeLLBBuGWI6c9ay0iCHAHPrWrZxJJNHGzbVYgFvQVyyZskdW8f2bUYZbTULW4hG0+WHYFznupAOK3bGSS+k8yC3aTDEbGwdjYyARn1HauU0awhg1KWSJGnxA4wp5GccgHuDWvFZ3d5AJLKKSRknyyxNhh8vB98ZI/GtIxVSFpF+7Gk2t0U/FcQ+48TBN/Ug5Vjk8f571wtydqtgdeAPqa9M8Vx3SWU73AheRWIWTOWXPWvM7mNmPzkZAzgUKKhFRRgpuWrOksZN+kW+fYfkAKoyxTkbpLON1JHzIe27/AOsDVSw1PyLYQSKSquTnocH2pxZCjPE80cYwC2cheCFB/OuznTikc6g02R7oFKkrNCwwfUd2p6SOu3Zcq4GMhuDwOf5ilzMw+S4jkBBwGH0H+NRSKWJD2w57qfU/4AVGxR6XCx4wK17ZR9oTdyFGazraPBXP1NaCPt3PXmnorQNcu1FpIAeQpriry6Vre1VvmWAqCPXnNXPEOp7Y5ATjNc7ok63+tWVvK+2KS5Xc27GB9e1Nag3bQ7bT9Rgiika0v5YLgIGMe8ruOem08Hiua8S6tczqBM4O1uDjHb0rtdZ0ywn1sabZFCzpk+f0PcYYD+lefa9pw0zVPsk9uUwcMd29VP1HFaOV0JyTi7rVu5ziyuZxLE7q4IKspwQR0rqG0a/1mzsJVnguZ2yJIkk2yJzjLA/eHTlc/SqclgdmIgrDHVe9R75YNrBsYHT0pqVzPlsSXWn3NmJNPe1MFxMBnzOqBTzj/Hvmsstd27bUl3445q8up3IvmuZmE7+T5S+eN+0dsZ5FSvcW9wyYiWNtgLd8nuR6fStoyukrkuKbdyz4alkkupHdQjKAABj5sn+lXNdv0EYiYk8knmq2kSItxMy9AuORzn1rH1m5Mlwfas6ju7FQio3O78MeErDWtHkmmmMUjNiNgeDx3FWZ/hxfW0RltbmKVAeQeD+mRVTwl4hsodHS1trG8uL2JN7rGwJI9VXPP4c1tWXj6UDd9guEQH/WRgnH1HasX5lK/QoK99Y6cLC7013hWRWLR4bp19jVa41S2hs1NnM9oxU70YlOc8cHj8q7O18WeGNWkUXaRRzfdHnpsJz/ALQ/xpNR8J2OpRF7G7Vclm2zL5ifQMOf51cZaaFxm4yTaPE9WuZLm8faWkYnkjucUzSoQmowPOZIow43mMgMV74zkfmK7fVvB97peZJbJ2QDcZbf94gHqQOR+IrmZLaPcHSVWwcEDrSTtsZ8qZoJoNlcS3E9pqtuwLbglynluy9weSpP0PPoKxpbN723W8l8yQ4CRnaVBUccUycMoKZIB7Gi1vLiyEaxyuqxhsKDkc9eDxWsJW0JlrbyKgtLiNvld156GvSNX8Pz6nta2uLcwIq/IpIZmxyeeDz71wgvAYxhRu6df5V7F9ieHewEQVV3Z6n6UTdtmJxiZGk25tLWK3x/q15+tbyIfKhjbkM2W9xWfapu5P8AG36VpFwsgb0HFc3U3WxW8Q3PlWE2DgiM4/KuIN/Gl9BLInmiO1eAL9Fxn+dW/GGsCOJ1DdeMVxUd7L5JnLgCKNidwzksen1qo73GmlpLYqi4QJuCAEcc9qdpWs3WkXM8tqVKToY5o3GRIp9ff0Passuz5LHC5xxV22j5DhMDsc1pexha5o6nZSwakgNtLZ+ZGJtjxlWxjO4D0weopkrNFbAQM0t35nbkKmP1PT861rPxHe2RClhLEn3YplDoPoD0/DFVBqNtc319czQmBSoWKKBQUA7jrn+dawlrqJpWsZLXmDi4thu45ApUVZ0P2ZXIXGR1xxgfyq/PYQrMRFKJVHdRwa2/C8NpGbyO4gWZH2jtxjPf8acr21JcOVXRx7RsHzjFXLMB7hFOea9GTQNNvMiOTbnolwocfnww/Oqd14PEZyLCSRgMh7GYN+JV8H8iaxcQUzB0u/8A7Mv/ADSnmLgqy9CR7VoWd5pzqdzmGcRsQ5JQ7uwyP8apXmjva5kMk8SnobqBos/nx+tUzaTxk5AKbeGByD+VVGTiUmrE+u6lcyQSJJcNImAcM2c/jXHyF5pMqGJ9fWtmWFtx2qOfaqZQhuBjFJy1uVO0pNo2F8LXk91F9jmtL5WjB3wOflOBgMhAYHPGcEVWns7hC2nzxG33kO6n72R1H8qrpPLExIJBHQ55FLHqdwb+W5nZbh3j8vM434A6c9R+daQkk7mT+GxQltwj4QuuOOaTbcR/8tPwNarXMM4iAiSOQr8x6hm/pVeV4slQCQOM+9VbqmOyauepRALmm3VwI4GOe1Ep2rgcVz+t34SFlDdK4kdFzmPEF8ZpigPeneFra3kv2kvreaWziQmQx9Vz0Oe1Ze4TTtK3Nb/hbXZdBvPNdGW2uDtdscEYx+I5rRLQhvqarOtj4jtH0m8LK4Gz7QNwGfX/AOtUM+pXlt4kujdAyT4OTEuefXFSeJksbzxFbHQ444A4Rgyt8hb6dsY7ViX0lzpuvXAvXVp8kOyPuUnHUEUrD5jsNBstE8R2TCZ2tb5XOZITtOPUr0NQ6p4B1a2R3s3h1CIHjb8sn5Hr+BrL8Hf2ZdLcwagvIO9HU4Yceo5rr4LLUrCMT6LqJvLfAIt5nwwB54b6etUibpnmFxG9u5inhkhlB5WRcGoeOqnmvTr3xBb6hF/Z/iPS/KzzvkXHT0b/AANc3Y+F9H1vxVNY2+oS2kDiQweWvmbiELBeeg4PJ9KpMl6GLpblTLnuBWRe5kuwg6lsAVp2EM9uz+a4ZWUFSDWfGPN1iIdRvBNS9yr6HZw+ERbRC4iupEm4aCVMgxN159TW7p3iOK/mg0rxATY6jF8kN/C2zcPcdDn0P6GtG0aOW18kIrqU3xr3z3FZms6PHqNtDHKAChO2WMfNlug9xmgm5p6rBe2EATUtPttStFwq3cacqMcFgOR068iobEaQ8StpOpzWahTIdsp249SpyCevTFYOi+KtT8MagLLVd01vH8qvnJAwMjPcc9O1dHPo+ka3aR3VpIYbydWYy2YyjHPG9OhHYnilyormaNMXfiCx2Ootr3sDE3lyEH2PH5GszULvwzqkjRa1p/2S9Y/edDE6n/eHX9ay7+61/wAMqqXMYmg/5Z3MXzR/j3X8amtvFdleQx219axTB8lw4BB4JHtnIx+VFg5kVdR+H6XK+boWqpMOohuCOnsw/wAK4vVNH1PSLlor6ykQqM7lG5SPXI4r0GTS7N2/4kupzWbdfJzuRfz5HXtWfrGqeJNK0x/PXeNyg3ELg59BimhM873ozcHFd1Y22tTz21zfai8kJAcReYeePT8ai16x0a50KHVbe8uZ990bbfcW6w/aCEDO8WOdqnCnd6j3A6GBFVgF4ReEHoKU9AjqacHyR8cYHFV72+EMDEnnFMln8tT71yHiTVvLUoDliMVkbowtXnfU79vmxGp5NVVvBHYvbgHY8u5sjg4GB/WoxKBbMxPzPxVEyEEqcYrRLQzb1NSXT7S9vre3t2WIOEUuPu7iOSRXRyeGb+zieG3SDU4oV+aS0OSvuVPNcYk3zK4+UjH3a7HwXqurQahctp8H2ptgLBm2nGf1NP1Fp0MOcDJBO1x1RhgiqrR456Z9K9WfVdD19Taa1pvk3KjkSrtcfQ8E4rB1T4fwmFZtC1ETbmx5MxHA/wB7/GqTJZw6yujEknBGDWrol1cQrci1tRcyMAdgYbgBnoD1/CptC8PxT+LBo/iCS4s0d/LE0U0SJGepLM/GMZ4HJOB3qg+lSQ6vqVqrXVvPY3Bjj87CyJhiMPtOM4A6Eiq6ESehp2/iXUxkfZC4yeNpDDHB6f4Vv6d45jtdsN7a3Eag8nGcfgQKzbDxHa31suk69b7JEP7ueM7TnsQex/StaTTtW02NpLZl1S1YAlGAL4A9O/4UrPoRddTqLXxLo+p2xjS7ieMkB45D29CrVWu/Ceh6gZJVt5bOQnH+jPt/EqeK4uNtC1C4ZLizW0lQ4KAlfm9COorWt7FlkMlhq80QDbFEkgkTPGFAPuaNStCLUfA+pws8enXMN+gAPlyDy3I9ux/OuU1C2udPdotQ06a3fsXXAz9ehrvTd+IrQKRHa3LZwRC5Rz9QeKlHjCCAtHq9rLAxADRTRZDD19DQM8sk2ONyuv0qApxkjmvUZdI8Ja5EGjWKKRuTJbts6+o6fpXO6n8O7q1tpLiwvo7hFG7y2G1iP5E07CujjSD1FJuzywqxf6Zqunx5urOeJePmK8fnWr4h8I6h4b8PaPqN4ZlnvzJ5sJjIFvgIUDH+8ytnHbp1zhgdrdMQh+lcFr8z5IzwTRRXOjfoY6cQMR1rp7lVfw1ZxlFwkQIOOck80UVZHQxrCZ4tViAOQrjANT5E2sTeYisMsdpHFFFMCjCTFIdhxzXXafqd2hMSzMFWMn64GBRRTEzrYLlrtVhuI4pI2LZVkB6AH+prhr+4bw94hn1TTlSOeGR9ikZT5lKnj6MaKKaEZWnys8Um452pgGqul863Hn+8aKKl7ldD1LSWKTKB2YAewPBFZ/i27nsZ7F4JCBMW3L2BB6iiihEszXc3t0LW4xJHMzbsjkEAEEHseayfD2pXWnanFbwSERO7Kyknmiin1Gtj1OK4cwdFAYqrDHBDcHNc74v0Owtbd9RtYvIm2oSsfCMTnJK/h2xRRTYkcbbajcxxFlcDCtxj1xWprmoXDaaoLDb5xJGOvAPP45/OiihAyLV9fHia1tUudK063eGNEiktVkQogz8gBcgDJz05PNddEBn8KKKip0LpmffSvubnpXnuuSu9ydxooqEXLYzQxJUE8CkYACiitCGMJK9K6fwnf3Fkt20D7WZVyceh/wDr0UUyT1AxQaxp7i/t4pgjsq7hyMEjg9a43XUbw1fj+zZpUVkB2u24DPpRRSe44lG18UXNvd3LT2On3q3Dh3S7g3gMo4I5BHXkZwe4NTQzSapeahf3Tbrq4YSySAY3Mc9ulFFWjKWxT1Wzhn0q4mdcyRAFW/p9Kk8Ha1ffafsBl3QdRnqv0NFFPqR9k7m40ex1mxtzeQK0rsxMy8OD1yDXnt28mma1LYwSu0MUw27zk8HIORRRS6jjsdNa6ncyQI7sGYdyM1sWUn2y1d50Rzu24ZcjGOnNFFMlGbrWhWVnYtfWSvaTD/ni2FP1ByK5jStb1E3iQG5YxscEUUVPU0Wq1NzV72a40LdI3/LRen1rC1PWb/V9Lg0y+upp7e2keVBJKzEs2M5JPONvHpk+tFFWSj//2Q==", 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", "info": {"video_id": "31325", "label": "pushing a coin bank so that it slightly moves", "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": "31325", "label": "pushing a coin bank so that it slightly moves", "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": "c04e8d390cfdfa39e2b8bc6fbe652bab748d0a52359713d6d89914a765244bc8"} +{"episode": 55084, "episode_seed": 1840745838, "split": "train", "timestamp": "2025-10-13T03:28:03.623510", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1840745838, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 drinking glass next to glass 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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", 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", 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", "info": {"video_id": "185565", "label": "pretending to put drinking glass next to glass 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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", 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", 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", "info": {"video_id": "185565", "label": "pretending to put drinking glass next to glass 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": "422add68da53e9d5036fab1553673449fec840ec3bde85ea585854de9d790498"} +{"episode": 55085, "episode_seed": 4039576658, "split": "train", "timestamp": "2025-10-13T03:28:05.104651", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4039576658, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting pencil up completely, 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, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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47/fbH41lLA0ak+eauzmqzbkjsNBuZNU0CGS4lBnubWVWHrxKv8wPyrtdFuGudJtJDj5raM8e6iuD+HpWTRNN/wBiR19yN7j/ANnrsfDUh/4R6ywMMq7DnsVJX+ldqSWi2OdjfEeu/wBgaQLs2z3DGZY9iMAcEnJ/IfypyXcV7YQ3UWTFPGrqSMEgjvXIfEDWLmG8l0mSBJLeeOKWJ+8LhiCcdwcfnVDwZr15d6hbaZJ8lrDZtFEDzvIbduPvjjHbFAraDvHdytvpLx5+eZ/LXnGFGGP8hXBqflUsRknJ+prr/iNzLYjsfM/P5a5e302Y2Kz7F2BgMZ5H/wBas5ux24efItEdH/ZdqLOzZYwJM8tjr3NbN3PJCLZIFBY53Z6AVnGcCKJOoQVfsg0se9+WrmbOlCSW8K2IgZAVc4YAdc1naFYmw8SysrboTZz7H9flPB+lakFyieIIhJjyo13c92PAqlotz5/jLUAvMEdtMwRRnqK1p9yKnwv5/kTeK9Ek1G81PUrh1isrLT433Yz5km9gqA+/P6Ve8KAXXhixiCMRLaPHuz7SjH5KKh+I+rmCO08PW7YmCfaZcrwWPCr+AyfqatfDwmTQtMUkZV2QZP8A00cf+zUsLVlVi6j+FvT07/Pf0OCSsjs9ElM+kWkjMW3W8fX12Csrxbq15ouhfaLJY2l85FPmgkBSeenrwPxq34dcnw5ZDP3VMefoxX+lcP8AEK7vrXWGt0uMWV3BGZI2AIyrEblPY8DPsa6SOp1sV4NQ0i2vFXas8Ik25zjI6fga8SVtyZ6Hp+Vdb4O1C8fWorW5mIhW0kggj7KAd/4nqM/SsfTNPgl0+QyqxIzjJ6VE2krnVhXyTL+gRpHZzSMoLSDbnHat622pZ+VGoHHasW1xDbLEvTFbtguIcnvXLJ3Z135ncaCsEbFjlsZJNYC2bReJNPkUDY9yjjBxj5hSeKrycNHBbA736ge1S+GJZNUvLGPazzxXCHAGSMHmtI+6uZieuhr+OPOnsNMEahw11KuMZzkHt64FReBG8mwvYhC2YrzBVj935VP81FdX4j1HR/DVpC19HHc3iyMYIwMhGbPJ/CuS8BzSSvq/n8u1wrsM+qP/AIClhsUq7fIvdXXv6HnNWWp6JoQ8s3cOTiO8mBGfVt39asavNNa6ZfS27ATiF2jyMgEL1xVbTCyajrCbulwH6dA0amsD4hy3lnY2N7ZXLwSxyMhYYIKsvQg9QcV1EE3hXWbjV9AEl7IhuI5fJZgNu84BBx2ODWX4r/1tscY4b+lcRpd1cWmp2L/aGW0juklKZ4LcLknucE/Su18XsFktwpz94A/lUT+E0pq00ctM5LcHinRv0HrTHPFOgXDbj0rA7DN1thHChY4G6seKYF92Bktxj/PSrPiO6E1ykSciPqfesqGTEgUjcPT1raK0FaLjJtHeaMofwfMc8NDc/j0rG8KPnWWXcWV7U4H8QAZetauh3AXwiw29YLnPP61jeFGJ8QRZVW327jf/AHsYbP6Vqtjjn8TO9nge6s9SRE3ASQTDA55iUH9RWv4Thkg0pmkOFkk3Jz2xj+lQ6PIYtQnR1PzW8BHpxvX+grdO1Dt4SMDPAwBU8vvcxm5acpx/jSyklkgu1Qkbdjd8YPFVL6z8rQFEgJ+zKrtxk7Tw3H+6x/KuntNVsdZsjcWcyzRbip47jsQfw/OqF7F54lgJwsylWP1o5dbhzPRHNWoAAqxMdyGq1tU7t8tcR6lyrHCpud2KzfFTH7GqLn53C4FaqNiTNYfiaYEQR87t27/I9K1hq0Zzdosf4MgKa469xZzf8B+U1o+PI2/tjTyCDItl8qZxvO9h/kVW8It5mt3b7MEWMhA/D07delXPH2E1bTlyVnazIjYDofMb/Oa6Ucs94+n+ZsfDmXy9FgJ++l44YdMfvI//AIquz0B1j0mUbdqw3dwuBz0kY/yNcB4C3f2FNlxmO7fJznJxG3H/AHya77RpENxq0BbG3UH4P+0qt/Wm9zKRxnxFkhvJ9LvbeVZIJoXAkB+XqCCT+Jrl9Bunt/EWnSE4/wBIVG7EB/lOfXqKhuHu7eSTT2lIgt7iV0Q9VPQkH+6T29apuCYzsYqVOVcdj65/vZqXuWloaniTVW1PUZgGGy1uXEPOMLhRn/vpWp9qd2jspPCgEY4965y4YwI0q53rtUKTg/l371c0+8/0KRVxhmGMVFRX1NaLsbccvmOvvXQ2jbIsD0rmLLJYE9q31kKw5HXFc0jsiVbphJNM6nlVHNSfD2Ax63qGqTY+y2lvmR8feZjwvvnH6VRg3vDdO3/LQnH06Vv+HLm0t9HOiw5ac2z3124OfmJARfqF59uKitCdSk6cHZvT5dfwMqkramN8QRu8Rx+cSPMslaScH7pLv/nHtW18PJxHoFmP4Uu2GemR5qf/ABVYXxFl/wCKghwN1sLNfMAGed74xWl8PnRvDhIGCt5IFBPT/Vt+PSu+EFCCjHZHE9UdxojyR6RKh+eSK5uExnuJGI/nXBeM9Qt9dh0nVLTPluskLrwXRgQSuPXr+HSuz0/UrfT727tbqRUM2pyRxehJRWx7E815He2ot766iDEqk7ptB4JBIHy+vvTewo7j9IuPsmtWE7MAqzqCe20/KQCe3NWdOl8q0lVgFJJ+UdqyJQrq8ZPPQjPI46Y9O+etSWkqvEu3hTyBmsZ7HRS+I3LZt7oO2a6GNtkOOlc/Ypkqa15ZSsXHWsHudaMK+gnvdcRonEccC5Zj3J6ADua6Hw55WlXaW8JMUszhd4+82etcvBHM3iNpn3eUq8ema2LG5WbxnpUeej/0NaOKl7j1RnrZsv8AjmNY9F0lhG0rPcvucnLE7OTn1FUPh6yxTatHHJ5ikxnf+D1d8dSPH4f0lYcMxmfeCP4dnORWX8OnhbUdUCZ8sJCwyevz4/LmumMVGNkcO6PTtNkY6xqJJ+V4baRRnsUIP8q5nxhq0OqaPqNj8sd3ptzGzqx6rnAYe2G/A1qjUIdIv5Lm6cLbjTYWZhyRh9uce26uE8bwxHxVdTLINsqRygq3UEDn/aBx0o6Erc5+dP8AWld3Q88Ej0ye5rpNS1ddXvQ0TbooreIZHQuVy35ZArmmZVO1sKSOAeoGc5Hoe1XNMj8rzEG0YwdoPIzk81nL4WbQ+JF9YywyfWmXcwihIU81LLIEizWFqF5tSR89AcfWs0rs6DDnm864k2kY3YBPfrT4ITuBY4POAP8AP+earI6BlGeWPOOwrQXLEMFICpyAOB6ZI69q6HoYSk1eJ2vh+3EvhleBte3uMg/5+lct4bIGvWQYtl4ZFaP0/dn+ddh4eDJ4XhPJUWlwSPU5NcboGV8Q6Wr/ADZJXzM53AqRj9aaM5/FI9W04LHq8C5xvtXBx32ynH/oVXdd1dNJ09byWF5IfNWOUJ94K2RkDv8ASqNrIv8AammHnLJcp+iPR4t2S+F9QRXUyRKsmOpGGBBx9M/lSMupxHh/xGmkyS2sUZkW7uIirEfdTJDE++CvFd3N8swBGOehNeSszKDtHzAZUjrwMgV6Iurrd6zbWYwzS2YuSfQnGB+WaFqOSsZFuwIFSueMVRgmC45qfzcmuKx6SY0ttJNcheXDX2rTAMcRjAPp2/8ArV0WpXQht3OegJriopXEjupIbdvLDqv0ropR6mVW70R2fhAhNWvnGcCxlyCeCcD9KtfEBy+racsgOXtGBYHBQeYeaq+Eg/2zU8gbhZHC4zjJXrWh8QpMa9p8axrse1ZG3enmHmtUYVN16Evw/wBg0q/gWQnF0SpA4b9y3/xNavi2a7tZNRubWZkuIL+3niIHdomHPqPX2rB8AbB/aKKQyC4hKn2KyL/WtzxS0ZGo43q32Wzmz3++VH8xTe5m9zi7m9a+uZrraIzPK8gjLZXdn19M5q4bCEeH/wC0l8wzLeGFzIeANoKkr9fzrJlkG1txBJyd2PvN/d9uOa0/CcJ1y8u9Fl1Se3gkDTR+Wm/e6oSBzwPu9T2GO9SldjeiOf1DKtGDuDEZYFt3IHXPuadp2Ah29N1ZxnaVQzMTgdPTNaWnjbAvvzUy0R00/gR0tpgRg1qlsQDmsO3chVFaDy5hA71zSOhbFuzRSuztVXw0iR6prgjK7fI2nP8AtMopYrj7PbvKTjAqv4Pmaa81klcFkTgHp84rSluZ1X7rJ/iDAyeJYGU5MViCI8/f+dsirPw+uc6ReIUGPtTnAXoTFnj/AL5qn8Qdw8TwS43NHaAhA3LfO/6U74fSNJBf/wALG5jOewJjkHT6109Dh+yavjKOOWLVUBCn7fBKG6Y3RkZB7HI69q4mWWWV3luXZpnLeZIAMgk+3BOK7bxVM2NVDFSpis5AMe5B/HmvO72dktyYzgjgDOCD6+/pUvsOJ0jQRP4SFzFFGksN8yM0Q52soIwevpWJYLhFxW1fWVna+CpLzSdUv5oJbkREXMKxJcMqZaSIfe2qcKd3qO+QMey4jX1qaisjai9zo7HAUHNW5WyvWsy3k2qBVppcqea5rHWh8KAOx9aq6QSfHVlyDsJYA9sA1IkwQFmOAOapeHLpJvGsTgcCN+fX5TWtPcidrff+RueNYJH0DREV9jNMzbs/7HSsvwFdBNdv8xBc26ZTGekq81peO0aXQdEQEgB89cceWOnvWF4OuDL4humKlCbOQYz6FTyfwro6HCtjvPECxtE6lR8+lTpyOPkYHmvNy0uFWSRpliULECc4QZ7+mTwK9L12RxNaDKlWhvEJx/snH8q8tMy8EKuMhihOA/8AnrUtiidDoSRXOnaxAAhf7IJEYr825WJ5z35qhYNhpRnjO7BHIJ6896b4FktrvxcLC8v7m0S5VoBNFLHGFzyS5k4xgHA65wKrKJdP1jU7KRbhRbTtEFuAA64YjDY4zjGccelKcfdNIP3y9fTYjxmuSv7hnfYD8oP51p6lfYjOPoKwHbcV+nrminHqbN6k1vt80E+nPNaVtIEidVXhkJAx29Qf51lxpuzk8Ac+9aQBMG5y2CpOO546/p/OrkRVi73PQNE/5Fu3VRwbGUn83riNEYDXNI8tv3P2hAAeuTwc+9djo8jjQLZAeljIWPtueuF0hlXVtKmyVK3MXydeNw5FCM5fHI9XtH8u50otjP2lkyOfvQev4Vi+OJ7iw1mOe3ZdlzZNDIrfdcZb9eRj3rXcMLexZW+Vb+HkjswK15/c6ldSwwWdwWZrIOiSk8lMgAH6EcH0xS6GS3KxBJIYAsBjp3/Dpn1q5od29v4h0+aWXdtkERJP8BGxR9BxVMxCS0ncM6vHGWj2cAjcB175BPHar/iPwtqfh/w/o9/eSTpPe+ZvgMZAtgAhjUnsxDZI7fUHBFMpu5aiPFTqx/SiiuM7lsc/r0z7QueCeayYBiJyPTNFFdVP4QXU67wgo/tLU17G0Jx+KmtH4gYOu6fCVUpLbuGGP9smiiqRyz+JehF4AQR3OpqpI2S2wBzz/rMfyNaviiRjDd9s6PG35SDFFFDM3ucJfDyZgiE7WXkHvxUejajPomq/bLPb5qW7MocbhllKnj6E0UU4DZnXcawpAqDAMQJ+taNj/qUooqah0U/hRsxH5lq433BRRXKzo6EeosU0hyKd4GUfaNSGT91B1/2hRRWtLYxq7P0LXj+MDxZYnni0z/4+1L4ClZxqj4AJmhOAOOrCiitzl+yWNfUMbsMSwbTYSc98SDFcBfu0gVnO4lEY/j2+lFFSt0C2Oi1HxIfEFnaRzaTptsy24iR7VJFKRr0QAuVA5ycDk81nW3GPaiilVNaG7NWEkmrRPOKKK5WdaKWosVspSDg4qv4KJPiaHk8RPj2+U0UVvS2Mam/yZ0nxCGPDuk/Mci4Az3/1YrL8MkDxTKoVQBYyDp1+XvRRWxyr4TsNay1xpuT/AMt5x+Gw15dck+XGmflDMgHoAAf60UVDCJb0bVhpQnB07T71JJlfbeQb9rKOCCCCPvHIzg9waTUbue9vZr24kL3FxK0srkY3MeT/APq7Ciirl8IQ+I5+9Ys5yfujiq2fnxx2ooqlsav4izGcK30q2sr4m+Y4UKAO3Tr9aKKk1rbRPQ9F50YAgcaYf1Mlee253SadNx5gkjGR3wwxRRTRzy+OXqeq3SKNMJHG27ix+EzYrzzUnZNRvQDkRyylQf8AeNFFR0MluVrd281QCQGDAgfT/wCsKZf+JNW1HSoNMvL2ae2tpHlQSSMxLPgHJJ5xt49Mn1ooqo7D6n//2Q==", 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47/fbH41lLA0ak+eauzmqzbkjsNBuZNU0CGS4lBnubWVWHrxKv8wPyrtdFuGudJtJDj5raM8e6iuD+HpWTRNN/wBiR19yN7j/ANnrsfDUh/4R6ywMMq7DnsVJX+ldqSWi2OdjfEeu/wBgaQLs2z3DGZY9iMAcEnJ/IfypyXcV7YQ3UWTFPGrqSMEgjvXIfEDWLmG8l0mSBJLeeOKWJ+8LhiCcdwcfnVDwZr15d6hbaZJ8lrDZtFEDzvIbduPvjjHbFAraDvHdytvpLx5+eZ/LXnGFGGP8hXBqflUsRknJ+prr/iNzLYjsfM/P5a5e302Y2Kz7F2BgMZ5H/wBas5ux24efItEdH/ZdqLOzZYwJM8tjr3NbN3PJCLZIFBY53Z6AVnGcCKJOoQVfsg0se9+WrmbOlCSW8K2IgZAVc4YAdc1naFYmw8SysrboTZz7H9flPB+lakFyieIIhJjyo13c92PAqlotz5/jLUAvMEdtMwRRnqK1p9yKnwv5/kTeK9Ek1G81PUrh1isrLT433Yz5km9gqA+/P6Ve8KAXXhixiCMRLaPHuz7SjH5KKh+I+rmCO08PW7YmCfaZcrwWPCr+AyfqatfDwmTQtMUkZV2QZP8A00cf+zUsLVlVi6j+FvT07/Pf0OCSsjs9ElM+kWkjMW3W8fX12Csrxbq15ouhfaLJY2l85FPmgkBSeenrwPxq34dcnw5ZDP3VMefoxX+lcP8AEK7vrXWGt0uMWV3BGZI2AIyrEblPY8DPsa6SOp1sV4NQ0i2vFXas8Ik25zjI6fga8SVtyZ6Hp+Vdb4O1C8fWorW5mIhW0kggj7KAd/4nqM/SsfTNPgl0+QyqxIzjJ6VE2krnVhXyTL+gRpHZzSMoLSDbnHat622pZ+VGoHHasW1xDbLEvTFbtguIcnvXLJ3Z135ncaCsEbFjlsZJNYC2bReJNPkUDY9yjjBxj5hSeKrycNHBbA736ge1S+GJZNUvLGPazzxXCHAGSMHmtI+6uZieuhr+OPOnsNMEahw11KuMZzkHt64FReBG8mwvYhC2YrzBVj935VP81FdX4j1HR/DVpC19HHc3iyMYIwMhGbPJ/CuS8BzSSvq/n8u1wrsM+qP/AIClhsUq7fIvdXXv6HnNWWp6JoQ8s3cOTiO8mBGfVt39asavNNa6ZfS27ATiF2jyMgEL1xVbTCyajrCbulwH6dA0amsD4hy3lnY2N7ZXLwSxyMhYYIKsvQg9QcV1EE3hXWbjV9AEl7IhuI5fJZgNu84BBx2ODWX4r/1tscY4b+lcRpd1cWmp2L/aGW0juklKZ4LcLknucE/Su18XsFktwpz94A/lUT+E0pq00ctM5LcHinRv0HrTHPFOgXDbj0rA7DN1thHChY4G6seKYF92Bktxj/PSrPiO6E1ykSciPqfesqGTEgUjcPT1raK0FaLjJtHeaMofwfMc8NDc/j0rG8KPnWWXcWV7U4H8QAZetauh3AXwiw29YLnPP61jeFGJ8QRZVW327jf/AHsYbP6Vqtjjn8TO9nge6s9SRE3ASQTDA55iUH9RWv4Thkg0pmkOFkk3Jz2xj+lQ6PIYtQnR1PzW8BHpxvX+grdO1Dt4SMDPAwBU8vvcxm5acpx/jSyklkgu1Qkbdjd8YPFVL6z8rQFEgJ+zKrtxk7Tw3H+6x/KuntNVsdZsjcWcyzRbip47jsQfw/OqF7F54lgJwsylWP1o5dbhzPRHNWoAAqxMdyGq1tU7t8tcR6lyrHCpud2KzfFTH7GqLn53C4FaqNiTNYfiaYEQR87t27/I9K1hq0Zzdosf4MgKa469xZzf8B+U1o+PI2/tjTyCDItl8qZxvO9h/kVW8It5mt3b7MEWMhA/D07delXPH2E1bTlyVnazIjYDofMb/Oa6Ucs94+n+ZsfDmXy9FgJ++l44YdMfvI//AIquz0B1j0mUbdqw3dwuBz0kY/yNcB4C3f2FNlxmO7fJznJxG3H/AHya77RpENxq0BbG3UH4P+0qt/Wm9zKRxnxFkhvJ9LvbeVZIJoXAkB+XqCCT+Jrl9Bunt/EWnSE4/wBIVG7EB/lOfXqKhuHu7eSTT2lIgt7iV0Q9VPQkH+6T29apuCYzsYqVOVcdj65/vZqXuWloaniTVW1PUZgGGy1uXEPOMLhRn/vpWp9qd2jspPCgEY4965y4YwI0q53rtUKTg/l371c0+8/0KRVxhmGMVFRX1NaLsbccvmOvvXQ2jbIsD0rmLLJYE9q31kKw5HXFc0jsiVbphJNM6nlVHNSfD2Ax63qGqTY+y2lvmR8feZjwvvnH6VRg3vDdO3/LQnH06Vv+HLm0t9HOiw5ac2z3124OfmJARfqF59uKitCdSk6cHZvT5dfwMqkramN8QRu8Rx+cSPMslaScH7pLv/nHtW18PJxHoFmP4Uu2GemR5qf/ABVYXxFl/wCKghwN1sLNfMAGed74xWl8PnRvDhIGCt5IFBPT/Vt+PSu+EFCCjHZHE9UdxojyR6RKh+eSK5uExnuJGI/nXBeM9Qt9dh0nVLTPluskLrwXRgQSuPXr+HSuz0/UrfT727tbqRUM2pyRxehJRWx7E815He2ot766iDEqk7ptB4JBIHy+vvTewo7j9IuPsmtWE7MAqzqCe20/KQCe3NWdOl8q0lVgFJJ+UdqyJQrq8ZPPQjPI46Y9O+etSWkqvEu3hTyBmsZ7HRS+I3LZt7oO2a6GNtkOOlc/Ypkqa15ZSsXHWsHudaMK+gnvdcRonEccC5Zj3J6ADua6Hw55WlXaW8JMUszhd4+82etcvBHM3iNpn3eUq8ema2LG5WbxnpUeej/0NaOKl7j1RnrZsv8AjmNY9F0lhG0rPcvucnLE7OTn1FUPh6yxTatHHJ5ikxnf+D1d8dSPH4f0lYcMxmfeCP4dnORWX8OnhbUdUCZ8sJCwyevz4/LmumMVGNkcO6PTtNkY6xqJJ+V4baRRnsUIP8q5nxhq0OqaPqNj8sd3ptzGzqx6rnAYe2G/A1qjUIdIv5Lm6cLbjTYWZhyRh9uce26uE8bwxHxVdTLINsqRygq3UEDn/aBx0o6Erc5+dP8AWld3Q88Ej0ye5rpNS1ddXvQ0TbooreIZHQuVy35ZArmmZVO1sKSOAeoGc5Hoe1XNMj8rzEG0YwdoPIzk81nL4WbQ+JF9YywyfWmXcwihIU81LLIEizWFqF5tSR89AcfWs0rs6DDnm864k2kY3YBPfrT4ITuBY4POAP8AP+earI6BlGeWPOOwrQXLEMFICpyAOB6ZI69q6HoYSk1eJ2vh+3EvhleBte3uMg/5+lct4bIGvWQYtl4ZFaP0/dn+ddh4eDJ4XhPJUWlwSPU5NcboGV8Q6Wr/ADZJXzM53AqRj9aaM5/FI9W04LHq8C5xvtXBx32ynH/oVXdd1dNJ09byWF5IfNWOUJ94K2RkDv8ASqNrIv8AammHnLJcp+iPR4t2S+F9QRXUyRKsmOpGGBBx9M/lSMupxHh/xGmkyS2sUZkW7uIirEfdTJDE++CvFd3N8swBGOehNeSszKDtHzAZUjrwMgV6Iurrd6zbWYwzS2YuSfQnGB+WaFqOSsZFuwIFSueMVRgmC45qfzcmuKx6SY0ttJNcheXDX2rTAMcRjAPp2/8ArV0WpXQht3OegJriopXEjupIbdvLDqv0ropR6mVW70R2fhAhNWvnGcCxlyCeCcD9KtfEBy+racsgOXtGBYHBQeYeaq+Eg/2zU8gbhZHC4zjJXrWh8QpMa9p8axrse1ZG3enmHmtUYVN16Evw/wBg0q/gWQnF0SpA4b9y3/xNavi2a7tZNRubWZkuIL+3niIHdomHPqPX2rB8AbB/aKKQyC4hKn2KyL/WtzxS0ZGo43q32Wzmz3++VH8xTe5m9zi7m9a+uZrraIzPK8gjLZXdn19M5q4bCEeH/wC0l8wzLeGFzIeANoKkr9fzrJlkG1txBJyd2PvN/d9uOa0/CcJ1y8u9Fl1Se3gkDTR+Wm/e6oSBzwPu9T2GO9SldjeiOf1DKtGDuDEZYFt3IHXPuadp2Ah29N1ZxnaVQzMTgdPTNaWnjbAvvzUy0R00/gR0tpgRg1qlsQDmsO3chVFaDy5hA71zSOhbFuzRSuztVXw0iR6prgjK7fI2nP8AtMopYrj7PbvKTjAqv4Pmaa81klcFkTgHp84rSluZ1X7rJ/iDAyeJYGU5MViCI8/f+dsirPw+uc6ReIUGPtTnAXoTFnj/AL5qn8Qdw8TwS43NHaAhA3LfO/6U74fSNJBf/wALG5jOewJjkHT6109Dh+yavjKOOWLVUBCn7fBKG6Y3RkZB7HI69q4mWWWV3luXZpnLeZIAMgk+3BOK7bxVM2NVDFSpis5AMe5B/HmvO72dktyYzgjgDOCD6+/pUvsOJ0jQRP4SFzFFGksN8yM0Q52soIwevpWJYLhFxW1fWVna+CpLzSdUv5oJbkREXMKxJcMqZaSIfe2qcKd3qO+QMey4jX1qaisjai9zo7HAUHNW5WyvWsy3k2qBVppcqea5rHWh8KAOx9aq6QSfHVlyDsJYA9sA1IkwQFmOAOapeHLpJvGsTgcCN+fX5TWtPcidrff+RueNYJH0DREV9jNMzbs/7HSsvwFdBNdv8xBc26ZTGekq81peO0aXQdEQEgB89cceWOnvWF4OuDL4humKlCbOQYz6FTyfwro6HCtjvPECxtE6lR8+lTpyOPkYHmvNy0uFWSRpliULECc4QZ7+mTwK9L12RxNaDKlWhvEJx/snH8q8tMy8EKuMhihOA/8AnrUtiidDoSRXOnaxAAhf7IJEYr825WJ5z35qhYNhpRnjO7BHIJ6896b4FktrvxcLC8v7m0S5VoBNFLHGFzyS5k4xgHA65wKrKJdP1jU7KRbhRbTtEFuAA64YjDY4zjGccelKcfdNIP3y9fTYjxmuSv7hnfYD8oP51p6lfYjOPoKwHbcV+nrminHqbN6k1vt80E+nPNaVtIEidVXhkJAx29Qf51lxpuzk8Ac+9aQBMG5y2CpOO546/p/OrkRVi73PQNE/5Fu3VRwbGUn83riNEYDXNI8tv3P2hAAeuTwc+9djo8jjQLZAeljIWPtueuF0hlXVtKmyVK3MXydeNw5FCM5fHI9XtH8u50otjP2lkyOfvQev4Vi+OJ7iw1mOe3ZdlzZNDIrfdcZb9eRj3rXcMLexZW+Vb+HkjswK15/c6ldSwwWdwWZrIOiSk8lMgAH6EcH0xS6GS3KxBJIYAsBjp3/Dpn1q5od29v4h0+aWXdtkERJP8BGxR9BxVMxCS0ncM6vHGWj2cAjcB175BPHar/iPwtqfh/w/o9/eSTpPe+ZvgMZAtgAhjUnsxDZI7fUHBFMpu5aiPFTqx/SiiuM7lsc/r0z7QueCeayYBiJyPTNFFdVP4QXU67wgo/tLU17G0Jx+KmtH4gYOu6fCVUpLbuGGP9smiiqRyz+JehF4AQR3OpqpI2S2wBzz/rMfyNaviiRjDd9s6PG35SDFFFDM3ucJfDyZgiE7WXkHvxUejajPomq/bLPb5qW7MocbhllKnj6E0UU4DZnXcawpAqDAMQJ+taNj/qUooqah0U/hRsxH5lq433BRRXKzo6EeosU0hyKd4GUfaNSGT91B1/2hRRWtLYxq7P0LXj+MDxZYnni0z/4+1L4ClZxqj4AJmhOAOOrCiitzl+yWNfUMbsMSwbTYSc98SDFcBfu0gVnO4lEY/j2+lFFSt0C2Oi1HxIfEFnaRzaTptsy24iR7VJFKRr0QAuVA5ycDk81nW3GPaiilVNaG7NWEkmrRPOKKK5WdaKWosVspSDg4qv4KJPiaHk8RPj2+U0UVvS2Mam/yZ0nxCGPDuk/Mci4Az3/1YrL8MkDxTKoVQBYyDp1+XvRRWxyr4TsNay1xpuT/AMt5x+Gw15dck+XGmflDMgHoAAf60UVDCJb0bVhpQnB07T71JJlfbeQb9rKOCCCCPvHIzg9waTUbue9vZr24kL3FxK0srkY3MeT/APq7Ciirl8IQ+I5+9Ys5yfujiq2fnxx2ooqlsav4izGcK30q2sr4m+Y4UKAO3Tr9aKKk1rbRPQ9F50YAgcaYf1Mlee253SadNx5gkjGR3wwxRRTRzy+OXqeq3SKNMJHG27ix+EzYrzzUnZNRvQDkRyylQf8AeNFFR0MluVrd281QCQGDAgfT/wCsKZf+JNW1HSoNMvL2ae2tpHlQSSMxLPgHJJ5xt49Mn1ooqo7D6n//2Q==", 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", "info": {"video_id": "193121", "label": "lifting pencil up completely, then letting it drop down", "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": "193121", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f93dc54f7128642806163840d1a57cab969486bd5550ba6883d08bed8d107e03"} +{"episode": 55086, "episode_seed": 564829017, "split": "train", "timestamp": "2025-10-13T03:28:06.426875", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 564829017, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pour water out of vessel, but vessel is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "101437", "label": "pretending to pour water out of vessel, but vessel is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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eXIOPct0rnqycUdWGgpO7Hz2xh0qFtpwFA/SqdvIspWMrktwK9D8W6RFpXhkb1y54GB3rzm33WlwpdcNtyM+9cKPUqNSOS1WzFteSRnGATiqSct7AVpa+/nahJz0xzVCJcE4BJHtXo0ruOp4dVWk0DrtOMflStEyMc9afLhSq7TualTaFKse1aknUfDS4+zfELQ2LYBvEU/icf1r6hjvBZ+I7yKQ4Bhyv1zXyBo942naxbXanm3mSUEf7LA/0r6Z8baoum6lBerzb3luCr9v84pPUZrXupxXvh3WYQeVTf+GQP514T48uWiVAq9CGrsNP1xpfDPie7D4CrBChP95pM4/IVw8Elr4lu7iC+lZSoyGHQVzTi5TR3UZqNJnuHjJkvPB0dyEJeS0UxgjuVBH868Q1rTHsjaM7AtPH5u3uO3P4g19A6nZK2gW9seVjiRAT7KBXkvjXTGiv4EVSX+yeYB7Kx4/Kuao9Tqo2cbHnt9GRp1w3X5CcVx6jLHmu8uk823ljA4dCB+VcLEDuPr0rfDO6aOPGxs0w7cVoaIsbatbx3BCxSt5ZJ/hzwD+eKpZMb9AT6EZp4GVPZh711pnAfYXw78OWXh7RVit2LTSANIzfez/nitrxDqqaZpk0gcbwNoGemf8A61eT+DviL/aGkadfPMEvLdBZ3yZ64A2yY9GAH4g0vinVrvUJHiDE+dJhAO49aitLRtHXh6XNJN7Fnwjr9xd6jqFrIheA/vFf+4c/1qt4qk2XtqqDJmcqCO2Kj1FIvBnhD7Q8gS6YB3Pck9B+H8zVHw5rcXivTLbUHXF3bkxyp2DdmH1H9a5nB04I9OFWM5so3lobXxbfbBuELoS3qdoJ/U1faGOWQ6kF3S7TlG7AdAK1dTsA+oWtxHjNwhWQjuw7n8KWOy+YgcYJI+vpWElctyVkcBcxNZsZuSZSWY/Ws+78MDWdPuZwdskEG+OQ9C2c7T9Rn8q7O70sSmaN1+VgQvtU8lqNG8Om0nwBHbyNJkfeO3LH/vpkQfQ1yzqShZx3JmoyVmeVsq9c59aZIAyHOMEelPf37YqN2P4V7p4YkasqrltxxXpng0HWfhn4h0aMZuLeVbpFA5OV/wAUrzPPTDcnj6V3/wALb1tK8e29rM4jS+ieDJPDN1T/AMeX9aLXRUWkzf8AD6G00CJ4VxLOpLPjoPSmeJLIHwnLKyDzFYZIHUV1V5pxsLmSKG2Y25YsqxLuMWeSuOuM9CKemnpfRILuMx2aMJXEnyl9vOMHt6k1hyO51trlOX8cY0n4ceGNBcnzhEsjr6YXJ/VxXiviSNBewvH0eIZPvXrfxIea910XDAmOOELH6YPJP45ry3WYQbUO4+aNgAfY1mqilUujSdJxoWfqYMbN0xyO9SzkqOOh70xCid+T3pzklAM5ycVucLLelknzt4zwMH86vDpVHTfl871+X8uaudsenNWtiBPLBkds4/rTskdehpo6HOam8k/ZPPLAYJGG7/SgZreFPEcvhXxLZarECwikxKgON8Z4Zfy/XFfTyaj4W8R6fDqf2mzmhIysjSBSvsecgj0NfH0+8DvnIxxXdeFprS0ktze4KRsjcLxjOSp+vr9aaVxNnqvxb1DyfD1nZ2nyWcjByEGN47fh3rI8GeHrDVL2w1BBk2xLAerEYGa9HurXS/FNkZVEc8RHyn29qx7G0j8N3qxQwrHATk4FctR732O+mlyq26M74i2Ymt4bZVzgDivH9ajddTmD/eXC8dsdq921+MT3sU5wU4rxXV4zLeX0/rM2PzrinL39Drp6wszzPUGb7dNknBanRkA5ydpPGOxo1WM/b5B0y1TeWDGR6HNepT2R49T4mWDaFyi5HzHIb0qrLAAFVgMg8kd6uGWN41XcSB39ahneILgMenpVszRGWT7OoKDIJ5FfR/hJbb4ifCOytbiZfttkv2dmBBZWThSR7qBXzSzrjCFvfNa3hXxbrHhS/lu9GujC8g2upUMsgHqD1xQnqU9j0vxxpsHhnSdC8HLdL9pvbw315J0wMbEB9uT+VYfhnwFqVz4gtplmeK3WZWuVbIzGDkjj8q4DW9f1LXNafV9SuWnu5GDF24Ax0AHYD0r6d+G/iDSvFPhz7TbBUukwtzD/ABRv/gexrCqnzcyOqhKPI4yR115GJrTcvKjt6DFcB4ts92sWd3GNxSAKR225Oa71N8JdOSucg1h69Zhog6jnbgVyVVdHVSfKzwvUrQWN9JEOYySyH1FefTwGHUrmMLna5wP5V694h0y5uGjS3gkmmLYREXJPtiuD8Y6C2i3dq0hzdyjMy7hgEY4A647ZPU5x0ow1RRny9WZ41c0L9jmnh2EPg8/eHpTHRldhkbe5rTllLRmMKBkDJPWqsyNjB27iMAg8V6LTPLTJtNvn0ucXFvJkFNssZ/jU9q9Z8Ea3Dql1B9oYMlvh0du6+h968VxhCpHzZ4PtVvStTm09nVZXSN+CV6qfUVlJcx10KvI7PY734ueIf7V8Qrp8T/uLZAZNp6secfhXS/Bmxi1Dw1rYUYnimUhvYrwP514zfXcl1qM1xMQXkbcSpyD7ivX/AIFa3aWja1YTOqyziOWME/eAyD+WRRU1WpdGbVTTqehxWDGGNiwbyzkD0NS3FiBbqwGHxmrwFrJJ5iMoI64NNlnjlcKzbQO/rXKmlodk273Max0aa+1aFduVzvkz02j/AB4H41heLk/tjxDJpcDZRNrXjD+FQSVj+pJLt9QO1enW0i2en3clqivcIrID2eUfwj2BIB98+lef6dpDWAnZ2aW5lcyTyN1dyck1zVoapozhNttniGS2T19qbtORntVn7JLEqblGXbA9iDjFXntrexi23KFpMgBgflOa9qzPL5kY5YpIm3k5BH51tQXIttRW6jTEsZVg/XBBzx78VUayhWZXO5kYgBe6nnrViRlVug+Ydu1NaCvc+jX0zVbrQI71Utkv3jDrG+4jJHAP+eK86vG8U3k1va65BDZ2LXCi48h/lMYIJyTycjPFdh4a+Lvhy/023i1O7SwvkULKk2QjEcZVumD6Guq1uytdX0tHi8uWOUBldcEMOxBFc8m90dlOV7Jnn3jWyhuYpruNRid8JjoABxXivi2yNpviBJAK59uM17lcQuuny6bOCQCQpPbHQ14/4piknkvEf/WA9/auKMrVLnfNXpOJ58FAIJ6CgnnrwKUAkHjsa2fCeh2uv65/Z11eSWwaGRoyke8u6oWC+gHB59q9A8kp6X1lB747/WtEqTk+1VfD1r9rluFGd6oGX049a6Gztli3lsNcI3zRtyAP8960jG5lKSTMd/lXBHQVYti/2LGFb5+M9qtEpeo5ljClSc4GNvP8qDlbfBVUOM7R0zRawc1ylI3z7GjZv4i3pTjdP5RAYjjnFJczdQePX61QaQowXIJP61N7FHf+APiLd+HtUgtbmQvp8jhWz/yzz3+lfQV4kGrWvnQsGDDKsOa+Nmcgk9K94+CvjFr+1k0S7lzLCMxFjyV/+tWFWOmh00amp3VxHIImikH3Rwa8n8QxC2lkTHBJJ+te6XNmJI3PevL/AIg+Hng0ZrtGkRxIq8DHU9z2+lefUjaSZ2wrJI8F1pMX7NnAqRThs+orq/GHhbTLLw9FqtlqF3cSG4+z5uYwizELuZ48c7VOFO71HuByQbOCBzivTo6xPNqfFcRVAGMnrTWx64qVEaTcFXOOuKgc8+1aMzRA/MhUjgCpdIaIXoMqblXnaeB+J9KTacs+M5FVirNIzLkcce9JOw3qMnXbO6AghWIBHeuh8HeK7/wfrKXtlh1kXZPCxwsiZzj2I6g1hBPL/eOcsaaJgjdM+9Jq+402tUfXPhTxppvirTPPtZCsqkLLG+N0Z9/r2PQ10UtqLkhcZGM9M496+QfDHiO+8O6xFe2LgOxCPG5+SVSfut7e/avry21WzsXs9OllRL+dT+7Zs9Bk4PeuacFF2b0OlVW1puYl4w8PQXFzHbpNMqEx264H/fbdT79h0GTXzf4y1C/1S7E1+8XmOzMBHGFAPH4noOtey6jqF1L4+v8ATLrWLy3tJZvKV0kjRYwBnkuMbQCcAdz714x4ygntNZlt52n/AHU0iKs4AdcHvjjP0rKlQ5KnME6ilTa6nOBn29eRxzUMik1Ke361ETkHJzXezjRDtySQSBmmNwMA1YRNqZ3YJ7dxVYg9alFhnmrVncz2twstvI0cqHKuhwR+NQBMLk9fSlDKgOOtMEzsrP4i+IdKZgbhLqNsZE65P5jmvTfh/wCNIfGWrrp7xLZ3qDzFJfcrADJI46jrivAWYFQM96IZ5IJRLBK8cgzhkYqRkYPIrKdKMkbRrTXU+ybN45pVSwm32UCbVcdJCOOD3A+Yk9y3tSXdjuk84L9772PWvmjwr8QdY8O2f9nR3kq2jsCjA5aE552/7J7ivWNWvvFOmaPp93c6tfCS73l4iMCLAUqCcdSGzj/69Yui7WZSqroefxRL/wAI63XAhZse/WqTgS6bKrjIQ/L7cA/1oor05bI86O7EPEaOOuz+lZ1xO4W7YYzGPl9uBRRWcjWJmXDEwl8/NtB/Svef2fNXvL/w9qOmXMnmW1lKpgB6qHBJH0yM/iaKKwlsbR6nZeIYYxJIQoypOK8Q8WgHUpjjkjmiiuH7Z6kfgPNV4LD0NSaZqtzoupR6habPPi3Bd67h8ylTx9CaKK9HoeSX/DErQ3Mm0Kd5RGyO2a6C4Ypqlww7KrgehPH8qKK2j8Jzy+NlVmKXF2B0DDAP0NVEkeaNWduRzx60UVL3NCiGLSzknP7yq+MszHrmiiszQryH5fxrc8G39xpvimwubZ9snmhPYg9aKKUtiofEj7J04+bYxSvguygk1wHxbuJB4eMQOE8+M4H1NFFceI+CHqjWHxs8D8YeJ5Nbjjt5dM0+3MKqkclusisqLnCAFyoHOTgcnmufx8poorsp7GM9y5p4y0o6ZXqKZJDGFIC9FzRRWjM+pVI7elV5P9W3sOKKKko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"info": {"video_id": "101437", "label": "pretending to pour water out of vessel, but vessel is empty", "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": "0dd360691aed4e43e0f83e39092df41928b7a6bdef3eb3392cfcd65f79d32309"} +{"episode": 55087, "episode_seed": 2510008016, "split": "train", "timestamp": "2025-10-13T03:28:08.549985", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2510008016, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'paper falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "141998", "label": "paper falling like a feather or paper", "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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PhVwHXEb43EZ/jz/WsnXbe3jtdWmtE3OysQJE5bcNvf3Zj+NTW0ix+ElWMLIAFHGCDgjk+3FU5XVzSkkp8xSnMySRG3FomcFfP272J6HJU/57Vm3ckhRGl+yyyqW+SELyuPu9Bk57VdlijmR7kCWRkPD73G8g9AAcfpmsG/UJbSSRwXPmggn52Plg9Dj14PWsnLRI6Kjj/VjurmN47qWNZopFjt/mKOrL65/+tVFILee3k+2sQYrf5EWQAE4ByOevXj3rQg+H0rJuYWQYnjIOCPyqW0+HL/bHlvXsjFt+SOFWAzkdSRzxRGDjpdnNY5u1ivdOWITsjQtE0qKsinbu2k8Z4PFRQzz3w8lZ3cqGcW5fC5IHzc8etdLqnw9uLy6drd7GFGl3KqxMDt/u8D6Uf8K31GKzMay2ySOTmT7O449AccVo1fUqyRzVjHqVvOBHIIGmiI3idFLqcHrngcCrMejhViu7jNy0kLgRuV5AwAwOegPPOOM/Suw8OeBk0iC4E/2K5u2UIjywb0jXOWIU/wAR4we3NSal4R00x237q3VoDKcCEYffjG71AwePenKN+o7HOzPDeWpSzn3BIAjbTkA8ndj1JNYSTtcX9pB5n7pIHQDrubfhj+grq38J2Lkbvs7ZIOFhx3BP5/1qtD4RWyvvtcTQjjBCxYz9MdKyhSUNgSQzV5RBe24jVmYxEBVXOecZ/wD1fnXGanfXEs7xPFARGSWyU+XnnGP612Wtwsb+0wksg2tlE4z06nt1riNYs7lZbgDT5oUzk7STu59eePpWltTWy5DQ8MBXa6IgU5ltyV/hHB6Y710iyTTrNpofy4Z5wWVuVb7uT65/wrlPBum32pz3Ys47qJoCjssbkAE5x19hXUSeG/EhnijSDUlDSZeaSYbRk8txUNPm3MLGRJ5mm3d3BxPbMRC8pXhTlT17HHFXm1V44buxtYopYZsFo2J4YY+YEchgMflV/UfD2tWlosFs+qTmQNJKQRtZweM/4VjW/hzXJnM13ZaiGC7z8gBZvSr3Vw5bFGW5jW4ZGYum4DG7Bfn9K2dW1i/1mxura2sIIrbKlhAmWCIDhc9x3PHWpNO0bxDqur/ZrmGeztppAWmktlG1R6Er147cZxW9deHLwWt/NZy3JYwAwLd2kQlYqy/LkDgHk8elOzS0ZVjD0zSU0+3uHWQz/v40yrbcqrZyPYZIPriqMtxFa21z5tuH2zKkSP6scZ+gH8q1G0nVYLr5JmKB8FBaYiz7AYyP51j6npuqPIjyADdsLCO3f5MNnI5OTWEaclK8ncVjcgZrbRjMEV8yjarIWxzgcd6xtUkhQvi4RVIXMezCkg8Bm6Ae361tX6NF4fKhXJUqcKOT81cjrdsqzRFo4AgQEhnDOfY89a1sbKPuspJdXDukErpPayMWYDgKBg9ccfhXc3MsnmXDG5G5IVcF05B+bnI615e8iFlM1uDHv3BFfpyMAjP/AOvFegzalcXb3E39mwRicbV2zkInY449+lTLmTujB3uX9bv7m+vZL60tyGFuqzcB1xyNwPbpWRbvb38KYkKOsTeaMDqW4I/CprW8vL03VhZWcbLKArss5wgJxwcf41T1O4jt7opFZW8DNmA+TctjcOCx/I/rVQ0Vg5WaN3eWcqILCI25WEmeMr8mQfvK2e+elQ6XeWMdxJcXyvKEt/3USD7zcfePYd6zop/KsGe5WOSJlPlRiQhs8c9Olami6YNRtZr+G1tILdVWPNxcSN5khXIVcA5PfHSqjfcditq1w2vagjQRGG3tbcFVkbdgDG9umCSWJx9K0r2E2Gli0d2XyIoiQAACcMCfcn/CrF9YX1tDZxtbR7fszvuN0zBSsm0ljtz1xhR1xVQy6jIjJPBFK5IUFJtoGc9QQc1lUjUk90FiGSWFr2OFAxuCiSN83yruOMY/WtW/eMTfZ2RFdIlYOXPHUceg+v61z2jxztrQMxjVvLT7rbt+DwRxwMEda1dXDS6ukI8190IIjTvgnqe1XbQ0grvU5rUGZFHky2rSjADKAApGexAzn1IqxpV7cXNpqTSwByFERKnbkAHp69f5Vg38TRu5ktz5pOyMeYzYH1zwKuaNeWcNpqUd0bhLiUxqq7Sy7fmz0zg9D+JqaifLormdVdEdol6qaXqttLI0Uxt1SEysdrLlvk9O/X3rnjepe3CwDdE6QMp81xg7QxxS3F9ZGeWQTu8ZCqwMDhXHOe3vTNRbTtVmubvzpoUVFSDy7RvnbncDj2rOCe7RjytkthpMcxdppxBKsO6CNiAJDg5XJ6Hp9arz3QQOUQqDHhQT+NU5rxJ5VHNxHtCsqxsC3HI5qS9SB5iG1DbIsKgJ5LEgf3fbFapOWjKjF2N+eHTtJ0u5+03cUt79jA8gEsdzZwOOMjO4nPYVz2gaaWuGmngZ0gUOodtoLblx+GDWrFo0cbkXVtdAC1MnlS2Uqk4BI247dyT2p8WpRQwmJklnhmjjXeIX2BVHAyRzjrkDnNKo6lrRRdtA1Ay3pvoJJ1jG7c7HpsHJPr3/AENWdJ2RWE4LrHHGhQMFOACckgevP61iazcRBLtYi5EylWk8t8EggheRwTg8fWt6BTH4buT5bAspO3OD0HeopRlypMcIu9mZOqW2xFjRZWWNGKMqlApzn5jg9iPQ1i/2ysVtd2IMoEzYEjYw3X+nbmrOs3U6rGFnVS4+RI9zYHY8HH8656S5fzin2iN5EfIeQcA85P6/p0q1GyLqxcdD6ci4AFTrj5ndtqIu5mPYVXQ/L9aw/GGs/wBm6ZDaxtiW4zI3so4H65NajpU3UmoodqfiwRM0cDGNPRTyfqayk8XSq3yyOP8AgZrg575pJDlu9Kk59ahyse/RwtOKtY9Ih8YSuQGfP+8AauL4lgk/1sMT+5XH8q8wS5YdDVmK5fIy1NTNpYOi/so9NTUNOuMFYxE/Yq2R+Rps6AjjBHYjpXAxXbJjDGuk0HUWui9nK2X2l4/cjkj8v5U7pnnYrAxjFzp9DO8QiNZoA7uoUM2FxzyB3rgdTWwkuJhHcTkoCSSqY/Ag16JrbMt3AROsS4JbKk5GR7VxmqSXhnmVNTtcDLFVfBx7jbU/aOKF+T/h/wDI3fhIIfP1nyt5GIQS/c/P2r1IAYHArzD4Ugi61smdZciE/KTgH5s9R3r0i5vU03T576Uj90BsB7uen9T+FUjm5W5WHXt5aWPE4Dy45QHAX6n+lZY8R2anaYLfH4/zzXnmqa7LczOxc8n1rOW9kJzuNDlY9ijgIW949dj13T324QqV6bXz/OrLXtncx7VuDHn1X/A15DHfuv8AEavRatIOAx9qOZG7yyk9Uejtp+9T5F0kmedquQfyNQSW4UYJJI9a5C31meM8uSPQ10Gm6uuoN5D/AOtI+X39qehxYjAOnFyi7mfrsA/s2YbWb7uAvU/MK4fWbZR5cg0qXCDhwZAPXmu/15kTT2ZyVAZTlRnvXBat9mjmiZr24UKA2xYxzznn5qlvU5aSvFnDahA0SmSOGaNd+Dlj/hX0rBpOm+UqmwtmUgZDRA5r501Hy5bhFFxKUduCVxjn0z719LRnCD6Cmjnn8Q2HTrGAsILO3iDYzsiVc46dKjm0fS48NcW9jGSd2HgUk++MVJf38elWDXchG8nbED69z+H86871DxNNLKzbzknJOeTTvY6MPhnV16He/wBn6M5Vf9BZR2a2AH8quQW9rENkIttmcqqbcD6CvKV1ucnPmGrkOuSjq5NLmR3/ANlprSR6JeWVzKMRwkqB0CBqz2s5BJiRFXHUGMA1zUPiKZMYf9a1rfxOZVCzsXX0Y5x9D2p6dDGeWzitHclms41GQig98ACuW1tI11GISea37onYhwDgn612TOk0SyRtuRuQf8965bW2xqCoLkxFkBxg9ifSlLY4qcWp2Z5vqsVohmCwXKljn53BIxnttHrW18PNCi1K71JZ3mVbcR7Bx0O7tjFV7+ZwZvN1Z5GJ4wshC4OeMmt74VsWuNZLSM7AxAk/8DpWvoFZa/8AD/qdHP4C0u4TElzf7f7nmrt/lV+88M2l5DHEHniRH3hYnCjOMenpW2ozwOfaszWvEMejs1vA4FwvEkg5Kn+6v9TTUYomlTlOVomTa/DWzt2Dxx6idu7GWHGfwp9r4A0ywvorwi7MqOG2yvkcHIyMc8isV/FkhlLb2ZvUsc1bg8Z3KjHmuB6bjTuj0I5dO251jWEEbzzAyySTeYZGeTJbeCD+GCeO1YUuk2xYjyJAAqqoWTAAAwBipIPFzMAXKP8A7yKf6V0Gg3cGrXLFrSDZEAzMqleew4OKLdjOthJwi5SKQ8A217p6tcxyiSUbgA5yoPOKo+L9JtdL0ZdMtVB8q3IcseWbHJJ+tektdpBZvcsOn3c15n4ine8gu5iN7OrfL6+1KxxQ3PMNWjm+xQqlzZxqMjaRyB9dpyfxrjr3dAJApgeLJwFxxnv0zXdarbzCFVTRzKckBvn4H13VyWrQGAyRfY9it0ZicnHpk0lc2rKP9WPpYNhSfQZry3x9qRk8TXEOeIFWIc+gGf1zXqCYZ0U9CwB+mea8u1zwjqOppLrNgxuHuJXke3Jwwy3VT3+nWqHhJxhUvI5QTZbrVlJcisphLbzNFNG0cinDI4II+oNSx3GKzkj36crmxG/vVhZAO9Yy3WKkF371J0XNqObc2M1rWFy9pdxTocNEwYH6Vysd1tOa1rDU4QHFxwm0/N6U0zKpsdbrjKbyAxJDLG2cCQD7uR0ziuE1MRx3s6nTJllYlXG+TGe+B/8AXrrrpmmtLFfKWTdECynhuQDkfnXDWttDrHjO70x9Tu7VGWURDYHJZULBPboefb3qn8R87FqMf6/zO2+GEQhm1XEBi3JAxBJJz83qa0fiHqnkWllZK2N5aZh687R/I/nXM/Bu4d11hncthIG5A4zvNSfESC/m1aa5WBns7RI4DInOwgc7vT5s81aDDte2TZyz3Bd85qWOXishZueasxTe9RJHvU5XNZHqzG+Mc1lJOB3qdbketSdKZrrce9XrO6khnSaMlZEIZT7iufSfJ61rWUizOqBhupmc9Edrrc6SWQuIpPKjl2SKcE4BOccfiK4rV2vjJCFltJ4uCzvszj0+cA9K6EyltCMcsiqIn2ZYZA+boR+NcV4vSdLSKaK1dCcL50LEowz+OD+X0qnufPcqg5LzZg6ql0XBzAiiTKlGTPB9q+jEbCKfQV89a/p1hb+HYNR0/Ub+dDeG2JuofLW4IQF3iA52qcKd3qPcD6ChIzHuOBlc/Tqf0zTRzTab0OE8e6yX1X7CjYjtUEeB3bqx/M1w5uCzcmm6xqZvtTubndkSys4PsTVBZcnrSkj3sOlGCijWWX3qaOU561mxy+9WUkA71B3Rehpxy4PWrcdxz1rGEw9asW8oLDJp3CR3Hhu8Liezc53KZIv94dR+Iz+Qqvq2836iNrcN5YwJduepz1HTHvWZps721xFcp0Rwc/jWjrCh72NhEsn7vhA+Hxnt6/rVPY8PFxSrKS6nF30V0WuS+k26AfcxGOef970rf+GSSpdaw00aRsfJ4UAf3uoFcjp1tZap4zm0zULy9tLaWUoknmRRiLnkuZBjAGeByTgd66r4cRSWuteJbSQXCtbzRxbbjHmKFLgBscZwBnGR6U0cVSS2/r8z0S61BNL0661BusEfye7nhf8AH8K8d1HUpLiVmZySTXa/ELUDbaJaW4bHnzsx9woAH6k15e0+9utTJnpZfBKHM+poJNViOU54rMjercTZrM9aDNSGSR3CpksxwAO9e1eG9LGmaRDA3+tb55W9WP8Ah0/CvNPBGm/bNVF1IB5Nt82T3bt/jXe6r4hj06ylfcCQOPrWqVlc8rMaznNUYFfxL4kS31CKyRt0S8Sgf3ayNaTbZ3UbZcBD93+IY4I+orkDdyXFy08jbmdsk10jXIutB4ZjJHCY229eM4/TH5UzGvh1ShFrfqcLrTafHbosrXcZUkAAK2735xXKaqlnDvRHmZwQQWCgZ/ya6jxRe3UWkRNHeRyYcKRIAWX6bgf0rM8S6BrGheHtL1C/mkW4vjJ5sJgx5AAQoGbH3irZx26dQcTHY560vsv9T3uRikEzDqsUjD6hGNVtIAGl22P7n9TRRVnIGo6Pp2rKFv7OKfsGYfMPow5rzvxh4R03REE1k1wN3Ox3DAfpn9aKKDuwM5e0tfQ4kHilBOaKKzPfQ+IlpkTPDECvStL8LaZb2UV0yPPKy5/fNkD8AAPzoopo8/MJyjDR2LfiGJJL0qVwI4NyFeNuETGK8kvtYvNL8XT6jA6tcRO+0yjcPmQqc/gxoopv4jyY/wAM7T4MZc6wjEkZgXn0ywr0PTGMr3zvgmS7k3Z7/wCc0UVS2MZfEch458KaTa6VJqtrAbecNgpEcI3/AAHt+GK80HBoopM9rAtunqTAnHWnKx9aKKhnpxJkkYd6uW8rq4IODRRUgzrrGV28KLcsQ0kk779wyDiQr/IVy/j+JbWwtpIywEqK5QngHPbvRRWrPnartOVu7Oa8QeKJNftLWGbStNtTBsjie1SRSkajhAC5UDnJwOTzX0ZOxSxmcdVt3I+uw/40UUzjZ5n408P6faaBZ6pbxGK4kKpIFPytkZyR6/SuCViOQaKKD18E24FiN29alEjDvRRWcj1okqSMe9WI5WGMGiipKZq2V7OkEqBgVZcYP1rqr6Jbm9RH6rAzhh1BBIoorRbHjY/SpG3n+h5TceJbjTdSvxLZ2OoRzy72S+iMgDJnaQQQR15GcHuDXbfC7ULrVdU8Q315KZbi4MEsj4xljuJ46Ae1FFEdjzqm7J/ienFhLubKQ4Azx8zkn+dedK53daKKUj0ME/cLUbnFWo5GA60UVCPWpnqWiMbHwrbmDAMiiRie5PWuN1vUrq4vDHJJ8ozwKKK2l8J5mF1xE2+7K1tcSLImD3rqrViNMvMHGA2MdvlB/rRRUx2Ncf8AAcX4llE+jbpo0eRZFIkIIbqe469K5fUfEmqappMenXl3LNb2ztKgeV2JZ8A5yTnG3j0yfWiiiGx5eI+Nn//Z", 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", 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", "info": {"video_id": "141998", "label": "paper falling like a feather or paper", "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": "2e6fe7a7af39517cfbd61f47f6c63deba4de007e9385192b9aad4efe7fcc1beb"} +{"episode": 55088, "episode_seed": 3242568657, "split": "train", "timestamp": "2025-10-13T03:28:10.066727", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3242568657, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting folder with glasses on it slightly so it doesn't fall down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "20246", "label": "tilting folder with glasses on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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VI6E3a/dI3PC2njUbswiPLs6qCfevpTTbGHTNNhs4FCxxIFAHf1NeO/CDS/tF1PfSKCkL4Ge7Yr2wnjFHUwkyCUcGqrcrVt+arSdKQkVZYhKjRnow2/nXCXOmX/inZM/2dbGEMEVVO93Hy43fhzgYzxzXfH72feud0y5XSftdtKAsS+bcwntwSXX9M/ifSpLRb8D3a3Pha2RSf9HZ4Dnr8rHH6YrphjFed/Cydn0vUUY5P2nzP++hzXoS00SziPilZfafCgnH3radW/BgVP8AMV4XA/lxTYHzV9J+LLT7d4W1SADLG2Zl+q/MP5V83bdlw6kjEq8Uzek3ZNdP1LcczFgR0ruPC/ibU2vLOxG2RC6xhQozt+vsM15pHM088canaufzr1D4caYgubi+fJZB5ceT0z1P6UWsQ5pnpWfSkNJnikGe9BiI3UV4t4gvpJvIs5RjyFeRTn7wlbeD+RAr2K7l8q2mkz9yNm/IE14V4hDi9lkzhk2pj2CKMfpQUjvfhfKraPeRDqk4b8CP/rV3YNeffCyJhZX8pHylkUfXBNegZ5oEPzUciLKjRt91wVP0PFOzTHagR8/zo9hfSwHgxSNGfwOKmS6RCgY7nY8AelWfHtubPxbeqoIWUicf8CAP8wax9Hjaa/B64H603G6uburroep/DvTpbu7+3tvSC3b5e29/T6DvXpxNYfhKz+xeH7aMgAsC5/Gtw1JlKV3cTdmsjxIom0d7dm2ieRI93plgc/hjP4VqngYrA8Uu32CONT8zNIVHqVhkNMSPG9S1CTU7iW8mIM00m98DAz/+rFe7aXKJtKs5V4DQof8Ax0V8+zRFr6JYsnfgbR3PavoTT4DaaXa25+9FEqn6gc0ipMuKeKUniowaM8UyDy/4r2g+26dd7eJIniP/AAE5H6NXlNqge6hUHq4zXtvxSh3+GIrrH/HtcqT9GBX+eK8q0DTVudd0+3Cl2lnUYPpnJ/SmmdCXPBW6HuvgfTfsGhK7DDznzD9O1dKTxVe0ASBVUYUcAe1TFqlGDI2HOahP3gPepmNVbiQRQSSnoiM35DNAHlHjO4Ef9n4LAXKPLIM8E+Y2wn82/Ot34YORDfR46lWz/n61y3ipxdwac4BaBbKOEzD7plHzMoPqNwz759DXafDWxkg0eS7lUr55+TPcDvSLvod0p5qQGoAcGng0yDg/ivaCXQ7O625MFxtP0Zf8VFeOQR7LiX+7/DXvfjy3+1eDNRGCTEgnGP8AYIP8s14RG4clwOCKDtw1pJJ7o9U+F2q6TY2Z01pRDeTTGQ+ZwJD0AB9gK9UJwa+VrmTbCeSMnqK2ND+JPiPRAqLefa4FOPKusuMex6j86cU2jDERUZ2R9HMagkrz/RvjDot8qpqcUthN3bHmR/mOR+Iruba9tdQtVubO4iuIW5EkTBgfyoZiI44zXH+LogfC+qSpxLbyPjB55I/+KP4EjvXYucLXI6xbz6jNqukRIyLciOYzvjYq7QMD1O5AOOnJqSkZnwvfC3I6CQBiK9KU8VxngbRZ9Ns5p7lQskrYVR0CiuvBxQhSJHUSo0bDKuCp+h4r5k1W1eGZ4ejwSMv/AHycf0r6ZLYFfP3jSE2vjPVrXbtQy+auO4fDf1pm+HktYvqclpWw3qAnnsPWvcPBVp9n0fec7pGz+VeJ+HLdrrXrSBELM7EAD6da+hNNgW0sYoV6IuPrVz3OWL0NDPFITTc0hNSMo63J5eh6hJn7ttJ1/wB015Nr2lXt/q6mytzNHdkPDt6kABdxz0BKk/Q17HMiTQyRSorxupVlPQg9RVaKGOD7q8kAZJycDgDNK9hoq+G9HXQtEhsgQ0g+eVh/E56/h2/Ctaq8cpJIPrUpJovcLCk4qNzzSk8VyEdxd6h4xutMbV7m0izJ5QjUNllTcF9hweT/AFotcluxy/xXgVL/AE66H3nieNvfaQR/6FXOeCbVtR8T29sqk5DE46AAck0eKtRvNRWyN1cPNtDFdx6ZxmqvhnxBP4a1M31vDHKxQxlX9CQT/KtUvdFfU+mLdVigjRRhVUAVIWzXnFj8YtGeFFu7K8hkx82wB1z7cg1tQfEvwncKD/aXkn0mhZT/ACrPlZVzqyc1i6/p89+1ksbbYVeQTkDLBGTadvueRntnNS2viTQ74A2ur2UmegEyg/kea0dyyx5RgynoQcikNHFaH4CtrDWjqVw+4I5a3txysfpk98dq7jtVNjuUjPfFTxMSGHpUpjZJSFuKQ5rB8W3lzY6C89rM0UokQBlPOCelUSL4ttBqPhTVLbGWaBmX6r8w/lXgZvprS7jntpGjkTlXU8ivVtXvZ49CS+s9d1GZHnNsftEaos/yZZox12gnad3qPcDxh3LPntVRj3KjUtFpdT1Dw/8AF+4s4Ft9ZtDcgHieEhXx7r0P6V6BpPj7w3rOFg1FIpT/AMsrj92368H86+bi1GeOatwRFz6zDK6BlYMp6EHIqJ1VlKsAVIwQe4r5h03xBq2jSeZp+o3Fue4R/lP1U8Guz0r4wavbFU1K1gvU7sg8t/04P5VDiw5keqTaJp9xbw2k9usltBjyoT91cdOO9att5axhIwFVeAoGAK4vSviPoGrzopnNnJj7lx8uT9eldZaTxyFXidXRj95TkGs9bl9C8aTdzSEjPWmnpTERXcSXVrNbvyssbRsPYjH9a+cjC1put3++jFD9QSK9bXUZrnxxcaZdaveWls02yN4pY0WPoSSXGMYzx1JxXk/iJZ7LxPqdtIZt6XLj9+BvHPO7HGfpxTUWzbD1YxlqZ15J8wTsOaog4Y1JISXYt1JqLq30rVKyIqy5pXHFsVc07WdR0ecT6deTW0gOcxtgH6joaoHrTWPaixk3Y9Y8P/GKQBbfX7UOOn2m3GD/AMCXp+VeiWOo6frdkt1ZzRTxluCDnHsfSvmMdKv6Zq19o90LmxuXhkHXaeD9R3qJQvsOMu59TwnMWfen5rxzSfjJPBEsWo6aJT3kgfaT+B4rsdO+J3hjUMK941m57XKFR/30Mip5Wh3OxLYFeSfFKyVNdtb4D/X22xj6lD/gRXaeJ9aVfDjXWlX6FvNQCS3kDcE89M1wPxCsNasvDui32p3dy808kmYnTiDhSoJx94g5x/UGizZdKahNNnGeC7l7TxHDKiqW2lRuGcZwDXvlsd0Ck0UVdTcxjsT0GiioKG96rSkiZAKKKTKQ3pn2NTknP4UUUkDGueDXmmqajPpfi+6vbfZ50crbd4yOV2nj6E0UVcTORxOugAW49Mj+VZC0UVtHYQo70poooYIjYD0FWYL+8tf+Pe7nh/65yFf5UUVLGjbsvHfiOxCompPIg/hmAcfrXRW3xO18R5KWTEjqYj/jRRWdtTRGzZfEPWJ5ArwWeD6I3/xVWPEevXV9oBWWOEAyIflB9frRRQJmHq/iWTWYIY5NN0+3MMapG9ujqVQA4UAuQBzngcnmvOGHNFFaRM4jT1oNFFUwGnpSCiikT1FHU1o2Or6lp/8Ax531xB/1zkIoopMtGvD488UW33NZuG9pMN/MVp2nxW8TBwkj2ko9XgGf0IooqGUSReMbv+0buW407TLsXUokeO4gLKGUcFfmyOvTOD3BrndUvZ9T1++vrp99xOTJI2MZY+1FFNDpfGZEh5Y02EAnn1ooq+g38Q09aiP3qKKERMe/H507FFFAIcQAKkiUMOaKKOgLcmZTFEWjd0O4fdbFXL3xPrGq6Vb6VfX89xbW0jyp5sjMxZsdSTzjHHpk+tFFI0a95H//2Q==", 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", 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", "info": {"video_id": "20246", "label": "tilting folder with glasses on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "09ab6522f5c54c3ba55725b82bd9a1a5ce1588d354e78cf9002d1895f032a386"} +{"episode": 55089, "episode_seed": 2316619631, "split": "train", "timestamp": "2025-10-13T03:28:12.502610", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2316619631, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 3 card'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "201740", "label": "stacking 3 card", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "201740", "label": "stacking 3 card", "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": "7854670cbd6a71bb89fef59e6ddc6c1bf2681959bd172f5cc412cb6af8c5db8e"} +{"episode": 55090, "episode_seed": 4108132742, "split": "train", "timestamp": "2025-10-13T03:28:14.347065", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4108132742, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet and steel ring on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "212679", "label": "putting wallet and steel ring on the 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": "212679", "label": "putting wallet and steel ring on the 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": "4aca2e29f92247286c66a2ea05df38c730790b30975732fe5a4d178cf86b5e9e"} +{"episode": 55091, "episode_seed": 2658205816, "split": "train", "timestamp": "2025-10-13T03:28:19.365963", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2658205816, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 elephant idol onto car 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', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "96884", "label": "putting elephant idol onto car toy", "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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gVz+rR3bW7QQxtEh+dpZACcA8AY5x6/hTrNUjE8sFwkcUAQwi4+VpSRhk4wMg4xxRy6aEapnT2OreXeBZZC0aBo/MyDnpjJ6dj+Oa3QsJ3M7BlY5Y54Ppx0rjmvpIHa2m0zJGZYp4FUmPODkOQDjnGcZq2t7EZPMSckLyZOhxjG/HcevIxQ6el0y5bXOibTrZ4lTy4FkAPC4HXnH6VlxaYbW5iumtI0WKRWVlfDdfbjHA4/WqtvqEu2aYBWtIlUidWzkH+Id/7v5j1q/b6pIV8vdu3JzgZAxz/L/PNRzSTuzM888RXTyazdRvPGi+Y3yytt79j/Q1R0sXMEdxHFD9oUAHzrfEoVT2IB/z2q98QtKnhvvtypmCcZJUcK3pR8MbKO5k1QSK5KGI7OgP3uuK9etWVShoRCHvF23060uGlaaSQyud5hKkqT9Tn61a+yRicWpztwoKxYBCZ4z1PT3HTIxXWyaO/lmKIRgg8eYO2eg9v5VEdKe1fzjAWXPzCNgRjGCcY5+leY1JG9jlVgszvWwjkhffud4xzIM9TnpzzUU9666tHAjPcNBGzOFDfu8Zz24xxntzXQ3sLNHIqWayFcFEGVDjJPQc96zv7ITyWe2Z4JNjFEAA357En2zk0ku4nDsSw3cd3b3CxGNHKrv+fI2ZzuGPY/pWvZSTabK0byRyRSZeIxtuUn3PAXn+tYMXnSPHFNZQvp9pb+WsqD5lJJHyt147MMY/OpooJbFSyXVx5e7apLF1bdjIH93oPx+tUoxT1GlpZnTpqsTcNERk52Mepx1+g5qd57e8h2yDCsww6NzXJahqFvp6zJJeREYVpAImBdP747KQcA/jiljvreG3tfILBFHzrIc9Putke+R+ANZyp21RDOjuNOV7Zo7N1USIwZGY8+v+fWvDNSnu7O9mSOeWBgxBCsVr2bSLiG7kUfaFOW4DdsDJrnvFHh6z16R7mF4ILwZy38MoHdvQ+/511YWs4e69iXG7OyTS0RV2IkWRjoNo/Co/7CYIoMkUxUHG4FSfy4/KrkMsqhSFynqpw30p8cyIj+fMuAeRKDlR9fT86z9irHRZGXNb3RKq0WAOHXGQcDt7c1QXSbgq32y2Eqhudny7xwc8d8YHX866lbiIqCCkqjph/l/AY/8Ar0n2nzpiqRjzM5Zvug+3PGRUOnYdjiDo9w1ytrbzzW8CTB5AUIXHJCY7j3PeprrShqYVZ8gs/wAwQ8SkcAEjnGM5/PrXZNELoSKuGTowyTuz6Y/pVebT4wi7ImbC5wuTg9O/frSdx6rVHmbaLeaVayjz7e1W4BEuE2kIGyCD3YcjHTFc6+kaNdxC81K5u4iZfKUlvlfHcHbkA8HnGOfavUtQjXz4zFdi3n8wFRJGwBIP5YHvWVcaGs9y32uHzpJGJwpJzhhywJGcA9PcVpGQ5SlJWbPOj4MsbubZZ6k8e99qCSPco4zksMcfh/OrejeCLzzZ4Ly9RIlGIiqkqT65bGMdx1ruyimWS0ltlKofkGcbs8YU54wM5xVd7m7WKeLyjBHEfkLDdnHXOePyGOven7aaWhg46kXgjwpNpt5qKXcasrmPy2jYlH+9zx/X1rsJtGklWMJ5fynB83qeOnsP8KyfC0j/AOkuswkDMOM9eOvTjPpiumM8mAP9TJu53DI/P/69Xyup7z3KjFWMo6a1oxZ7c7STzu3BQT1xWbe27vGA1kkoRiGXkYTAGQB3rsA2CCNoxyQr7sZ74pryQRod6kEryzMFwPUc+tZunYrlODu9GiS2YgiF1ADJJxGUzznHUew6+lZviSa+1iGz0hiElupC3nsnzKicKuB17V6YViuIXLIWibkOyAhh6+lZGqaLZTMbmdhbzKAikMF+bB28Dp3/AC9qcU0XTtF3PFrWOXR/FcFs8gnEFwImMZ3B+ccfnXoninVtN0vRBpkgW4JJPlSDOw9ip6j6iqn9mDTtKgis7KFNfaUou9QXAPJcP/d9xxxxXIeLfCmt2Ia5cSXaEjzJlGdpPQYBJxWsWrm1SSUbM5Sa6WXcZZGBLYDBc5+vNUhK8TrJGxVxnkVr2/hXWbmxa6js2EKDJLsFJz3AJyR71saR4KliuIbvWGgS0Uh2h3F3kHphfX61u6kUtWcDTMmwim1SJ3itZWMODI8a5C8/54r6FjtYmhXJB45xgfqelcWl3DZWyw6dAkFqy7lVceWAe5HPPTv1rrrc5C7ZSGHJXqP/AK1Yc/td1sVCJMNMs1U+UrIATko/APuO1VptLkPllZt205Td97HXnvU8d1HE8h2uZCesbEbvTrU8V0WcogkV8ZCuoLH/AB6dulKVI0sjIi8PvbSOVlIZiHCsOhPX+Q75qje+HDdXUn2mCPyiyyy7X5kYeo9AOgFdKks80ohBO0nBP3ju/wB3A459qllXyg7zh4okXO4qBk/5FZ8jWo1FnLC2RFBDBkWTMXzYZc8Dkc471Ddm7tLVYorw70kM0cqIpdScgHBHfocfX2PRLqVpqN42nW1s0d1any5vMkOd23JBGPUdvb1rP1awLQFJ7K4IY7Q8Lg49+fr09qTXKxSi07M4dtR1DSpL43cU6uD8kJkAkCE/N0JGOvvg81as9ZvFH2qGK4EbBcM21cAnuM5zzxxj9K2ptMhg3GWTzVYnH2kdPl6k468d+nFVnuEivmjjuY3j28hXLncAOD6jpmnKz6EuKLVzqVzqb4ZI3tdnls2FKlf93OSPpTvDOl2+l3V61lKQk5Q+Xz8mN3Y84596oy2mpLPInlKlqVziIAA++evH6Z4qz4cJSabzFbnaS8uQ3Q5570U781uhCR1wmk8s5Xyzjhk+bj8qnWRdoy8ZcjJKyY3fh3/+vVFGUjyiFA3YyGx9TTha4LBwHI/hwpH5Z4/PNdPKma7F7fCh3shZiTgnaB/PriokFvcKQqeYhXG4ruHA6ZAxxU1vaQSW7KwkKNgLyAQPQdyPrmpPs2xSFeHlslZFYcAHGNp4P4Vm6Q9DLaws0CrJKtlbgHLCIkMACcYHP0+tV2tIxK/lyJcIfkGFxvxznB6HpWV8Sr8WHhmGGHES3jmAtvXaiqA+FJHBPAz3zXQaPbW39gWMU4EjS28bvlSGyyg46fgPYVDg9kU4LlTOP1awLtLDdQXYjMbODAzIrMByTgHAx6dfpWMmh3rSwSR3bR2scZUrFnDKvI+U/d6gZ9q9Jl0i3SdpEklAl+Vo2bKgfT8ulUrnQrp5JJLaezlZxndMGBHAH+P55parQi1jkorF4AHguGkUxBGEjcqPUcDt2wMe9Spc2tmivHJ5obOSw80Z7hcY9x6Vpy6DJplo7X0SSWqKzHyFJ2+47mssWdp/Z0UtrLKkbgSAyR7twx1I+lQ0zNo7NJApBwOeo3enUZNPSADbJuChhkAEDBxWZb3REZJQcqME9vy6Dn9KsRXfnW+MKochVO3pjjj+tdS0NDZs44zOSUJI+98wAI9wDg1bFsikOqyR5BA8s5wT3AIPNYYvSzsv/LRDyUPf8O34e9aFlqKiArK6k4JAUEn8RTGjRtwglYy5mSJPMZ5EwVHrlahklt2RLu0EwWQkZYDnBIz9Pzrn7L4s6Nomu3en3qXEcMb7fNWPcGOB1HUYOfWox8QbTxR4kt4NNDPHGshdxEVUoFyAN3fOM8VlO/Mo8pSs92dBK6TxDcqMSvA4OP8APNUZINOuVVZ7VDyBnlSeR/UClLI65K7jzgMMFf8APFRGRfMBIO7GBhiRj0odJdBXE/sTRIyxhiWCQZOVyTn/ADmqa6NeGKUyajFdCRyVITG1ewIJPPvT31iNWMVwmwr9xlOeO30+lH9oRybjG4JB7DaR+fFJ0iXYhsbV7SSVZGDFv7oC8g9/89q0ObhNiBxwccnkDFUbi6P7sHltpPUk05byISqsa7cjCHd0/wAitIJpAWxaIpBlXOOCSh498jp+NacdpE9um8yFskhioGfTI6Gsrz1DuxjxFux1ztI6j9c1at9Rfz0UFpB14xkD/P8AL3rQFoXDbhEAY20iAEsrhgTkjpyR+GK4Lxlqsg8Y6PpdrI0O6SNpHY/e8whQP90YJxjvzXc6prGnaXbC6vpkS23KHwATycdBz9e9Q6tH4G1JrbxGw0+S9iiEazpPuWEAYBK5xgfTNYVpqCvY2pP3iwsdvIqwywI5i+UcZ6Yqkuk2VvIRDujV/mODnn1A9cVFpepR6npsF0g/ePuAweWAJXIx2OM/jU8hQEB33gcjetV7JNaGbsUZ/DrXIeOLUyqk8hoAxPJJz9cj8ves++0S402wK/Y5NTjO1QiLlgM44AxxW2Z4raMGeX92SBkZweeCOeKXzAMPHK745VlJ3fiO9T7N9SdGcneaWvGLa4XbwdhyPfI9K2Ip2Pl4c5wCeOw71ozXfnbkk2tuAyxOD+lc9DdSIMM33gOpyc9jz65+tOnG1xLQ1wIiiSucnGGyOnr149PWrlqUWQBljCghlLKcfgGzg/jWJHeMYWVyQWOzbxnAPTrwO9WVncyeUAZB0DlfvHpnnr+daoZ0ZRZfnZUl2+oHHNMgtpgJEsICpWF2IQlwMKexz7Y9cis2wvTACsm9ic/Jsxjjrnp/+qsS6+JreGfEz276fcS2ixozmMgNkgnJ4IIII49qJXtdIaZm/Dqz1LbrGp6jZXUMs8qqHnUxs8mSXwDyeq8967j7TsQCQ7TyMEflXMy/E+28T6zZWGnRTqGuUO6VFXy1z8wzk5yMjtjFdWGVsllIPoeRWdJSlH31Yuck3dO5TM+IyjwqydOVDZx6d+maWQae3EtsgB/iSMAenWnSRp8u6NW7/KvK+9Z91fPaTNG6o0LcYA5HX8P8mn7Kxncrrolt9onnjvbhGfAEEvAjx/dx/U1Xe2fTpNoeWTzGBGcc49Dj8amOpxucKxHGAG6HOe9VJ7nfEHVk3cgHf39Cfz4pclncRbF55cSZRSVPYZB5xnH4+gq155BByg8tPmB5yPf3/pWUrDYxEZwwA2bsdPU8H/OOalWXZskVIxtPKrzxj19eK0GayX+0BomIVj3OAPetO61W2t7J5550jMalmG7J4GeOua5qK6GChLKj5POfbn1qG8kW406e0RpSk0TRuANzLuBBx+tUgNW28eeBPEGhxx6klg0lu3mR295EBtbjOGORnPfPNWbDXLHxDNez2bI0MUiiORW4JI3FR9OBnv1rwm+0PVYH8tY4rtDwrFNrjrjPTng/lXqHgC2u9M8NwxXMbxtIfMYEZHoP0ArKNFKfPdlc+nLY6+a3Y5DucE/dYdPxFQbZIA0jOBHjqCSAO/4+/Sp5Z2RhsAAHvyPT3zVK4u0jQlwQHJBYLnbjue/6Vo4JkNkpuHIDRXZeM4ZXU5x/jUMtzHN80iKxI5ZVwfxrKkQHMlvcfMfm2k8fX2rKvNX+yRq9wVbawUsTnt6j+tT7NMTfcuI++Ukqd6sS2QDgAcYx379MYNTJIp3gRgEk/OxyWOOuO1ZiNtZolZjKCSqKchTjpz1/x+tW1kjeLazmUKcDbyT7HHTmkUi4LtwVbDBkXBIzjn0H+H61I065bBYSMeDk49wfy61nLIqwqED4Dn5ioH1PP1/SpDMFxsO5B1TOTkd/Y0xnG+JtAvpNTuby0mmiadt7ROQysx6kVY8CaFfW2oz3Fw0GWAChTtPvgfl+VdS8qMkbZUNyNu0gkgdT+tV5XuYyoiPlQyn96TFkyqOnPGMHk4p3FY6OQloArEqefeqcrTMrhCvmY+Tcc/pVS01WWOFUlHmY6MzZyADk8dKmbULWc4kjeNgOoUnH4ii4MyrjU/IZ1nhQ4+8U5GPXnn8KytZvpNKsmmFu6IykruG5fqeePoapeJ5ZWdnDmCPerLLzgdhu44H/ANfjisrw40+u6zNoGqalc28jLJ5SiNXDMqFgvPABxnPTA96Tv0JvHZm74S1qXU1uUuHOQV+YjJA5POB047A11Ucijy2dnD7s4T5n+hPYf41wXgsTCa8MpUEeWWUjgHDdh3+n9a7S3d5CMkyRgBQ4Bz0znPb2qtxx0LwkRRscDZtypbB+b6HpUxnWSIZYKE/iA59+v1rOXiVd06FMHgsMA9R9eMmljZWUuu0kc7epb6//AK6Cij4whbUNFe1iaDzUkSRC68Sbc8H65ry66s7tJhG2mMJUYH93llJz0xz+lexI6PE0YUlcZKjB59D+vas+S0iBU4Kv6qCTk89PSmmTYsaA0lvpdrauAFhTau5cN6/zq897PGTldq4wP8iqlvrPmSIXtpIYG+557DevbBIHOf8ACtBfssudsoDgng9RTuMzrrU44sROxTcAd2z5TnsDVZpwiZgnG0EA72/qOhqbWV8ixcysoGPvZxu9c+1eeX+s/ZWlTymViwCsccj144zSbJujtp/FUVrMnnMSxHOUyRz1JqzHI0kjBl+cOSTkEkAcDnnPfOfwrhvEuh2UGkQatY6pfTM10bcfa4gguCEDM8XJIVThSG9R7gdVEQu6NCTKM4jQjCnHT/P8zSYK9zYjmBdlVUTJzuJy7HBGcfj+tILlgq/L8yr98cZ/+v7YqpHJGYCryeYi9CDuJ9j6ZNKk0axERbz+8PO3HPXv3A/lQUaLXCEk+Wd5GAwHKn+dcj4m0J9RvReKZYbooE8xHyHxwvfIroi+0DYeMfMp79+lBmjliDlkX5sEEEEntnuaYWucp4Q8P3kGvre3N1EdiFV392PA5/z1r1RHKxFHymD2OT0rkJLm4iUS2rJG7HaZXTd8p+8B2zjpVuz1Ka2Rkbe8ecK3RR6Ad8/yoEb28qVXsBxn1+nQ1k3N7PaMVmVHYD+Dgn654qcataT4SVFQ5PPUVz3iS6yhEDF4yjL5ikHBx29+f60XEx15OrQNdw2soTOHkCkhiOq4H86yNC1Nb6S7jJAijAPCcEc52+/8qx/Ct/8A2h4nj0nVtYuLe0uPkjnimiSNfUsXGMYzx1zxVvRbC4tta1mxS1nQi4MZ85QJPlLfexkZx1xxSu+oaPVHVpICnmruRVbkkk84AGcc/lViXy5UMnlySAYJKruAPp+Jz1qnFcbCYlZIwFO0uc4yPrwPqaj3KXcwTKyllJcjgNjtjj8Se45oQ7mmZAJ3D7gvfOOaBcbCA7blPy7hkggdsj2rPRsMuFDKp+9tzznnBz+dS+f+5bzVjcnC7tuGbHTp0/WmMnlSEyPvCOc84wTnHGP8cmlg1S5gZo444o4IiACJCxkB6lh7HjioVnMYKJEH2c4XkgHuT1P8+KV2SWIMrTNuJLGQgnHUZbOf/wBdCBs3odTtZQC5ZcgZO3A79R2p80n7l5Em3RYznPI9MYrmnLZY5KMRuMZO8n1wcdee9RyG4jcjaQoycCPcfXtz6UakmJq3iJtPuo5ooFmiGWZj2OeAfbnv1NN1uO213QrXU2kjtklcpiMKx46qUzx/k1meLPOW3+1wgRuhAZQv3lYcqw6Y6Yqtqnh3U/B2j6Nq8pmSe8eRpbWWLKQYCFFYnjcVfOD04HUHEtX1QRmou0lodtZZMu4kks7Ln0GAePSpLtzDf23l/L9/leOgzRRUIor/AGqRoZnb5tnyhWJII54OT7VZt7qQxs2EwirIE2jAPJ+tFFUMctwyTMERE3KCxUHnnNXbaJLgO7AiTYMupIJ+bFFFAFDiS8a2YKVQ7g2Buyffv1qhdn74x91ePzxRRTJM++jS686OVcoJfLxk9GHNcDp+rXWjasL222NNblljMi7uGUoQfwY0UUIymb3gqRnmu0c7gCignrjkda9DnjARpASHjJVCOwAz+PTvRRQ9zSOxTe+kjiEgjhLhOG2c85zV+EbriBSzbZCARnAHQcfnRRQUNvwbQJJGx37tu44zgsR/IU7UQlja3TRxq3kgBRJ8wwWx3oopjI5oVj8opxknOQD/AA+/1rPhuXkti7KuV3gde340UUMkJbh5oCsnzKMYUsSBxn19q4LXCN88GxTGI1mUHPyN0OD6HvRRSM6mxcu/FL+JLHFxpGm2z2kMccElqkilEGfkALlQvOTgcnmursWLXEuTkqOD3HSiihlx2LF05gu7Qx/KXcZIPr/P8akld+S0jsA23DNnOWxz60UUFCNII7hLcRxmNic5HPBGOavMipI0yjDlip7jnjOPWiiqAkiiE2SzMCpwMNwfqOhx2qlsRt4ZBuZSd4+VgQcDkYoooEVpWZbdXDuDkYwxGOcdqgvfMVBH50pBB5LZI+Yj+VFFIGcGms/2Hqt/ajTdOvrZ5fMEV7B5gRlyQVIII6nIzg9wa3/CmqX2q6lql7eXUkk8jCZmBx8zZzwOg9u1FFBlHc32uGjkjGxGDswIYZ6Y5+vP6CpfMYyRxnplznJBGO1FFM0RNw1vM21QyOsYIA6EE5x0zxUs8EcZSRV+fIAJ7ZGT+JoopsYt03krGkaqu8ZZh1P41ShYzQxb8ZMayEjgksAT0oopAx6HbcRxADbJknPOCMdM8d6opK7TSh23YZcdsZ+n86KKbEZ/iKNo9DA86RhuQ4Yg/wB4+ntXJa34i1W+0200y6vZ5ra3leVRJKzEs4XOSSc428emT60UVKImf//Z", 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gVz+rR3bW7QQxtEh+dpZACcA8AY5x6/hTrNUjE8sFwkcUAQwi4+VpSRhk4wMg4xxRy6aEapnT2OreXeBZZC0aBo/MyDnpjJ6dj+Oa3QsJ3M7BlY5Y54Ppx0rjmvpIHa2m0zJGZYp4FUmPODkOQDjnGcZq2t7EZPMSckLyZOhxjG/HcevIxQ6el0y5bXOibTrZ4lTy4FkAPC4HXnH6VlxaYbW5iumtI0WKRWVlfDdfbjHA4/WqtvqEu2aYBWtIlUidWzkH+Id/7v5j1q/b6pIV8vdu3JzgZAxz/L/PNRzSTuzM888RXTyazdRvPGi+Y3yytt79j/Q1R0sXMEdxHFD9oUAHzrfEoVT2IB/z2q98QtKnhvvtypmCcZJUcK3pR8MbKO5k1QSK5KGI7OgP3uuK9etWVShoRCHvF23060uGlaaSQyud5hKkqT9Tn61a+yRicWpztwoKxYBCZ4z1PT3HTIxXWyaO/lmKIRgg8eYO2eg9v5VEdKe1fzjAWXPzCNgRjGCcY5+leY1JG9jlVgszvWwjkhffud4xzIM9TnpzzUU9666tHAjPcNBGzOFDfu8Zz24xxntzXQ3sLNHIqWayFcFEGVDjJPQc96zv7ITyWe2Z4JNjFEAA357En2zk0ku4nDsSw3cd3b3CxGNHKrv+fI2ZzuGPY/pWvZSTabK0byRyRSZeIxtuUn3PAXn+tYMXnSPHFNZQvp9pb+WsqD5lJJHyt147MMY/OpooJbFSyXVx5e7apLF1bdjIH93oPx+tUoxT1GlpZnTpqsTcNERk52Mepx1+g5qd57e8h2yDCsww6NzXJahqFvp6zJJeREYVpAImBdP747KQcA/jiljvreG3tfILBFHzrIc9Putke+R+ANZyp21RDOjuNOV7Zo7N1USIwZGY8+v+fWvDNSnu7O9mSOeWBgxBCsVr2bSLiG7kUfaFOW4DdsDJrnvFHh6z16R7mF4ILwZy38MoHdvQ+/511YWs4e69iXG7OyTS0RV2IkWRjoNo/Co/7CYIoMkUxUHG4FSfy4/KrkMsqhSFynqpw30p8cyIj+fMuAeRKDlR9fT86z9irHRZGXNb3RKq0WAOHXGQcDt7c1QXSbgq32y2Eqhudny7xwc8d8YHX866lbiIqCCkqjph/l/AY/8Ar0n2nzpiqRjzM5Zvug+3PGRUOnYdjiDo9w1ytrbzzW8CTB5AUIXHJCY7j3PeprrShqYVZ8gs/wAwQ8SkcAEjnGM5/PrXZNELoSKuGTowyTuz6Y/pVebT4wi7ImbC5wuTg9O/frSdx6rVHmbaLeaVayjz7e1W4BEuE2kIGyCD3YcjHTFc6+kaNdxC81K5u4iZfKUlvlfHcHbkA8HnGOfavUtQjXz4zFdi3n8wFRJGwBIP5YHvWVcaGs9y32uHzpJGJwpJzhhywJGcA9PcVpGQ5SlJWbPOj4MsbubZZ6k8e99qCSPco4zksMcfh/OrejeCLzzZ4Ly9RIlGIiqkqT65bGMdx1ruyimWS0ltlKofkGcbs8YU54wM5xVd7m7WKeLyjBHEfkLDdnHXOePyGOven7aaWhg46kXgjwpNpt5qKXcasrmPy2jYlH+9zx/X1rsJtGklWMJ5fynB83qeOnsP8KyfC0j/AOkuswkDMOM9eOvTjPpiumM8mAP9TJu53DI/P/69Xyup7z3KjFWMo6a1oxZ7c7STzu3BQT1xWbe27vGA1kkoRiGXkYTAGQB3rsA2CCNoxyQr7sZ74pryQRod6kEryzMFwPUc+tZunYrlODu9GiS2YgiF1ADJJxGUzznHUew6+lZviSa+1iGz0hiElupC3nsnzKicKuB17V6YViuIXLIWibkOyAhh6+lZGqaLZTMbmdhbzKAikMF+bB28Dp3/AC9qcU0XTtF3PFrWOXR/FcFs8gnEFwImMZ3B+ccfnXoninVtN0vRBpkgW4JJPlSDOw9ip6j6iqn9mDTtKgis7KFNfaUou9QXAPJcP/d9xxxxXIeLfCmt2Ia5cSXaEjzJlGdpPQYBJxWsWrm1SSUbM5Sa6WXcZZGBLYDBc5+vNUhK8TrJGxVxnkVr2/hXWbmxa6js2EKDJLsFJz3AJyR71saR4KliuIbvWGgS0Uh2h3F3kHphfX61u6kUtWcDTMmwim1SJ3itZWMODI8a5C8/54r6FjtYmhXJB45xgfqelcWl3DZWyw6dAkFqy7lVceWAe5HPPTv1rrrc5C7ZSGHJXqP/AK1Yc/td1sVCJMNMs1U+UrIATko/APuO1VptLkPllZt205Td97HXnvU8d1HE8h2uZCesbEbvTrU8V0WcogkV8ZCuoLH/AB6dulKVI0sjIi8PvbSOVlIZiHCsOhPX+Q75qje+HDdXUn2mCPyiyyy7X5kYeo9AOgFdKks80ohBO0nBP3ju/wB3A459qllXyg7zh4okXO4qBk/5FZ8jWo1FnLC2RFBDBkWTMXzYZc8Dkc471Ddm7tLVYorw70kM0cqIpdScgHBHfocfX2PRLqVpqN42nW1s0d1any5vMkOd23JBGPUdvb1rP1awLQFJ7K4IY7Q8Lg49+fr09qTXKxSi07M4dtR1DSpL43cU6uD8kJkAkCE/N0JGOvvg81as9ZvFH2qGK4EbBcM21cAnuM5zzxxj9K2ptMhg3GWTzVYnH2kdPl6k468d+nFVnuEivmjjuY3j28hXLncAOD6jpmnKz6EuKLVzqVzqb4ZI3tdnls2FKlf93OSPpTvDOl2+l3V61lKQk5Q+Xz8mN3Y84596oy2mpLPInlKlqVziIAA++evH6Z4qz4cJSabzFbnaS8uQ3Q5570U781uhCR1wmk8s5Xyzjhk+bj8qnWRdoy8ZcjJKyY3fh3/+vVFGUjyiFA3YyGx9TTha4LBwHI/hwpH5Z4/PNdPKma7F7fCh3shZiTgnaB/PriokFvcKQqeYhXG4ruHA6ZAxxU1vaQSW7KwkKNgLyAQPQdyPrmpPs2xSFeHlslZFYcAHGNp4P4Vm6Q9DLaws0CrJKtlbgHLCIkMACcYHP0+tV2tIxK/lyJcIfkGFxvxznB6HpWV8Sr8WHhmGGHES3jmAtvXaiqA+FJHBPAz3zXQaPbW39gWMU4EjS28bvlSGyyg46fgPYVDg9kU4LlTOP1awLtLDdQXYjMbODAzIrMByTgHAx6dfpWMmh3rSwSR3bR2scZUrFnDKvI+U/d6gZ9q9Jl0i3SdpEklAl+Vo2bKgfT8ulUrnQrp5JJLaezlZxndMGBHAH+P55parQi1jkorF4AHguGkUxBGEjcqPUcDt2wMe9Spc2tmivHJ5obOSw80Z7hcY9x6Vpy6DJplo7X0SSWqKzHyFJ2+47mssWdp/Z0UtrLKkbgSAyR7twx1I+lQ0zNo7NJApBwOeo3enUZNPSADbJuChhkAEDBxWZb3REZJQcqME9vy6Dn9KsRXfnW+MKochVO3pjjj+tdS0NDZs44zOSUJI+98wAI9wDg1bFsikOqyR5BA8s5wT3AIPNYYvSzsv/LRDyUPf8O34e9aFlqKiArK6k4JAUEn8RTGjRtwglYy5mSJPMZ5EwVHrlahklt2RLu0EwWQkZYDnBIz9Pzrn7L4s6Nomu3en3qXEcMb7fNWPcGOB1HUYOfWox8QbTxR4kt4NNDPHGshdxEVUoFyAN3fOM8VlO/Mo8pSs92dBK6TxDcqMSvA4OP8APNUZINOuVVZ7VDyBnlSeR/UClLI65K7jzgMMFf8APFRGRfMBIO7GBhiRj0odJdBXE/sTRIyxhiWCQZOVyTn/ADmqa6NeGKUyajFdCRyVITG1ewIJPPvT31iNWMVwmwr9xlOeO30+lH9oRybjG4JB7DaR+fFJ0iXYhsbV7SSVZGDFv7oC8g9/89q0ObhNiBxwccnkDFUbi6P7sHltpPUk05byISqsa7cjCHd0/wAitIJpAWxaIpBlXOOCSh498jp+NacdpE9um8yFskhioGfTI6Gsrz1DuxjxFux1ztI6j9c1at9Rfz0UFpB14xkD/P8AL3rQFoXDbhEAY20iAEsrhgTkjpyR+GK4Lxlqsg8Y6PpdrI0O6SNpHY/e8whQP90YJxjvzXc6prGnaXbC6vpkS23KHwATycdBz9e9Q6tH4G1JrbxGw0+S9iiEazpPuWEAYBK5xgfTNYVpqCvY2pP3iwsdvIqwywI5i+UcZ6Yqkuk2VvIRDujV/mODnn1A9cVFpepR6npsF0g/ePuAweWAJXIx2OM/jU8hQEB33gcjetV7JNaGbsUZ/DrXIeOLUyqk8hoAxPJJz9cj8ves++0S402wK/Y5NTjO1QiLlgM44AxxW2Z4raMGeX92SBkZweeCOeKXzAMPHK745VlJ3fiO9T7N9SdGcneaWvGLa4XbwdhyPfI9K2Ip2Pl4c5wCeOw71ozXfnbkk2tuAyxOD+lc9DdSIMM33gOpyc9jz65+tOnG1xLQ1wIiiSucnGGyOnr149PWrlqUWQBljCghlLKcfgGzg/jWJHeMYWVyQWOzbxnAPTrwO9WVncyeUAZB0DlfvHpnnr+daoZ0ZRZfnZUl2+oHHNMgtpgJEsICpWF2IQlwMKexz7Y9cis2wvTACsm9ic/Jsxjjrnp/+qsS6+JreGfEz276fcS2ixozmMgNkgnJ4IIII49qJXtdIaZm/Dqz1LbrGp6jZXUMs8qqHnUxs8mSXwDyeq8967j7TsQCQ7TyMEflXMy/E+28T6zZWGnRTqGuUO6VFXy1z8wzk5yMjtjFdWGVsllIPoeRWdJSlH31Yuck3dO5TM+IyjwqydOVDZx6d+maWQae3EtsgB/iSMAenWnSRp8u6NW7/KvK+9Z91fPaTNG6o0LcYA5HX8P8mn7Kxncrrolt9onnjvbhGfAEEvAjx/dx/U1Xe2fTpNoeWTzGBGcc49Dj8amOpxucKxHGAG6HOe9VJ7nfEHVk3cgHf39Cfz4pclncRbF55cSZRSVPYZB5xnH4+gq155BByg8tPmB5yPf3/pWUrDYxEZwwA2bsdPU8H/OOalWXZskVIxtPKrzxj19eK0GayX+0BomIVj3OAPetO61W2t7J5550jMalmG7J4GeOua5qK6GChLKj5POfbn1qG8kW406e0RpSk0TRuANzLuBBx+tUgNW28eeBPEGhxx6klg0lu3mR295EBtbjOGORnPfPNWbDXLHxDNez2bI0MUiiORW4JI3FR9OBnv1rwm+0PVYH8tY4rtDwrFNrjrjPTng/lXqHgC2u9M8NwxXMbxtIfMYEZHoP0ArKNFKfPdlc+nLY6+a3Y5DucE/dYdPxFQbZIA0jOBHjqCSAO/4+/Sp5Z2RhsAAHvyPT3zVK4u0jQlwQHJBYLnbjue/6Vo4JkNkpuHIDRXZeM4ZXU5x/jUMtzHN80iKxI5ZVwfxrKkQHMlvcfMfm2k8fX2rKvNX+yRq9wVbawUsTnt6j+tT7NMTfcuI++Ukqd6sS2QDgAcYx379MYNTJIp3gRgEk/OxyWOOuO1ZiNtZolZjKCSqKchTjpz1/x+tW1kjeLazmUKcDbyT7HHTmkUi4LtwVbDBkXBIzjn0H+H61I065bBYSMeDk49wfy61nLIqwqED4Dn5ioH1PP1/SpDMFxsO5B1TOTkd/Y0xnG+JtAvpNTuby0mmiadt7ROQysx6kVY8CaFfW2oz3Fw0GWAChTtPvgfl+VdS8qMkbZUNyNu0gkgdT+tV5XuYyoiPlQyn96TFkyqOnPGMHk4p3FY6OQloArEqefeqcrTMrhCvmY+Tcc/pVS01WWOFUlHmY6MzZyADk8dKmbULWc4kjeNgOoUnH4ii4MyrjU/IZ1nhQ4+8U5GPXnn8KytZvpNKsmmFu6IykruG5fqeePoapeJ5ZWdnDmCPerLLzgdhu44H/ANfjisrw40+u6zNoGqalc28jLJ5SiNXDMqFgvPABxnPTA96Tv0JvHZm74S1qXU1uUuHOQV+YjJA5POB047A11Ucijy2dnD7s4T5n+hPYf41wXgsTCa8MpUEeWWUjgHDdh3+n9a7S3d5CMkyRgBQ4Bz0znPb2qtxx0LwkRRscDZtypbB+b6HpUxnWSIZYKE/iA59+v1rOXiVd06FMHgsMA9R9eMmljZWUuu0kc7epb6//AK6Cij4whbUNFe1iaDzUkSRC68Sbc8H65ry66s7tJhG2mMJUYH93llJz0xz+lexI6PE0YUlcZKjB59D+vas+S0iBU4Kv6qCTk89PSmmTYsaA0lvpdrauAFhTau5cN6/zq897PGTldq4wP8iqlvrPmSIXtpIYG+557DevbBIHOf8ACtBfssudsoDgng9RTuMzrrU44sROxTcAd2z5TnsDVZpwiZgnG0EA72/qOhqbWV8ixcysoGPvZxu9c+1eeX+s/ZWlTymViwCsccj144zSbJujtp/FUVrMnnMSxHOUyRz1JqzHI0kjBl+cOSTkEkAcDnnPfOfwrhvEuh2UGkQatY6pfTM10bcfa4gguCEDM8XJIVThSG9R7gdVEQu6NCTKM4jQjCnHT/P8zSYK9zYjmBdlVUTJzuJy7HBGcfj+tILlgq/L8yr98cZ/+v7YqpHJGYCryeYi9CDuJ9j6ZNKk0axERbz+8PO3HPXv3A/lQUaLXCEk+Wd5GAwHKn+dcj4m0J9RvReKZYbooE8xHyHxwvfIroi+0DYeMfMp79+lBmjliDlkX5sEEEEntnuaYWucp4Q8P3kGvre3N1EdiFV392PA5/z1r1RHKxFHymD2OT0rkJLm4iUS2rJG7HaZXTd8p+8B2zjpVuz1Ka2Rkbe8ecK3RR6Ad8/yoEb28qVXsBxn1+nQ1k3N7PaMVmVHYD+Dgn654qcataT4SVFQ5PPUVz3iS6yhEDF4yjL5ikHBx29+f60XEx15OrQNdw2soTOHkCkhiOq4H86yNC1Nb6S7jJAijAPCcEc52+/8qx/Ct/8A2h4nj0nVtYuLe0uPkjnimiSNfUsXGMYzx1zxVvRbC4tta1mxS1nQi4MZ85QJPlLfexkZx1xxSu+oaPVHVpICnmruRVbkkk84AGcc/lViXy5UMnlySAYJKruAPp+Jz1qnFcbCYlZIwFO0uc4yPrwPqaj3KXcwTKyllJcjgNjtjj8Se45oQ7mmZAJ3D7gvfOOaBcbCA7blPy7hkggdsj2rPRsMuFDKp+9tzznnBz+dS+f+5bzVjcnC7tuGbHTp0/WmMnlSEyPvCOc84wTnHGP8cmlg1S5gZo444o4IiACJCxkB6lh7HjioVnMYKJEH2c4XkgHuT1P8+KV2SWIMrTNuJLGQgnHUZbOf/wBdCBs3odTtZQC5ZcgZO3A79R2p80n7l5Em3RYznPI9MYrmnLZY5KMRuMZO8n1wcdee9RyG4jcjaQoycCPcfXtz6UakmJq3iJtPuo5ooFmiGWZj2OeAfbnv1NN1uO213QrXU2kjtklcpiMKx46qUzx/k1meLPOW3+1wgRuhAZQv3lYcqw6Y6Yqtqnh3U/B2j6Nq8pmSe8eRpbWWLKQYCFFYnjcVfOD04HUHEtX1QRmou0lodtZZMu4kks7Ln0GAePSpLtzDf23l/L9/leOgzRRUIor/AGqRoZnb5tnyhWJII54OT7VZt7qQxs2EwirIE2jAPJ+tFFUMctwyTMERE3KCxUHnnNXbaJLgO7AiTYMupIJ+bFFFAFDiS8a2YKVQ7g2Buyffv1qhdn74x91ePzxRRTJM++jS686OVcoJfLxk9GHNcDp+rXWjasL222NNblljMi7uGUoQfwY0UUIymb3gqRnmu0c7gCignrjkda9DnjARpASHjJVCOwAz+PTvRRQ9zSOxTe+kjiEgjhLhOG2c85zV+EbriBSzbZCARnAHQcfnRRQUNvwbQJJGx37tu44zgsR/IU7UQlja3TRxq3kgBRJ8wwWx3oopjI5oVj8opxknOQD/AA+/1rPhuXkti7KuV3gde340UUMkJbh5oCsnzKMYUsSBxn19q4LXCN88GxTGI1mUHPyN0OD6HvRRSM6mxcu/FL+JLHFxpGm2z2kMccElqkilEGfkALlQvOTgcnmursWLXEuTkqOD3HSiihlx2LF05gu7Qx/KXcZIPr/P8akld+S0jsA23DNnOWxz60UUFCNII7hLcRxmNic5HPBGOavMipI0yjDlip7jnjOPWiiqAkiiE2SzMCpwMNwfqOhx2qlsRt4ZBuZSd4+VgQcDkYoooEVpWZbdXDuDkYwxGOcdqgvfMVBH50pBB5LZI+Yj+VFFIGcGms/2Hqt/ajTdOvrZ5fMEV7B5gRlyQVIII6nIzg9wa3/CmqX2q6lql7eXUkk8jCZmBx8zZzwOg9u1FFBlHc32uGjkjGxGDswIYZ6Y5+vP6CpfMYyRxnplznJBGO1FFM0RNw1vM21QyOsYIA6EE5x0zxUs8EcZSRV+fIAJ7ZGT+JoopsYt03krGkaqu8ZZh1P41ShYzQxb8ZMayEjgksAT0oopAx6HbcRxADbJknPOCMdM8d6opK7TSh23YZcdsZ+n86KKbEZ/iKNo9DA86RhuQ4Yg/wB4+ntXJa34i1W+0200y6vZ5ra3leVRJKzEs4XOSSc428emT60UVKImf//Z", "info": {"video_id": "96884", "label": "putting elephant idol onto car toy", "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": "1a050b6f010b627e5f69126daf4f505beabcd5bafc1b14624461ae86310b2e01"} +{"episode": 55092, "episode_seed": 4227862251, "split": "train", "timestamp": "2025-10-13T03:28:20.953235", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4227862251, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flour up with spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "9296", "label": "scooping flour up with spoon", "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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m7EaSP5QSQDaX6j3yefyrg/E1490txAlwBKo2oEOAMjr/APXr0HWYUuNIuIJYVmV8EI3dgcqfrnFctqnhU3dvD5FysU6kmeUx7i4I5wO2McDpUyT6Fw5b+8eJSwi2ltiG2HzPmcdia7HTkP8AZzTyDLSfyqD+xEaEBlDCQZ5HWtSeEQ6cIxxtXGK4Zzvod8Y21PH/ABPGE1iQgYU9Kxq6LX4Jbm/2RIXkJPA6+tc8ylGKsCGBwQe1ddN+6jhqq02SW67p0GM816n4Nt3FnZzopxOhR19iWGfzArzCwGboHGcAmvdfhzBu02GPYGMSZXJHIbnP4E1b+EhbnomjQNb6bCSDucBnP1rYtVAmBU53cVUVmkIUHaicKAac8ktqwkVdyKfmUdR7j1+lXsI1WiDjB6+orhfiPoV1rFjBaaeP9IuJEix0yBk5J9B39q6o6ysp221vNNJjgiMqv1ywHFDrM02+Zg0rLwF6IPQe/vSuB5JbeC7zw7HJBFA97cEB3mjjwF4xtGewINVdDd5J2MqMrRqEbcMEnmvabvask8bhDFcwneGGQD3P4c15NDpk2la1fWtw28mUOjj+JT0P86wq7tnTTqOyiQ6lYhWYhRhvavL/ABXCYXZfever/T1e2U46rXj/AI7sikLOB904NYQ0kjWprBnnVel+AboqtwAdu9oyfpg15pXY+B72O21SATvsglBiYnoDn5T/AJ9a7VrocJ9G6I3/ABKgWUEK5APqa1IiWBLVjeH2Z7Jo2/hYH8//ANVbgG3HagZIMYqOQZBPTtUq9KMZcj2pgLbkyWFxbjjI3D2HeuM+K1ktt4YmlRdqtG4Ze44wD+ldxBBs3E8B8ID+Of6V5t8YfESyeHl08geY7YDZ6qPvH9Klq7Qz5uu8C6kAOQDivS/hxah9EmdRy0x3fgBXmEjb5Gb1JNewfCuP/iQyZ5DyP/Ssq3wmmH+MwviihSPSM9cS/wDstcHZNtnI/vKRXoXxaGDpIxjHmj/0CvOLdtlwje9VR+FCr/xGfRXhi7+1WNoQeY1jwM9RxivRXba20ABj94gV418Or1ZdOWIPm5tyUZT1KdVP9Pwr2SIeaFk/vqG/MZrW1jMmXsPantjGe+OtNH1pxHGMdqQFdgQ455q7NCt9JC7LlTEQFUfxcD/GoBGZFHTOatLL9ghEzHiJBvX2JJ/wpPYDyHxxaNH4kEOPubguDwR8v+FYy6ZHe6jZl1z5fzMMd+1a/iTV4dW8fzRwD90kHz+zk9P8+tT6TBidnccjiuOrfmO+hbkDWJBBaMo4Cqf5V87Hqa988SyjyJMdhXgZ6mtKHUxxPQ7zwBcYuXTPzNCAB67W/wDr19CeHHxp8jD7u4ED6ivl/wALX39n3sN4VLLbyZcDup4NfS3hSWO5tS0D74ZEDoRx/ng1126nKn0Ojiyck5J96mHvTAu0D3p46cUhkUozn+VVWiLnapwSCBV7BMgweaetuFDOehG0Hvk/5NIDyu2tt9oo6lOP1qrqkOyA+4rdsLcR3N9bH/llO6fkTVPXbci2ZfbivOkrNnpReiPGb6b7Jr8ch7bv5GuTmkM0zyHqzE1v+J2K3jdiDiudrspL3UcNZ++0WtPYLdDPcED8q908Axf6HCyuVB8tjjqfXFeDW7bLiNv9oV7d8ObjzNNQkgvBIY2A9Oqn8q1tdGSPZZQqFEUY2jmnYJySAcjkUxcyOJP7wBH41KN56YApsBELAYIOR2NNdiZN+MdsVPt+X5vvGo3TdhhnOcUgHahai6lRYjgGEkse4Ixj9a8j8R372fjoW8753xiNCT0K5OP517RbFF8nzgNoT7x4AOcj+VfPXxkvPs/jeCWA5kjAlyP4ssAKzlG7LjKx6fu8+xQjuteaeMrLzIpkbuD+NdvoN79rsY1PXGCPSszxdprSWzOg+6Oa5nudnQ+cq1dIHnLPbZ+crvT6isqp7O5a0u4p152Nkj1HcV2xdmcB9L+DtX/4lVlcjBhljXf7dj+td9KgURsCNrLkYrwTwT4jhsHFhcyKtpO/m20h4A3dVz2r2qwvwbcQznGw/uzjqvpTkrSGndGkF2que9IikyKB1Jx+dToEuUVYfmcckdOKHAtSGdwjsQF74NIBb14xbXMp+WK3Q7SD3718s+O9cm1S8ubu4cF2PkxBeAFHHAr3vx74httK0F9Ks5lkvrsbY1HJX+87egr5b169W6vvKhbdBANiH+96n8TVLRXEzKr2j4WYPh1B381/514vXovwxknvLv8As1dUnskIkdPKTducKWA9uh59qxqRvGxpSlyyuXfjEu1tI/7bf+yV5bXV+M9SvNRWxa7uZJtocrvPTO3NcpRTVopBVd5tno/ga4CeILCcHAuYmiPs45H8q+hNAvPta/ZpABIoyv0r5T8PXsiZt42xOjieA+jLyR/n3r3/AMJ+I49Uthe25H2hMeZEOqnuDW0/h5jOO9jvAp3475p7Dr65psN1bySBtwG7nae1Wjbl2LRqShJw2KkY20CoJHcZVBkD3PSuf8cas+g6A17hXnkyQknQN0B49OMCuiWJZD5BkUIpDPg8k9hXk/xd8QW9zcx2SOphsk826IOQG/hT6k4oSu7AeeeGLkt4oljlkZ5JIS7s3UksP15r0u1Tyy57EV4l4Qvy3jOKV+s5ZcemeR/KvWfEF1PZ6FJPbStFKJEG5euD2rlrK9Q66DtAzfEkmIZBntXiB616p4qWOPw9HqdnrF/OrXJtv9JiVFnITczxY52qcKd3qPcDyurpRcb3M681K1jU0KRBf+RKf3c6lD9e1e9eANRl/wCEftmRsS2zGGQe6nj8xXzmjsjq6nDKcg+hr0/wl4kewkOobXks7jH2pUGfLcfxY/zwRXVFc0WjlejufSG5ZrWGdejjJHpShdqAnua53RPEVjdQH7PeQzwyYdBG4JU/TqPxrpYbmG4RUDKrE5BYios7alkYUl+OTngVbk8tzLu/1UC44PRsdahneKzQSSSqCeFI559a57xf4ostD0SW2tZRNe3KlIolOWLH+I+wo8kByGi6tHe61qwDKWW4OcDHYf5/CrmsL5kJIxjHNeZ+Etcji8XXFisgceV8z5+/IGy2PzP5V6VfEy2hKjJxmuKvG02juoSvFM8I8aweTqkg7cEVy1ekSabp2t+Ozp2tXU9vbyyeWkqTRxrF0JLGTjAGeOpOB3rhNYsTputX1iYp4vs87xbLgASKAxGGwSM+uCR6V0UvgRyVvjZSHBzXpnged4tcspopSkd1HhgDwxHYjvXmddR4X1F4U2xk/aLWRbiEeoH3hW8N7GTPq7R7iO9tlVVxIigY9sVaAOcYrk/CutwXUKajbkFGA+UHkA9R+FdjGqvNlW+U8g5qetihj/1xUtqgYMXOFQZJpHjIZhnPNOCOV8pAQzEM7HoFHagRk+JNVh0nSZLm7k8qB+U28lsD5VHoT6+9fLPirV57/VRd3A2vLIG25zhVPAr3L4xalGxstLV8DaZpMfwoO5/KvmzUrv7ZfPIPuD5UHsOlFtLjPf8AQp1h1R4VPyuqyL+I5rrbu1W5tZARnIrxWDXLhtBsNQt52jn2LC7r1yvB/lXY6o/ibRtC066udTvVlu9/mQlcCEDaVBOPvENnHb865eR3OpzSseA0UUV0nIdj4Hm+03D2FxHHNbcMEdc4yea9AtVk0HxbBZ2VxP8AZpU5ikcsF4zxnpRRW6+An7R6nps7PPGSBjbnH4VwHj7xBqUeoRww3JiQIThB74ooqaSu1cqR554hvrm28Om7SVmuLqUxSSty23GTg9s157RRTrfETHYK6bwXqM+l6m13b7fNiBK7xkfMpU8fQmiisJbFx3IvE4wLQDoNw/lXPUUUo7DnuPhleCZJY22uhDKfQ169p9ok3h2XWYWktL6NFPm2zlN2QMgjvRRXTR6mUjtfAOq3mo6Sr3Upd1Ljd0JweprvYbmWDSpJkY7l6Ak4H4UUVk92adjxvXfG2uRa3c2cN15UZcqWQEN19a4TxrcSRxWdmpxHMpnlOfmd8kcnvRRWrXuMnqc1osjRa5YuhwwnT+Yr2rxSf+KdY/8ATSP+dFFcNX4kdVH4JHC+K/Eja3ZwxS6Xp9u0CKkclujqURc4QAuVA5ycDk81wFFFaxMZhW54U1O60/XLZYHwksiq6noaKK0h8SM3sezavplrpn9m6zYx/Z7uV9snl8K4PByK76xupVhhmyGYAHBHFFFa1t0ENmcZ471a+uJkh+0yRpsZv3Z298Y+lcF4gnm0rwu95BM7XM0qwmWQ7mClSTj34xRRVxXuXE9zhfDU8kPiOxdDhjKFPuDwa+jrIeZbPu5/diiivLxG6O3D/CzybxHrP9j61qiHTtPvopJwxjvYPMAZRwQQQR1ORnB7g159qWoXWralc6heymW5uJDJI+MZYnJ4HQe1FFbU/hMKvxFWrOn3ElrfwTRHDK469COhFFFarczPWHvLnwqYbrSpmjF1nzYXw0ZIOM4PSvVfD2o3F3p8M8zAyMuSce/aiitqu5MDrbC7lkiIYg7CcHHNc5eeIr6yhvJozGWRSwDA447delFFYMtHhXjfVby60H7fNKXub+5KTOf7oGQo9BXmlFFXPclHSaNM50C6jz8qToy+xPX+Vdemu6lqGl29jdXcs0MDtIvmSMxJbGcknnGOPTJ9aKKwe7Nlsj//2Q==", 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", "info": {"video_id": "9296", "label": "scooping flour up with spoon", "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": "a96f8bd426b1ce13b1c30dad114429e99c119be4884159c49af5221b67f0eb09"} +{"episode": 55093, "episode_seed": 3859885556, "split": "train", "timestamp": "2025-10-13T03:28:22.908521", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3859885556, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 purse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "40476", "label": "closing purse", "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": "40476", "label": "closing purse", "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": "395aeea1dcb94e567abc5c2c88c94f8816ab419938c05d76019259f3d1aa4ac3"} +{"episode": 55094, "episode_seed": 4028651037, "split": "train", "timestamp": "2025-10-13T03:28:23.823799", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4028651037, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 white wire 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', [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": "121906", "label": "lifting white wire up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "121906", "label": "lifting white wire up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d38f59d51c1842c0e85f68f840b7228e74dc434a87632eec22e9d2d8929c1250"} +{"episode": 55095, "episode_seed": 3124444766, "split": "train", "timestamp": "2025-10-13T03:28:25.150713", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3124444766, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 3 card onto towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157622", "label": "putting 3 card onto towel", "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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6MCv9a1oStUiycTHmoyXkz1m6iPNcB4uhzqOnAju//stel3ScGvPPGWI9V0vPfzP/AGWvar/w2fL0H+8Rq2MAW3UgDpWbFbvceIyxzhRtFammyh0GOgFaFhaBtQMmPavN5j1Vc3o9PzpblRhguQRWTbZ1O1dnQLNC5hLHo2MdfQc8enTpjHY20Ya0K+oxXHy3EOmzXcb3McIMhYhpAuQQOeetdWFlaVrnDj4/u+ZK7XYvWWpSQFbeaNmVWwWb7w+vrirOp2lq8B1FScou8mPneB/WqUT2+p2cdxDNE7NlUcEgHbxg57D17d+MGsPXvEUnh4CzSASyy5dkdiAgHA49Sc/lXXOpGCcr2scFKnUqtRhG7fTb8zjfHsQbxCZlXCzQRuB+Y/pXIyfLXQ61q9xrV0tzcrGpVAgVAQAMk9/rWBKN59hXiVJKU3JM+twlOVOhGElZoj0xUXX9OkdgoW7jJJ9Nwr2W6QZNeIXQ2rleGXkH3r222l+26Xa3RGDPCkhH1ANehgZaNHm5pDWMjv5LjC7RUmkyMyumOAxJqiSTmmRyTRJL5L7S1cdGST1LmnujZutRtrR1jkkBlb7sa8sa4rxV4r1GC6NjaCOIFctJySPbHc/p9adp9iLfUnubiVpZ2zgsegNYvitP+JqJM8OvH4VrWrcsf3e4qNCVadqz07L9X1/BeRXsdaurXURezs94wjZMTycAeo7DGOgFY8x3NgcIF+UfrUjZ2Ee1RsMxxn/YFcE8ROUOR/Pzttf0uz04YeEZ86+Xl3t6lN1INU51LHrwK0JBgnmqjDk1gjczpxhSBmuw+Fr5k1e3LHkRShf++lP9K5GUEEit74b3Hk+LpICOLi1dfxUhv8a7MJK1VHJjo82HkJ8Wo9s2k/8AbX/2WuBhHSvQfjDxLpH/AG2/9krzqMMwAzya1xf8VmWX60I/P8zQjjViCasxqFIGeKqwKygc5q6nSuNs70PbEaM4wcDODUUMe2LBJzwTT5RmMj6VKwwTwKOeTiot6ISjFNyS1ZVZQCcZqsy5BNW5O/FQFeDQiihKuQc12nwwl/earak/wxygf99Kf6Vx8oxkV0Pw3JHim4QHhrNs/gy114V2qo4cfG9CR6BeJ8rfSvI4SSTXsd4vyt9K8et/vewNdOYbR+f6HDlH2/l+pfthIOWNaUf3RVKEkjmriHpxXlM9stqPlpkEf7hDjuTShsITS24PkL171ICSDAziq+zJJNWXG4YNRspC8UDKFwuG6VURjHqFpIONtxEc/wDAxWhcIXT3Hese73rA5HVRkH6c1pB2dxSV1Y+grpPmb6mvL/iKwh1HSG/66/8Astenh/Ps4Zs/6yNXz9QDXlfxSOy80Zv+uv8A7LXv1/4TPk8Ov3qRqaBL5kQOa7LT4huDY5rz3wvPmFK9G007gteU9z1LnT2a/uK8r+IEGzWFIHUHmvWbRf3decfEqDZNBL6kinUX7s1o6VEefRzTwXULwStG8eXDKeQen+fWjUr2fU76S6uW3SMoHA4AHAApuM3Df7n9aSQYJ+grmlVnJWk7noRo04y5ktf8zPlHHtVWUYFXpAST0FVZl+U0kWZdwoxmvXPCM32rwXpjk5ZIvLP1Viv9K8lmGVNelfDhy/hKRD/yzu5APbO0/wBa9DAv37Hl5pG9JPsz08Hml4AqN2CjOaqXV/FbQs8jhQB3rkRJnanqUVnK8ruFRerGuQutVfV7o3JUrEBtiB6ketVtTvxrOoM3P2WI/KP77ep9hSpWVWf2UdtClb3mS5G0/SmA/wCjKcdBilJwMUi48rGPXFYHWV5OarvxxVpulV5eRwKBGZd/I+exrR8DzJD4604k/wCsEsf4lDj+VUZxvQ5rJ8NiS78dRW51SezMbO8BiTeS6oSFHpwDyf6104dPnT7GOI1pSXdHafGLHm6P/wBtv/ZK86hz1PHpVzXtdvdZFpJd3slyEDFPMP3c4zVGF9x6Vvineo2c+Bjy0Yr+tzQi4Aqyhqqh6VajPSuRnch8mdg9yKmkHHeoGy5wKnboakCB1zUD5FWG+lQS8jOaaAo3Kn7wrW8BzGLxtZrnAliljP8A3zn+lZkhypBNZn2qa1vbaa3mkgmWZdksZwy544rooO00zmxMeanJeR75eYw30rxmBxniuk1nUru00OK/t9f1KcG4+zF54lRZyE3M8YHIVThTu9R7gctbkHpXXjZKXKcOW0nT5r+X6mzCcrxVyM57VQh6VciGMV5rPWLRf5cAVNECI1z7mqwOZAo64q1nCj6VLARulRHLDHAp+7imOQKAKrnDEHpWXecFgRwa1Jhu5FZl0ww30qogz1bw+t5F4V0u6tJWuIpLZC1vK33Tjna3YcdK4z4izpqE2lCMMroZd6MMFfu1D4K1q7uXt9Kn1m8tLUO0UZiljRY8HOSXGMY7dc4rN1q6vX1a5ivpriRrZ3jUXAXevPQ44zx24r2ZSvSsfPKi41nLzZoeGZiqbO6nFepaE3mbfpXjegXP+ksAe9eveGnDYPtXFLc6ErI7m2GI68++KJxHZf7TH+Veg2xzHXnHxTkzLp6Z7sf0qp/wjal8cTzpQTcE/wCzimy53fhTlJ8zPoDSP1/CuA9QquvWqsmDkVcbg1TnyORVIDKmyrEHpXffDCfdp2rWxPCXCOP+BL/9jXnmsyPHZ70Yq24DIrcTSPEXhLSbG/F/dW1zqKuZ7fy8LEF2lFY4+8VfOO3T1x3YW6kpHBjkpU3A9wvpXRBg15p4k1G6n1RbVpCIj1C8UUVzv4SKa99EcChFVVGAOMVYU80UVx9T0SQ8kU727YoooKRC3SqzHg0UUCM+biVh2rjH1O40XxUdQtNnnwzHbvXI+YbTx9GNFFdOH+Ixr/CWtVjVJ4goxwR9cUy35YfWiitsR8bMcL/CReU1ajPFFFcrOxE0X3/xqSQnHWiipAa33agcYNFFMRRnOGOKyNQO0QuOomX+dFFbUviRlV+FnWa3r7axDFFLp1jAYVEcbwK6lUGflALEAc56deax7brRRXViunzOXB7y+RrwdBV1D8tFFcB3kkf+uX6VbbpRRSAYCaRxkiiikBA3Q1kXg+Y/jRRTjuAzQNVOnW92hsrO7jkuSxS6i3gFRwRggjr0zg9wah1W9uL28ku7iQvPOxeRsYyTRRXrL+F9x40v4r9WL4fc/ajz3r2vwp9wfSiiueRbO8tfuGvLviaxN/ZDPZ/6UUUT/hjo/wASJw6/dprE5oorhPWZBJ0qpLypzRRVIDB1k/6A3s60lh4k1bURBpd5ezT21v5kqCSRmJZtvUk8428emT60UV24c4cV1P/Z", 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", 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", "info": {"video_id": "157622", "label": "putting 3 card onto towel", "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": "0d9e04e58e73f9fbb5f1ad26a5ca2d997978ec5f59987d0d0bc8c3ea574e8948"} +{"episode": 55096, "episode_seed": 2741668990, "split": "train", "timestamp": "2025-10-13T03:28:28.227200", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2741668990, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging plug into outlet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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e3s378IPmDfIm3NZKF7IPao9F023i1uGJ4iQJfvbh2Pf8q6e/8DaPcWkSJCYXQY8yM8n6+tcL8LWv5JS8wP2LaVgzjqDz717Djeo+lZz0djuoRThdrc8u8Q+C7bStIe+tZZWeEguGPBXOCfwr1eSFzEPkYZFYerwpNYzwSLmOSMow9iK8wj1jV9h8u7ucLxxOf8acHoZ4hKDVkexSROsbMUbCgk4HYVVn04XMYcKQxGQcdfrXlqa1ru0bb26P0nz/AFqT/hIPEaAj7Zdg/wDXStbnL7RHqVrZG3gC7TnqfrUnlSb2yo28bcA59815WvivxHGOb67/ABIP9KlXxl4kX/l8nP1RT/StFJJaE+0R6bNGUt5flwMZNUQvzJKGkRwmAycgjOSpHTsOa4L/AITfxEy7Hld1PBDQAg/pUn/Caa1FGMwRHjvbYqZasaqIzvHv7vTL3bI5LuAVI3Z+h7VZ+E9pNFYXFxMgET4WE55K5Of1ri/EHia7v5CJUixuJ+VMV6h4KiW20O0i65jVifc8/wBayd4xszooWnO66GhqsabZI5MFWGPwNcx4Q0uMarrCSruCmMr+O6uz1W08yEsg5x0rk9M1ex0a+vXvfN3ShAojXOcZz/Os4vU3rL3bm/Ppak5h4/2c0unWZE7O6Y29iO9Y8njzTopHMdrcSBiCBI6qBx7VVf4jS5Pkadbr7uzMf6VouU43NHcbWDKAmQc5OcYqZIWJJCHkc8V54fG+vzDMKQQr2IhA/nVWfxF4lnHzagwB7LIq/wAq0UkS5pHZywGV1Ji3EDg8gj6EfTkd64HxppfkaxBrayKhtGXfEcDKg5yPfk1XnudQmci41RwT6u7VzmtxRhyftJkyuT8veojGzIlUTR6OdW0OOzVbi9gLDP3Wyf0rhta1TSFnb7JK8iHkfIa5iKdRCqsXJXg49qgkkVjjH41fJ3F7Zks2pH7e0sW4R8fKa00nWWIOpypFc5IxzjGKsWN2YX8tz+7b9DVTp3jdChV11PTXnFtptpaBYyoiXdlQSznmmajoE1zJDNHKEmK4ZWU49uagO2W681/9XCgYem48D/PtVifUJ7aHzIXyOhLHkD2riTdz0eSMo2Y/TdMks7IzXMKCR2x843bVH6c+tW7q2tIIDJDGiPKPmCMAR9azLXUJri5hhkbO9TIc9AuOB/n1rJ1vUIprkLGB+7wrH+lbRu2ZSjGMbIv3FvIsCSRgfOThSw7dajjuza3GxyAQAeOat6fE97YL8kaxQR4ATkliSxJ/l+FUktRqmpQ2seUnchQrHH0q07OxjKmnHmQuoxQahIWw0bBMiYKeD7juP1rnLW8utE1qO4Iw8ZyRnhlPXHqDXY3S6joF5La3ChoGTypUI3AA+nv71i3tmt5bGDI8yInym9/T6GrVtmY2a1R65p16lzbRyxtuR1DKfY1LeRLPCwYAgjpXAeAdZLae9lKT5lq23B67T0/I5FTeKvHq6YHs7HbJddGbqI/8TWDi+ax6iqx5FNlRPDy6Ze6k0ZiEMgVojIcbTzkVm3d1c2Ko5KFHODgZ2n64rK0nV7y/kvJJpnmlYoqBjnBOeldjDJBFYpHNlEUjc+chjj6UpNxlZnMqcKsbx0Mazuru/dlSQIqjLORwP8TWkbC8t4FmkkE+/O0KcAD3FSQzWEbtDbwCPzmLtjv/AIVT1vU57a3gVVhKMx+8vP501Jti9hGMdRJr64gRSzFAemMCmJqhmdYnkJA9+fzqMXDagqJCoIhhAYgDaTnnH51nzwSSzK8RyzEIQPUZ7Vd9bGcqWnMjT1C1mjtt1rM8hkHMTMSTj09fpXEXlw8rgljxXdxGL7OLee3YSBcJLuOQ3UEiua1qy84tdoP3q8zD+9/tfX1/OrizGUep3HwsuXeyliYfLDIQp9c8mvW7Z90ea8f+GsqppsgHDee2fyFer2cmUGDXPP4merQ1poh1GNvKk9CDXklgsQ0FPOeXzJ2Z12Y4AOAef8817FefNC4/2TXiKFpraytlbapjBY+igbjU9Aqq8k35/oMvrO5iWK4tYpXhfhtozz607TLdr6OSWSRxEp2jYMlm9PwFbDanFBHG00QKLwu0YPt9PwqNNWjnTyUiRN8mFwMEt3arUnaxg8PHm5iNtFMAMz3HmRkfIpO3P1NVJrmSBCQUVc4ygGKl1nU5rWGKKOUFMAFSuQD61FDN9rsIkQ+Y67pJMRgKOcAD14BrRN2uYypxvZBBdrK4WT5j6jgj8RU+ofaILMy2s0smFyU3kkD29aybqOR7hXi+bcADg9xWzb/ZTaNDN5sdwU/dyhuN/bPoKtO5jKDTscDd3BkIOQc969k8DXiz6FZOxyfLCn6jj+leW6xp6lPtUS7XH+uQdP8AeH9fzrpfh1q20yaex5TMifTuP8+tKqvdujXCy5aln1PW7iQNFn0rzTxlGsNwlwkIcYYsM4445ruxOJIyK5XXQkd1G0il8qwXgED65rmvbU76seeDRwsWoiRlWG3j3McDC5JregtLlLSSYSq0iHkDAA+n+NQyNp8LxSxQoZF434xj/PTNN1C/aKzlaGXyt4AU4BPv1qua70OOOHSvzEc4uREr5yWJHHPSqM15PCUDqQM4Gabpc11fXUUbSvJzggnCr9PetDVNOa3WRpIn8ojPmY4z7/nV6p2JdOLVyazvRdwACEzAfeAU/wA+1c5rNq8bmVCWibjnqp9D/jXUadpTWyI6T7cjK7Wxg1QuFWWeeAjerHBA/pVxZhKGmpxDDbI4+hqvI+G4Nat3pV8moTwpbSu0eASFOMEnB/GoJdA1CONpJkSMAZwzjNdEUc7Mxm3HNNzSlSvJHHrSVoSejrOsNkxkzy36Dp/Wm2lgb+5luL0stsn/ACwDYDN2zUzQI13a27EMqklvTAJPNZp1VrzUUjiytugkl95GwRuPtzxXl0029D2JSSjqWdQuEjJeMlWxgspxgVY0bSbfUtOmlZ/nk5yp5BFY16D5OACSa6X4e6ReatqBgiBS3GN7+hreKfQw5k37xa8OWslpai3mHzCVlbj9ah1mxj0+4lvhI6TxlTDxjeSQDk9hjNe5WXhvS7RFX7Osr93k5yfpWb4j8FabrNsVVPJlUfIQxwP8P88V0Ok9+pMpJxUUeIapq63kiNLcGQzEMVI5/EVc0HToNSmnZnICtnHqKzdU8O3ekatLBdxHEROHxgGp9Ev1s7rCuQrkK3tWcOVSsyJ3aGeIIB4bvbrUbJyrTR+Uy54DHofrXnkkrSMzMxZicknua7jx9KHtohG+4eb8+PXBxXP+EtEtPEOuDT7u8e2DQyvGUj3l3VCwX2HHX2rflSd0c7m2rFjwj/rbp8f6sBh9eQP5/pW9LqUqKljFH57yjGAfun3rmvDxZYbzb1OwD9a6WHyNNl2Md1w6FR69Ms3sO3vXFVV6jPQoO1JDbh2srhbokYTARSetPm0651Vgxb7kK4XPAY/MefxrI1K4a5cZOFJ2j6V0nh/7Ze6/PZ26llaUnB6L2oV1qg5lJ2exN4St3kheOdcEy7CGHTB6frSa1ZwaPf8A2uCVvMSZB5BTjbg5YfpXr+k+B9OtgXuMvK3zNt4GcYqh4n+H1lrCNJDI6zgYXeeDjpW/s3fmZEpe6oo84vNSWV5pmERRgAGXGM47Vl6Lp76hdO7EeWXwR7GpNS0ebS0eO9UrLvOWA64pPD92kF15SPnzD1Ixgipglcznext6BoZ8O3U8Sz+ZFLLlRjG3HGPyxXoOny4AyeK4CfU4Y7xx5oIRwW56E8Vqatqk9t4eaa0maKUSINynnGelZVY+/wCp2YaolS9Dtrggo3PY14hbHZBKrEZRfKB9u/8AIV2Gq6hcQ6FFf2OvajMrXBt8zxqizkLlnjHXap+U7vUe4HGT27+UkJOHkkKk/jSlBx3D2qqPToMEtzqFz9jtNnlbcvM44UDqR61M8Y06a3dG3GAEKGPU9yfxJqKa/js7uOwtMCSWZVdh/Ag7fU4/Cql1M0kbyEnnpTjEiczSexk1fTQYlzIpaRznG5iRgZ9AF/U1e8MI8tiyyj53bZ8w6Y7frRovmRaxPpNsWnAbCcdeAD+tenaZ8Pgg8yeYRO7byiDOCRWtpSTjYhcqakeWy2Vxo2sfbURTbWzK8oJ4XJAGfxNXdavIby8ZxAIvMZSB6Cuy8X+AruW0aWxkV9oy4HBbHPSvKpftRZbWR5E8ngxtwBim42STM76ssW9rcX+oyJGmV3EE9qrwaNqHhzxAl6qA2iPgsG/gPUfh/Stfw1MLa7dXHL9MnrWvr02NHuJXXIxjb7VoopxMXJxl5m9a3IMYwc1znjO7+yi2m7APxnqeKyvCWppq2sw2d9qd1Z28x2LJHNFGsRHUsZOMYB46k4FZmqXUk2sX9rqElzt06dogLoAOgyc5A4zhQOOOeK5JUmldnoLExl7qEud0yvIQIo1jDH8s4+tQadCdau4LaSQbV5UA44H1qvrt4xXyU4Tkn354pfDGnXOpanBFbkqw+Zn/ALqjqaIx0uYyneVjqbDwzcW3iAPao0qOpACr909f1rqfEvhrVLjTYDbWs+GjZbhNuB1GPr0zXZ+HrSKwt0jQfMVyWPU/jXRO7KgOeoyK6407rmZEnpyo+f8AM1vHcRiDyipKxo3JUdgT3NT6AYI7pfPj/eODgsB19BXo3i/Qk1LR5r22QLPGpZlA6+teLaXPIdZQDIG7J59KxvySuJxurHVXNzHHqeoPOBsktUBz22lj/wCzV5dq2tT6leNKCYo+iop6Cul8XTzJDJMHcb5THkHqpQ8fTpXDjrzXUnc4pX6ikkgZpKkmVBKVicunYlcE/hXTeIPBl94Y8PaPqV2si3F8ZfNgaLi3ACFFYn+JlbOO31BwyTVnY+VO+fmKqufY9f5Vm2AzrkqfwrbMB+lFFeZS6npVehflUEE9xgV7Z8O7KC20KwaJMNKpdz6nH/16KK6KO5Etjul4cfWq92xETsDzgnNFFdk/hZEdzh/iLbRNoy3BQeb03fQcV4arkXwAoorkq/EU9i34miQaCXx8zbWJ992K5LSNVudE1OLULTZ58QYLvXcPmUqePoTRRW8NjkmaHhr5pnQ/daSMEfiavRSNPrBmkOXkMu76BTgfSiiuef8AEf8AXQ66f8KILGr3MCtyN4/nXsngnT7aHzLmOMCWe8cufoTgD2ooqFuNHpkB/eAdsiobpiquRwQf60UV1z+Fgtzz74p2kI0uK6C4lJIJ9en+NeOaQ7f2ovP8Q/nRRWEviYpC62Ssd6oJACg/iGFdQ9zJP4NhkkOWbymPuaKKiXT1Lo7S9Bmq+In1qG3ik02wtzCqxxvbo6lUHRQCxAHOeByeazrueRdReXOWj8yRc88gEiiiituhUDnbT/kN2WSSSWYk9ScNzWssau0aMMqSMiiimxR3PWPh/p1sdR1C+MYNw90w3HsAT0r0xOXUUUVvT2JIpztdgPX+teU/EPSrOC4e5ihCSyBSxX3z/hRRRV+EpHmVpM8d2u1sYO4fWtW+u5p7KZZHLKzYx2x0oorOGxlU3Rx2j+IZNGtJYTp+nX8M0gcx3sHmAMvQgggjqcjOD3BqGbUrvV76+vb2Yyz3DmeVsY3Pyeg6DnpRRW0/hZjD4kXtS+bBPVkQn8QK9G+GdtENMvZwo8zCru9iaKK5V0Otbs9Ts+JOPStRnJ257DAoorsh8Ii0ttG1hOxXJO0EdueDXzZeW8dp43vYohhFnYAH6UUVz1vhKjuV/E6h/DkjMORKpH4cf1NcBRRWtP4TiqfEAODkVr6h4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oorQg/9k=", 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", 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", "info": {"video_id": "23510", "label": "plugging plug into outlet", "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": "23510", "label": "plugging plug into outlet", "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": "f79a4be2c2b94d9048860131847ab363250ed1634ec5ca56ee207d698d4d8931"} +{"episode": 55097, "episode_seed": 1075885230, "split": "train", "timestamp": "2025-10-13T03:28:28.676257", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1075885230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 face with palm'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "171722", "label": "hitting face with palm", "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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PFbMImi02JZQR1I+meP0rmdSmH2gr+Ve7CUZQTjseDUhKE3GW5A7Ak81r6DF5k2QRnjrXOPJntXWeHoQsXmFeozVQ3MauxpXEKSXMbsAWQkjNdPpN78gjHJGOlck4lnv1RflQ9a7PSraGCMFcFu5rzsY/3rPTwP8ABR0EVs0y7m4qF4RHIDirVtN8oFSS25lYMK43I7UU54TIucdqpXNv5iopGQPmx610iWo8sDHNV57ZUBJ64xWUjWLPmv4lW8kWupcuOZVIz9D/AIVw5617Z8VdDNxp4uIVJaFtxx6d68UYEHBHNduHnzQOLFxtO523w3shPqN1Ow+WOPGfTNd1MAhyoXJbPTtWN8PtOe18PPO67WuXzz/dFal1IBKRn8K9KMfdVzzZSfM7FO5chT6Yryy4GZQfyr024bKtzXmUjZKn3NTUYQ3N/T5MQxZ/u1uW065xXN2b5jUDoBita3bBGaIsmSOx0kFx8z4Q9K62CdUhAHLqcA+oriNIny4QniursHDshbnaea4catUz08DJctjUttyXEVx0XHP48V4/8VtHew8VSXqqfJulDlu27of5V7REFZCv8HasLxzo8esaPIhUFkXg+hripVOWR21Y80bHzmetdv8ADqyWW5vLpx8saBR+NcZcQvBO8TjDoxUivVPAli1t4ZEjLgzuZTkfw9BXrUdXc8aporGpKqxAAIASDurkfFB3XFoCOAW/pXVXEnztzXH+JnxcWhPT5z/KtppKLsYqTlJXNWxYiGP/AHV/lWzay8gVzmlTebDHz1H8q3YDtwcdKmLFI37bbt9zWxoyZmlHVg27H1Fc9YyFptvftVOfxvaaF4kFo2SGCiR+yn3rHHQc6Oh04CajW1PXonimhYADcVw34V4d8VfDckV6NUgQ7G+V8fpXrGl3nmTB1OVlGeOlWL7T7fUbSeC4jWRJMggjjivEhNwlc9ucVJWPAfhpoM+qeK4LsxsLWyPmySEcBgPlH1z/ACr2LUmIyx43Hj6dqdpNnBovm6fbQrHEw8w7R6cHP6Vn6vOPN2bsDtmvfw8lOCaPCxMXCpZlSRsn1FJYwiW7X2qm8v8AtcitbQYmlnVwxxW0dzkqPQ+fbd8ED3rTicgA+9Y8Rw1aMLnA5rngzpmjYjmdY5XQfMsZK/lXKyECUlSevXvXRw3CxxyMzAAIRXOxJ506IB95gKqq9EKktT1fwpcvLpTGc5kTbk+5FdJGVmwrYKpy3v7Vx+kxzQJNEjARyFTnvxXTW77YyM9sV4s7XPoqcWtyzMouI2jJxvztYdj615trEk9tdTR3ACyxnBA6fUe3evRo2G1ef4v5D/69cl8QLP8Ac2uooPvAwuR+a/pmuzCVWvdOTHUVKPOt0cJFqlyMBmDA88iu30Hxjaw232e5tiGIwHRv8a4O1iE8e3+JcgVseFtFg1zXv7Nu72S1DRStGY49xd1QsF9hweT6V1Rqyi9GeTUpqWh3kOsW93Nm3LDb1BGK67Sb3Krk9q8V8N37pcOsjkggYzXpOkX2SuDXLXk5Suztwq5aaiel2LF8HPFb8BDKBXK6Vc7o1rpLWQGudnUjRUBRVK8TcM1bByKZIuUNZy2COjOO1mzSZDG6gqQQQa8ouvANnb6ybnLGBWDiI9Pp9K9qv4QdxPSuSv4/OkMajk8Uqc3B3RrKKmrMzpXjW0BjQIm35VHGBXNTzBpCc1va7E2nWMLRqWhI2Mf7rdvwNef61qD21ozxsVcsMEV7sKqnTUjw6tF06jiac8gwTmvO3YeWD6Gu41mCxg8O2+qadq9/Mr3Rtc3UKxrcEJud4h12qSFO71HuBwWcxH61EpKQoxaepsabJlMe5rajPArmtNkIyPet+CTKgU4MmasdDpbnzhz2rotO1aH7c1urZbpn39K5W0dlhnZPvrGSv1xVHw3M9xq5SAlkjA3Oe57n86yxivTOjAyam0eyRyZCqvTFXTCJbZlYZyOayLCX9yATyK2IJAYGrxU9T2JHk2p+CLdvExvLoE2hYFo143fU10115drahY0CKq7Qo4AHpWlrMRmRlC5ZuF+tc5rtybRkt3yQyAq/Y+v5GvXwVa94s8vG0Xbnj8zOml+Ytkc1yviR8/Z29C39K1dDaz1LxUul6lqNxaW877I5Y5oo1j7ksZOMYzwOScDvXO+IVmttTvLOXzwbWd4wlwAJFAOPmA4zjrjj0roqTTTRxxg00y9pE2Ihzjk11UcgMQZTXEaQ5ww98/pXUWUwACk/hU02Oa1OisHcGVxyyoSB6nFeUa6RLrBCvvZgrO/95jyT+tel2moRWyyyO4AAryqSQXGpTTAYUuSB6DtWlV6JBRi+Y9u+HGoSy2FtbysWRQRET1KivQ4nCoRn5QOPevN/CcP9mR6WxUlVhwcD1Ga7mylkdVaQYwTgfWvAqWcmfQxTsi8LZEVmcZeUYb6elefeIhLZX7xzD7o3I395exr0Jn3ykfgPx4rB8X6YNR0CWaMZntQZUx1ZR94flz+FdeFrOD5ejOfF0FUjfqjy+LxHE8jJJGV+bAYc5r0LwjdWN1AAl1HvAPylsGvFZVYWLvGxDpKV/CtzWtB1nwtoOkajcXFzFcXpk8yHYQLfAQoGP95g2cdunUGu6FaSZ41WimtDz1PvVZViOlFFETSQlw7eWBk4J5p2lANqluD/AHxRRSnsXS3R6dZf0H8q1YyRG34UUV5Mtz30SxklU/H+dVfFcKS+DdQ3DJjUSL7EEf4miitKPxIzrfAzyPTCROa0bbVLjRdY/tC02efEW271yPmUqePoxoorue54TM6wdo5/lOK77w9PI0qgnvRRWdXc6KGx6dpcjBQAa7DTPmj3HrRRXMzsRqAmhjwaKKykMyNS4irmZ0CgsOpoorNGsdyi8KXdtJbzDdHICrCvEtcc/Zjk5xJjn2NFFenhfhZxY3dBr3iyTxDb28M2kaZam3RY4pLVJFKRqDhAC5ULyScDJPPrXOj/AFRoorZHCy5p/U/hWxExB60UVpAznuaUdzLFBIVIB2kVqeH4I7K3UwLtL/Mx9SaKKzxnwo6sB8TO7sGJiBzW3asTEee9FFeL1PWexDfqAQQOa5PxLCk2kzM4+aL50PoaKK6aPxIyqfAzzC38QSaRcXKNp2nX8U0iuY76DzArLnBBBBHU5GcHuDVG7v7nV767v72Qy3Ny5llcjGWPPTsPaiivRlueT0LOlsQ7AdMD+tbluSZOvaiiqgZS3KmsyvFpkhU4LYU/Q1ztkoN8q9iR/MUUUSNaR9B6eoURgDAC4Fb9v0WiivFnufQ9Cyp/fr/n1qeABwiMMqwKkHuDwaKKunuRPY+bbuNbe61CCPOyO5Krk9g7AfypdV1/VNQ0u3027vJ5re3keVBJKzEs+M5yecbePTJ9aKK9FHhTP//Z", 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", 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", "info": {"video_id": "171722", "label": "hitting face with palm", "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": "57238b761da9e4349f6c50486d35ddbed3d94952e5498cf976cac1ca7e6e657e"} +{"episode": 55098, "episode_seed": 1138964591, "split": "train", "timestamp": "2025-10-13T03:28:29.980175", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1138964591, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 keys 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, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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g0ODUrDVr+YNdfZs3ESxrOQoZnixztU4U7vUe4HpPjq3L6dHgcA5x+FejSVrnnM8a8S3bXt7JOTnJ49hXMOctXUatZIysQgH04rlpI8N1II96qWhcR8UZlwDyM9K7rSNgthFkDI4rg4ZDFKh7da6vTpcmOTnbmuGte56uFaSPX/AsuY762yCBtkA/MH+lauow5zxXI+Bb5YNfERb5LmNkH16j+Vd1fLnPFaUXeBw4yNqr8zizbfuzx/E38zVaS256VuiDZFgkn5mOfxNVZIxmtGchgT2vymt3wNBtlv8AP+x/7NXMWki3vjGXS77Urq1tnl2I8csaLH3JYvxjGeOpOBXRfDwXMeseILS4a4Jt5kjC3AAdcFx82OM8DOOKcFrcaO/ij9qS5s4ry0ltZo/MilQoynuD2q2q4WlC8g+9bMD5y0fT0GtRRXEKlJrh4UiMhDYUAYJH+9+YxV3Vo5NM1ZrC5iW3khiEW1BlY0b5mkK9eeOnvmuj0rw5q7eOxPLYvHYxXZlZ5FIAIYtxnrnA9uapfEixJ8UyXMSswa3EtxII93lNuAQE9s4A+h6GuL2T9pztnT7Rcqihmh6fqt1rojvLmaG6tCQsuw4dEYYznhgcnHoDzmutvo7tc/NFMPoUP9RUHg7V73VtEY32DNC4jL55bjPP+PetO6+6a3WqMZN3szjLqYxtLvhkADYJC7gDgelZrTRyn5XUn0zzXTGIMbjP/PY/yFZd3ZRSZ3xq31FIgzQozVK6UHNGtQyWVgZLeaWNg4HDZH61D4h0LWtA0HSr68nn8+9MnmwlCogACFAxx94hs47fUGla4HtkKjFX40XjiiiuhgStawSj95EjH1xz+dZ2pI9lAZIJ5RgfcZty/rmiioY0Z1nfzXdpI8gQMp/hFeT/ABAYmRj33GiipGee2F1LBd4jbGTzXpOisZLd2c5Jx/KiikwexqMox0rkJtRn0jxJLfWuzzonbbvXI+ZSp4+jGiikiTuvgqoVtaA6AQAf+P163cqDaNx1FFFbR+EDxvxPaxLJMwXlmYk15xqsabc7Rn1AooqpAjs/hTJJbRXk8UhDK33SAQePevUr0rqOmCW4jRiMkDHAIyM0UV89nrth1/iX6noYH+IfNXiFQl+VHTLH/wAeNUrIkTx4/vUUV6tP+CjL/l8ezaDKz20UbY27Bx681X8TnbpbDszKxHuDRRXn0f4yO/E/wpGDrfiNtbitopdL0+3MCrHG9sjqUReiAFyAOcnA5PNe2eKo1bSGJGcCiivZgeKzxbU1G2QY6VxV0MTsB60UU5lQIiBsU9810elE+Q49OKKK4amx6WH3Ov8ADb/6fphIBzKoIIyCN2K9ZuLGJFYxPLFg9Fc4/I5oop0PhZjjvjXocXc6ncQzRRjYyyE53L0+Y9MVcJyoNFFbdDhlucDqOsNpeualGbCxvIpZgxS7h3gMo4IIII6nIzg9wa7D4W3k+o6hr17dyeZcTvFJI5GMsd3btRRWkdwR6kAMCn4GKKKtgVZRXH+OreE+F9Sl8tfM2xvuxySrDbn6ZP50UVnLYcd0Y3gyxjisJLoM5kb90QTxgEkcetbF1900UVFP4UVV+NmMg/4+P+uzf0qtKooopsg53xQANKOP+ei/zrltQ1/U9Q02DTbu8mmt7eR5UEkjMSz4zkk8428emT60UU1sB//Z", "info": {"video_id": "56701", "label": "putting keys on a surface", "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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"info": {"video_id": "56701", "label": "putting keys on a surface", "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": "3375d7589a2664bf1da293f342d59029f6a30ca9fe5fc716001cd828446793c3"} +{"episode": 55099, "episode_seed": 1772582944, "split": "train", "timestamp": "2025-10-13T03:28:31.648180", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 592, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1772582944, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mouse from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "125015", "label": "pushing mouse from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "125015", "label": "pushing mouse from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "85bbe5218ac20c7c2f30f5d8a85663f8050c772102501ceca125cb3600410acf"}