diff --git "a/video_unshuffle/reorder/train/batch_000390.jsonl" "b/video_unshuffle/reorder/train/batch_000390.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000390.jsonl" @@ -0,0 +1,100 @@ +{"episode": 39000, "episode_seed": 3881192582, "split": "train", "timestamp": "2025-10-13T03:13:47.327487", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3881192582, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 talcum powder bottle 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', [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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t7cIYJzJuJzx0xWdfs3lfKcEnGaqwSv8AdkfKqOPapT0E07mf40lx4VveeoUf+PCvLFNu1pGGUoNpyw5OeOa9I8bzA+FbkA/edB/49XmUkTJBGzqRlOB0x6Z+tawEXoBjw3KR6n/0Jai0+3a40y88qZY3RCzBm27xuXABqaOM/wDCLyscjae3fLLVfTj5VndycH9w+ARkE5FWNkcVrqAb5ZfyuV/xr0H4TrNH4ovROxLiy7vu43r3rzlL9w3NtaH62616D8J5fM8R3z7I0/0TGI12j747VMtjGO57OHxmmGTnmod9NLVjcuxFqlnDqenXFjcDMU6FG9vQ/gcGvAb61uNL1C4s5srNC5Rsd/f6Ec19AlxXPar4W0nVtRF9dxO0u0KwD4DAdMiqTGjxF1kaIuFbZ3bHFdd8OrOGW41AvGXAEeRnjvVz4lQQ2VppkFrEkUQ8wBEGB/DXOeFNb1DSJLprIQFZNm8Sx7gcZx346mtID5XP3Y7nrZiMnl2kVmscH8Ugzn861bGO20OJBM7iEuF53PuPavPJPHXiE7RBbWEC9yEJz+Z4rWf4hTvZov2O2+1qOrFmQH1A61qJYeq3ZxO1/teeTU4I4LAPBI2HYk7lXs3HAFbE/wBhhZbu5KQ+WeCxwATxn3Nea6d491G1hc3dibuQncpj/dceh60yDxle3EqR3nhtGtg+85nJYc9fQ/Sol5IHRnF6po9HhvLG5lJYwswLCNh129eKjOot9seNAIrePnDD5pSawJPGWkzTwySWl2HX5dwgxt/Ws/xV46t9OsoZNLmjNy74ZpoT8i47Z46072WpmoSbUUdR4o0s6t4TvbZFWOd4/MQyNsVXHIJPavLfD2sSTxLY3CmG6i+SXIxgdivrmpNc8f6lqGgRC6KJuHyrCMef6Ej0/n2rktSvdVi1Kw1q93s8kaxSqE27FUDsPas61OM4abmvsakN0ejpbzwt+4Lyln3SbjkqPavP/EzXX9vXR35BAAMZOAPSvQrC+ju7KGVS+JFIBV8fj7VynixIxemeGRRDtA3JznA/xrihZaCO4n8I6BPog07TIktYzJvZgjSAg/eBye+B34rirvwNfeQ1lYSxSWTSZGIWjyRnqxBP9OBXoFhaQwwpLLBM7Ab9u859cYB5x0q1HbTX5W4BltlQjKRyYOPxr0UiYT5Xqrnm2m+B9Y0m9S6uNLkkliVlARvMXn+LitbTLbVNJvJglmG+0uJJVeNw27Hbt0/lXqMWoWtvE4km82dCEITlunf0p2kapDqq3cTW8sXkMEO58hgRkNkfjTa0NnWTj70PmcVNLfLbR3b6XP5LMELEEAZ9O5rN12XUVtFjhtDaLOGUyXEOQwxnAB5B969SMEVhbzysXkBIZlB6AelcP4/sbeyggubVWNxPNM8hY7izBOP54pRS3sRzw2SPOodMnQz3mYTcKhMbspCKwBA+nXNdF4R8Vy3OizWd5Ev2mKUqgfOAcDdgdevIH+17V03w7to7zw/KdRtUeUzAgOgwGwccdqy/iRFb+Hdc0jVgkapO3ls2OjopxwO2D+g6VElo7ic07dzaj0rzJNl2kjISG/dvgqeOCwx9OM1geN/Dmi6/idFjS5cFBPF95HH3d2OMHvnpj1rSk1QzxEeY53rgpGTu2nkH2+vtVWxkT7LtT91dOjY88Avkk7SyjqOOlc8aijpETuzw6/0zUNJmSO/gePOShOCGHqDWrb2J8zTI2OFXLse+euK6PxpDJqupaNb+asxQSGV0TaCBtJIHpjGK5uQztr4WAguhwEHb/IrohK6uNbGnehG8Laoh4ZL23IHt8/8An8apWGjnWHsbGF0SWYSYd+gAJPP5frTLy8UQanblgQ08R46cHn+tbGgW8tp4h0RmXaHhfv1JUn+tU9jSXcZc/DbV44y0UlvIPQPg1o+HNCv9C0rWvt0QQywrswwOQA2f5137Pi3JqnOFniaOUZRhtI9RWPMyEtDKtYkiv/NCKGYcsByeO9bSSZUc1mNbxxSb13Zx3YmrFjaXeoO8dvt+QAsWOAATipl7w1otSS6IMJz2rnrq/wDJ1C3gE6IrN86kcsOgx+NdBNot6C0fnwF/Tca8z8Zm707VoFlQo6Dcj9j6/lSSvsO6NjxtJjw6Vz96ZB/OuEW4kWOcsM5jC/MM/wCe9bz6s2vWD2V4yxuEaVJBwCyjIB+vNYslsCGET7lWNSxJ9Tzj8a2h2Jdi9gjwnJzgeYARjrzn+lN068itdJuUZMuY22uOGTJGSvvirLgDwjee0seP++m/wqrZQF7O4ZURo1ibzSzbQFyOp7emasbK66ouf+PjUR/20X/Cu3+F0/n+ItQlDyMBaAZkIz98elcb9nstpxDYE+1+3+Fdh8LwkevakEVFX7MnCSbx971qZbGUdz1kPTXes23vPNmxnueKtNJxWMlyuxotRXkxUPmetNZxzUJc0COF+J7qI9MLDI3vke3y1geDIY5p74eWrKCoG7nA+btW18TwXtdOKjJ3ydPotZ3w6066v/7S8iPds8vPIHXd61tAG3HVG42iwSMWVzGM8jqBViDRUz/rDgdwo/nW0ND1NVBNq/pwQTVtNEu4rbzXjAcfejH3gP8APatC1i6qW5lNowITZMenO4VYXSQjqBNle/y4NX7XT72W3M6xZweEDAuf8P51PHbTlN/kyED7x2HApj+uVbbmb/Z2HIEhYdgBz+dZ2pWX2SAy6gUNuOiIcmQ/3faursrd7q5ECHHPLeg7k1i3mkvqHiOR3DyWFvjySV++f/10C+t1NjE0/wAPXV5dDVbxIxIRiKLoIx2wPpVrUNEe4t9ocFhnOeldNJuXaFU+m0Dmq9zG8J3SIyKecsMULQFi6iVkeSXeoJpNzc2rMwgKHylBPyk9R9K5+bVZVCBpFYAY2A5AHbivQvF2gpqEtvcLAzgHbIkQwxz0PrXEa/4O1DQ7hNw861kGUnjBK/Q+hrD2MeZswUnuepWvj7UokP2jSLa5k7FHMXP05FaujfEOZ5m/tHS0gjwdjRPyPYg9frXPz6SGCm3Ow46HOG9/Y+1RrpU+8KyBiRkDd1/Ouix6EaOGnZqVvI6KfxqFvt9tpFuYmbMjyzAvIM847A/nW5N440GG3iVb6WBsgtHFbkEDHT0rjYNIlXJEKHA55BIqdLSTBPkMVHX5aHFMcsLSlrCZ0Vp4k8H3V7NcXl5cuZBgLcROEA/D6msfxDrGlXJtre21mK8kSSRmxJkKCAAMHofb2qA2iNGJJIFKjgErVKbRNMSYXJtERpMgtjG4/wCNJRtsZPC1OjTOu8G6jpVno1xcXt9HHFA+5i74A4Az781Q+JD+H9em0u21TWpLSDcxiS3UOzs+AGPovT61zN5pVvcaNJFcTSfZ4mDtLK+5v90H36frXFF4bzWBc3KypbxhfKjj64UAKOe3FS1Yj6q03rqdD4O1sWktxY3UyyNakxeaM/PGM4IzzgYz+Nat94mj8zz0hfzIxiN3UgYJOAQODj1rh9XZZLtdVt2KSY8p4epbA6/l/KrHhtY9d8RfYX1Se1R4ZGjKR7y7KhYLzwBwTk+nvXNOn710RKDhpI73wOba6fUPttvCZ49qjHONwwQB26D61FqHg6OC4WTTr1lutp3ZiBJB96xvhlO9+2pPLcSZHlng8jO6vRZJEkItrR5POCjdIxzW9NaamfNaVzzVPhzqKDzBDHNC2MYJByD3BrYn0vWxcR3X2Ro5U+WMCLIXjt+Fem6VFK0SRXLmQLzu246VbS/sTfLai4UyuCVGOuOvNWa+3urONzhrKLV7pPLNg7uFznG0GiNtRlsnkTTGJQHJYbRx9etehiz23ccwlYIpLFQfvH/CoG0+2vZ4pg7gwFti543Z71KSe6J9pDt+J5it3eyQo01qiM4yoRScj1GapeH9dudO8V3NvdEvZXAYpIBgAf3fqP6mvXfKsbd0tpFVpDnauMlVPX6CsHxhosEnha6kggANt++jWMYJwCD09j+lJpClOHRMzESS7lMyRbImfaAD92l8QeF9M1bRUt7z960X/Lb+Jc98/lUWiapENLgSFdyqgxnqfX/PvWN4n1K/XT7l4pWixIiDYeGBNc0JRT0E2zyHWbC40DV59PlfeIz8r9NynkH8qgfzGbKk5GAo79eK9D8Q2dndaRDqkOpXl4Tcm1L3cCoJyqZZ4u+1ThTu9R7gcAjq7G4bIYygIoHbvXTF3BGxIH/4RK6zgYmi3D1+Z6zY1Jt5FMgjR4juY5x94dcVp3qPH4buwQVBuoBg+mJDWeHWLTXkEjpMqHy9vrvHWqZpLQqCzhGf+Jjb/wDfL/8AxNdn8MgsOqajtlVx5CfMucfe964warqBQ5u5sf71dd8OppJLzVJZHLN5CfMfqazlsZQWp1nhy+e4vAxJK7X6n0OK6kyZGa4jwmcRo+esbH82rrBJlamt8bLitCzBLbJMTdDMeP72OajvJYGkRrZXWMqDh2yazr75oxyfvVWgk8pH6moWwNanLfExj9i09geRK44P+yK0PgszONcG7DfuADjp9+s24isfEHi6LSNavriC0ecrFIk0UawnAyWMnGMZ46k4HepPBPneH7nxXBGtxE1tMkKx3AAkBDOAGAJGfoSPStlorshrmfKjutd1q5upJLSxunhhiO2SWM4Zm789h9K51NKkMayG8vGSRvmzMwD/AK9K1/D2mfbNPjmfBjeQ/wDAj/n9K3NSggt9OmSMYWOUIn5AmsOacouVzr5aMJqmldieEnW0guLWEhVB389uME1LrHi+XTruO30y1W4RcCeZ2wi+y+p9+lYpd7LTjcEELcyBdo6sq8n9SKnu7IpaKVKkMcOB0UYyV+vrW9G7gmzlxKiqrUTXu/E/mWN7Jb2YSWMAbQQWIPuPU1gjVtZnSNN8dnGp3iOBMtx6k9ar6dNZwaNdIxK3M10heR2zvG3t7Vu6MdPnw7zoXZiAM8cdq6Ela7Kp04cnPI3NE1pb4rFc7VuVHBAxu96vbFSR8orJuzyM1x+o3VpZ6hbyWrbSGPQcAjqPyrsI5RIqMjZVhuH0xUyXYyqxStKOzH741jLLEvJwcAc1x3jWxNto17PborxSRkmM/wADY6irvjK8udO0N7mynaGXzUG9DzgnmuP8St4g03w7YzahqV3uvhIJYXXiIAKVDHH3iGzj/wCvUMiO5ZiTdIyFm+UcNnn6H1/GlhO4EcAA9AOKKKoovwkhc+rqv4GpDIRAGGAQhbp3FFFAyTy1QoeWLnDEnnoP8/hUi28bO6yKJOxLjOR/KiimF2jkdYUXfiK20qTizB3eWpxk4zzW3qPhfSrpAWt9hjwFMZ28en0oopGkZSu9Tz7xJpltYai6wBgBGrDJ6GuQtdUuND1o39nsE0RbaHXK/MpU8fRjRRUMJtu1zvvg2gcaxnsYR/6HXr1tbRKwkC4f1ooqlsZBfQhr23QO6qFJKq2A2TjmnWljbrc/adm6SJiEJ/h4/wDr0UUGn2SLWdZu7CK28goPNkVWyucAntS217NHdLGGGJNzE45yaKKiO4mlZC+a0N7O6nLugyzcmpPE0skHw/1aVHIkFjKQ3ccGiiqMzxvwLf3DaatsX/drceWPXae1a/itVtdFkaMcyToGBPYZxRRXDP8Aimi2OS1fxfPrk8VtLpem232eMJFJbJIrKg6IAXKgc5OByeawY4k8nTgVyHkbIPfmiiuuO44mxqHPhm6B7XsI/wDHXrFnUfYYW5yVb/0KiiqZrPcpH7prsvh9w+q/9cV/m1FFRLYhbnS6Gix2ke3+5/Wt6JjtooqKnxMcdhLjmM1ztxLINftIw5CMkpKg8HAGP50UVmUcvrWvNo2pXaHTtOv4ppwxjvoPMCso4IIII6nIzg9wad4b1a81Bdc1C7l825uriKSVyMZJEh6DoPaiitZ/w2TS/io9G8I3cpRYeBHFL8ox6oc/yqjqer3jeF7mVnBcXZAJHbGaKKX/AC6+RT/3j5lfTNbvL3UrayuGR4YIWdAV6HZn+YpviLWr2x8HaTJBIFeaZg7Y5OTzRRW8PhOWe5i6rcyrp/DYO7Ofyqpo2o3CWkUQYbY081T33HgnNFFWzoX8D5lm+1W7fSJyZOY5FKn0z1rt9J8QahJpN2DIAYokZCByD0oopMyn/DXqcR4s8U6vdKYJLoiLCHaowM+tc3f+KNY1HTLfTry+nmgt5HlTzJGYlnxnJJ5xt49Mn1ooqSVsf//Z", "info": {"video_id": "174938", "label": "lifting talcum powder bottle up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "174938", "label": "lifting talcum powder bottle up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3bbfdf760e8f51b7b4ccadfc5decd91f39ebd37d3596de89363cb3521fe29668"} +{"episode": 39001, "episode_seed": 2589524608, "split": "train", "timestamp": "2025-10-13T03:13:48.054886", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2589524608, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a crayon with a pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "39070", "label": "hitting a crayon with a pencil", "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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p9h/jXbSfuI0W1jjrPw14ghvolNjIYUbd5mQFbHTrXoWmT3MMHlzxYYd85H51Nea3EqFQV6dM1hDWJftcKK/ybhnPTFTUa5Xcdm1Y6Ijec7S/t91anR2AAYgD+6gxUEc6z8rMp/HpSmTkLGCT/fI/kK4+ZPYwlFp6o5bwzfzza9rSTSO+2QBATk/eI49OAK65Oe3Ncd4R2/8ACRa6CcsJeff5jXZ7sfIo5P8ACP61rW+ILCgqoznnNPwWOMc/3fT3NMVTv+XDOOrdl+lPZlRSqn6n1rNDQrdNqck8fX3rx3xAk9rexSOjiRwBtweo4/wr14HCFieSMfhVdNQtlUfKhb6Zreg9zWN7HGeG9F1PUWSS6t3t7Xgl5RtJHsOtdtHY6TpIZrW2hikbkuq8k/WqF9reyMhM5rmL7WJnyzPtAreUhuLZ00uuBZordEHztgnuc1qxEg5TYoP8RO5jXB6K0OszlHkkVTgLLGRnP+FdE3h64txiHVZg3ZGQN+ZFcdaU76Ilxhs3Yo+Pb+5srbTpYJ5EU3IWTDY3DiupWTfyo+Xsf8K888Y6dqcOmRy3t9HLarKABgghjnnmvQrRgbOByVJ8tTu7dBQ3enFtdzJxSejuWBjjdx+HJpd4wQp4HVj0H/16Z94b2JCH06tUirgAuoGPuoKlAhygAbiD7A/zNZOs2P2+JAXKH5gp/KtIsXfAPB6+wqjqV0sEkPYEHGew4q4fEaRWp57rvhbW5biL7JZPcMwAZ4yMDH1ro/DXgqexZLrV50JTkW8ZyP8AgR7/AEFby6zGEAU81Qv9XkMZCEDPeuu+hTUmzbvtUhgj2qRn61yt/q0rMNjnYDuJHasHU9UECNJPMABySTUfhvXVmvROH2gHaqnuPf61nJtp2EopHbQeLbBlAklI7YPFW49f0+UYjmUH0FWAsNyg2QxsrDlmQE//AFqb/ZOnEgPZW7H/AK5ivOcaifxfgTzUusfxLVvKk8YeMhlPcdKmDKoBySfp/KoYY44I1t4I1RV6IvAFSopLfLyejSH+laRv1Mna+g8Ascd/T+7/APXoOCQqD/PrSMyopVeAP1poOEyerfy/+vVXsOKMaSZUOOWb0FNLs4wzY/2U6/iaY6Y+QKcH+Fep+pp4UR4Egyf4Y1/rVs3YyNNxIQcZ5Pb8T3q1HgAeX8x/vEcfhVdjvI3kbeyL0/GrkLKBxy3YelJGchjRbfnkOc/nXE+PR5smkOqS4iuc/Ihb0646dK7idlUFnP4VnPbrO4eZQRnKR/1NNS5ZXJtckV3lG9spET8q92q5EM4eQgAdFHQVWVPKYMcvKeAo7Cpmc4AP4kf0/kKhDsPklLHPb0pi8IWPBfgew7mlC7nEY7+nb1/LpSOd7tgfKvyLTNEihqt4bWOFgceZuP5Yrmr7VZZOA+B7Vd8cloV08ISOHzj/AIDXAX+q+URGGy57V00vhSNE7I0bzVUjOHkyx4Azya6jQbKzvdNL3sLSSl+E3EYGOOleRguusF5GJ3EMCa9Q8OapF9lCyE9ecd6qdPQhybV0bQ0C13ExXFzB/uyZA/OszUDqFiTHpt/JczE4CbMY+pzitsyvdLnPlQ469zSQxo4K26hIx96Q1yTpU101JjVqdzn/AAlBd2+va0zwNG07hvMYjaeSSRj6120OTwjkqT8z92qrFbRLHwNkXUnu1Wo3OMqAqDhR/X6CnJ8zuyLFpnVE8tBjioMGSQR84J5J7ChWwCTwc9/z/wDrmncrBuUfPJwufSgqKFDiSQHseg9h0rhJr0wkhT+Nd7EmGY9MDAryuW5AySelaUtLmsSxdat5ULSTMAqjJNcZc6nLrd00EUrRwnofX60viG+uHvI7YxskHDE44eqbxLZXMc8QwjdcdjXVGPVkOV3ZHQ6BqE+mTCBjtZD0PevVNL1VbywFzkZBwR7159psdjrVn5c6ssy8xypww9R7ius0y1gtbVbeFndQcknqTWVSzFUatbqV/Gk8mqaE9rDC8hEiuAhAPB7ZrodLEv2C0FwCHESgQ5ycgDrSW9sgZSyhpP4VxkL71dRVibCfPOepPauZybXKZ2LkXH7yQlm7U13L/N69P8/570wuSACdw/n/APr/AJU4ASShByD1I/X/AAoGkC8RgnrKf/HRWJ4iICWjMcZ3nj8K23y7uwxtHyLXN+NnMKWAX/b/AKVVP4kaoxZroxcIfxqheaobe3eWWT5VGSTUTz4XJJxWJ4ksL+5s4p0li8hR5jRZw59DjvXRu7DlKyuYsmqyapqo+0qViBwIz6VtR6dPp6/ardS9pkbscmPPr7e9YEiieBJo8eZHycd67XwZq+LhI2+dGBVwfQ+taS0WhMdFc63wjqlxNayrktEuNrHsa3p9SKxOIjlwDlz/AAmstrpHAgttsUY6lRj8qv2tmjRB5srGP4fWuKeruYyfM7nL6X4wktpRb3yyNulKsCcHA75PXNd9DqFvdQKbVwyEZ47fWuT8S+HYdTgMyoqSAfJgdves7wXaX9rqtwbmVxEsXlqjevcn6VtN05x5tmTZ3O/CmSTYfu9WPsP8/wA6cjeZMrdj834dqbytuAow8nGPQVJCvzMfTgVzNGqMR5TnZbrk92NNA8vP8TnqTV0wrGm1R9TVK4kWHO45PZRWkkaIRFGS3QdfSpVusny7ZdzHjdVRYprpgX+VOyirsey3IihXMh6nsKlCkiby1jA3t5kx7elQORCxC/NM3c9FFSF0jbapzK33mPao1G0k9j1Zv5/ShkpEY+XnJLt3qTdhARjOcBvf1+gpmQ5yOOOM/wAI9T7mmqPNZUXo3AHotIpItwLst3mJ6jC/TtTUGBEpPU5qxOm2EIB7AVwjXl/d+N7vS/7ZubSJDJ5IiUN8ypuC+w4PJrWFNy0RMpqKuyD4q6gthDprZ+Z/MCjOP7teTC4D3odjy3PNbPim81HWxZG7upJzGGK7z93OM/yrA/s6RWVmkxiumnFQjZ7ke0bfkaN5MrPtRcnhtwrrPB8md5lAbphc8/jXNWdlLcuqQrnsWr0Lw5o8Wnxb3GSRz71FSokrFq50MUUl0QZ22QL/AAjjNa6xxeSCRthXovrVa3C7BLOoCfwpU+8zAMfwXsK5nrqFhSWlO5wQn8KAU6NssMY64A7f/qFI74AUntkt/dHr9TTSV4GMZH/fK/8A16kaROo86ZUB4P8ALufxNTygG5RQeEFJp8ZYNL68D2FYvi+7urDQp7uzmeGUSoodeDyTmtIxvoDdtTch/wBUx9c14hqepJarhJA7nooX+dddqGo3lvocV9Ya/qUqmcwZnjVFmIXLPGOu0Hg7vUfQeawqbicySkkk8mt4UuV6kKrdaDLu61C+hI3EqOdtQ28k0sXlSoQo6k1rPLHENicn0q1Y6XJeyK0nC56Yq3UsKMbbF7w3ExG21RvMbgsx+7Xouk262ieWpMk7D5mJzisfR7AQ7YbdAG7t2FdLbhISI4vvE/O9cs5uTL5dC0mIgY4uZDyzntTwAgAAOTxk9/b/ABpI/kyQcL1z/WgOGPPynHT+6v8AjWYrEwb5OD14DfzP+FT26iO3aU9SOPYdhVJR5siqvG89PRa1JkxCFA56CqirlbFVBhYl9Tmua8dbf9Ayez/+y1QbUrmXx3caVcaveWlt5xSJopY0WPgZJLjGMZ46k1y/iDWr2C7uLfULi5mNvK8caXON6845xxngZxxWypNWkSqq5rEV5dxW6587OO2KzJtYu7g5hUYHQYqgjNdSGWdsD0qzuLjZENqdz61p8IpNyILXyJrsmVDEx+8qnCtXc6QsQQOFjVAMHYAK5W2sRuDFc/1rs9HsREqSTr/upUzq6E8rZ0NjHGVWZ0wg6KeprXjLOd0gP+ynp/8AXqnaoWRWON3oei1dZxjaxwAPmPoP8TXK3fcq1iRfnYcg56enHf6Ckt7WM3OFGAev+7/9c00sOh7jJ/2V7CtDT4yUMp6t/KiKuPZCSANcgZ4QU635iJ9c1g+Mru60/wAPzXlnO8EomjUOnXBJzXK6pN4o0XRtOurjVb1ZbovviK4EONpUE4+8Q2cf/XrZUXJXREqijod3dyGO3LrjNZtvEkjNI43MD3oopSN0TTuY4iV61HM5t4N0Z+YnknrRRWQCxKMov97GT3p7ndsBAw2c/h0FFFAupUJLJGT1lf5/celWdPO+7Yt24FFFCL6Go3zTKDXkmtX02m+OL+8g2+bHO+3cMjldp4+hNFFdVHc56vwnKaj8nlAdMEfyrPiHnXAVzxnpRRWkiY7Hf6LZwRxLtTFdRp8au7Ej7hwBRRXFPc6FsXIZGmkZn52dB2FXY+AO+S2ffFFFApEQJkaINyH+Zvc1GWJi355dufoO1FFJblo3bYbbdQPSud8ef8iex9biPP5miit6e6MZ7M4HVNebV7eGOTTrGAwoqRtArqVQZ+UAsQBznp15rj2YpH8vGaKK6pnPTLunRIXVmGST3rtbCJURNoxk4zRRXHUOqB08ai2t1EXG44J71p26KNigcZ/OiisSmSlixjBxhlLn6jpUQ+ZYgf8Alq2X96KKAiWdO+e7dm6jitY8yID3oorWIpbnkmvaqdO8W6uhsrO7jkudxS6i3gFRwQcgjr0zg9wa5HxBdTX98Lu5ffNMzSO2MZJxRRXb9lHH9oz7cmSQBjx6VrwKOABRRWMjoR0GiQRy/vHGSDgeldVpqhzvbkg4HtRRXLPctG/GdijAH3S3Pcg0i/M8ankFd59zRRWYIZuPlK3eRstXQW4224A9KKK1gKZzXj//AJE1j3NxGf1NeaXGsX95p0NjcXMssMLtIu92Yktjrk84xx6ZPrRRXbT+E5qm5//Z", 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", "info": {"video_id": "39070", "label": "hitting a crayon with a pencil", "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": "ed1d1086933233436b7f92ba83da73bd23d1c8de7ca6e924bd42f21becde80d1"} +{"episode": 39002, "episode_seed": 3848334827, "split": "train", "timestamp": "2025-10-13T03:13:50.520711", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3848334827, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "213949", "label": "pretending to put cup on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "213949", "label": "pretending to put cup on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "71d890aab7b9fe87a0ad55abc29df6ca0282b6ccefe6007cd0e5866161fd7c9e"} +{"episode": 39003, "episode_seed": 2746332324, "split": "train", "timestamp": "2025-10-13T03:13:51.962526", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2746332324, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open a gate without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "193067", "label": "pretending to open a gate without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "193067", "label": "pretending to open a gate without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1926fd74a0cc5882fd7362fd58ee9d1a45731862febc76b24d952befe5ce180a"} +{"episode": 39004, "episode_seed": 2533816427, "split": "train", "timestamp": "2025-10-13T03:13:53.088166", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2533816427, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 onto glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "196971", "label": "pouring water onto glass", "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": "196971", "label": "pouring water onto glass", "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": "db5aac3ef7c6981f8b6f51fd3916b92e9ab19e22ecf52c11ca53698602853bc5"} +{"episode": 39005, "episode_seed": 1663400544, "split": "train", "timestamp": "2025-10-13T03:13:54.569688", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1663400544, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a plastic spoon out of a plastic glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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qd2On0rmPEfil5XXy2IRecButPt9QW7tYruMlgwCqS3Ru4NKulGd47EUG1uW7pPOUSFpfOC4wvTb3+vaoFmkmeSJlT92BgbiCPz7VEJwjxndHmOMskD5yT3wfz/Oq0NyoaN45WZ5GY7WGTwCdpPr1FYM7YmraFrSfZKPKCgtljnB9RXX/ABLsLf8A4QiAqQfs5geJvXK8/nkmuSVBJAsrGUNgbUc8jvyfb9a7C9sZ/F3w9js7WRHvbWQKV3YDBegye+CKulrdeRtRajWhJuyuhfAXiOTXdKMcwAuLTbGxH8S44P6Vq+PUVtAsphtFys5VGPptJP8AIVhfDbwxqWiR6jJqVs1uZGRUVyMkDJJ+nNRePdWFxqUNiJNq28eUBbhnbr+OMV1cz9gufcxxsILGS9l8P/AOeLtMu5yg2n5sHIzUTsd4UYcFslqpJMFidWXC4wMdAw4xUjXKJBuwTtAB/rXLcyaJJSSy7wjCNTkt39KWK4bzvNCgbmCoynA9earW7gSxSY3huAD6e/rViEQK+13A3Nt6Dk0MImhDLILtflZVCckHr68VFIfsTmSJ3dApILccnrjFRQXH7qKMFiykFmV87X5/SoZbsG3VDMn76QsZI2OAc/dYdv8A61S0aR3LTLJOiSeWxyAzbHBrpfC2m2OvahDHqKxzGGKR0iY56dPyzXLWNwTIYo2ZlV2UMgwFwOh9j2ro/D9yula/a3G/KB1WRnOPlbggenXmiDs0a80op8jsz0gqI4wijCrwAO1WLFyJB3GamuLNlzt+cdiKqzzjS7Oa5kX/AFaFgvqQK9XmXKeS02zzTxB/oXiK/hhRPs4mbHP3T1/qazJAwDAsBk8qe4qnd3Zup/tDSCRpHLsSeQ7ckEeueKatxGZVZyQSnzAjkH0rzm9bndbQsiQnMm3jdyh7is/TvEmn2TyIdRijuG4BHzbfwHFPnnWSQQD5TjIz3FdDoPhjR9Pt1jhsYTn7zSLuLfUmhytYShe5e0g28yx+TKJUbLllO4ufUn1NdvDpxj05ZzkngSKWyB6MPfnB9a4PUdAk0VX1fw6fJmjG6W0AzHOB2x2PvWvqPxF0z/hFBfWUhaSWLakLnDo3QhvTBz9a0SU4+Zi04NWLd5ex2eXc4A61y2paxJc6gBKpht4wSgAyfr9aydS124v54Ac+ayhnVV4L7ckewJzT1RDAjMjK4xhWbITufrjtXO5tnYldHqGsafFf+G7ixjO6GexKIfXKcH865D4U3Jm8KGAn5re4ZfoCAf8AGuw8KXaaj4fhDShpbZjC+Rj3H6EVz3gjw9qHh/VNciuoBHZTTeZbyCRSGALdgcjgj8q7YfFGRMZL6vVpyeujRq+OgG8PWp3Ks4uMRkjttOf6V555hmj3ySIQuMlelbvjzV0udWjshIFSCPCc5Bc9cjscYrkFmZEcOhxjHAxhunSsKrvNmNOLUC8zfMADuQtkk1paPqpsfOgjhWaaTCo5/wCWa85yfx/GsNrtUtwyqSVUDnv61NplykJ3HcRJjAx0FKD1FNaHXW2nwXcpmlw0h7jrWktr9mUY4AqLQ086RXBXA568D3NXdVlUbyrds896JUuX3hUqz+Ezb29ESZHJFYNzcSXm9ggfaMkE9qoanqDvdLHlxGxwzIM4qHTnZ+EjfywzAMxwUPb6gg1nKVjqR2XghopNUjikc+cI5GVcYBOP1IFUfFaf2R8U9B1TGEulETn3B2H9GH5VHpF1FpeswXKt5cSSKXLckjIBz7dq6b4j+GbzXdPspNJRJLu0uPMVWcIdpHOCeOoFaU3eDt0NMNOMMQud2Uk0/mjqLXIkHPQ1554sf7P4nvfJaMRMwLD/AGtoJrvTefYtMN7cp5brFvaNmHDY6EjjrXjt5em9uWujIHd3JkJ6q7df8K2ryTPPpRabuW5AAWDOAW7dcj+tRCRsmXgMGzg9CPSqy3C+ahcMG2neMd6ZcXAeVYANrdVOM/UGudM1aPIYZnvmEAXocbs16HoFultbKbZBPEIz51uT8xx/EB36VzGl6NBDibkOOCSeM5rUtZZIWd4XB3cYB2kH2P8AhUzfNoLluy9emNLvNtIZNyM8ZIHy9ip9CKbGweFWI4T+MHkd6zrSYupuSN85ByRzkjPB781ds7aGK2WS4KiUg+YdxAxnqffFTa25tFl35wyy+Y8mIydo6Hnj8a73wFqAuZr+x+QFFSRSvcjhs/pXnb3eyFlBVVk+Uf7J/wAKs6HqDabff2nbOyzx/LKucq4wc/gaqnLlmmE1zRaPapZFhiZnbCqCT9K8W1K4/tO/uLtWCl5C24eh6fpitbWfG99q2lNDZwrAzcS/Nlih/u1zEOoeSjCZSBIozJjgn8K3rVFK1jGlFrcnlYRymRpCVznOeh96rtOHk4bB9B0IqUTrPC6jvyQw7e1Ut64LFAxXgAcVhcssxX0iK0aDLPynGcAdeKvWwDTi9uDgMq+XkY2E8YP4/wA6yo55FLYBQYA3dDg1dm3fZlV3wCcndyRz6d6YupoM8EVuc7fNlckyp0I9PwqpFNgxsqEIWZirDB3Z5FV5ruaC3hQ+UV3gM/TaDnt2+tSFXmMESrujLgyF+4HXp6+tSzSLNKEbZgqnyi2PlJ4I6fhU1tObaLdJ+8yjENN35wAfzquI7e2CohywHBLZbHc/yqO4uhI22Yjao2Oi9T7ipNLnvGm6gb/RrO8HHnQqxHocc/rXLePtSSDRxbswzcOAR6qOT/SuX0jxbL4dsI7Aq1zb5Pl5blR3571g69rd9q2pmSdUNvtIhReQVPPfvXa6qdPTc41San5EHlMnmgSqM4wM9/f9aiaZY0KliWxk7jyPce1DalFMEBBVwAGUryPeo7twziXCEMMZ9RXMmbMZ55BBV9zZ4Jr0O0lAAANeatJ5bERwknr7V3sEojQeuKNw2NiW+WOJgW4x3rxbUSLnxHqVpaSMRvDogGUDH7xPp6+9dv4g1R1jMMLgO/AJNcdo1mLRZbq0aRrqUHcxORnrgj3pqViXqdCqCGyt1LiWKONQs2cM2O/sc1KFO8TqWkKxk8njrx+PFUrW3htraKS5fc6oQ+fu8nJOPXtmluL0pEybwqPwcD7p65+nNZGsdj0fwLrHnNqdkWQiNFkTAwcjhv6VrSaoqFnZ+Bya8k0jUjYXDajbMUuYxtfnIdcfyNJe6/f6sp8kLbE8ugJ+ZT6Z6V1Uqto8pDguZtl2+uP7Uu57reVZpMlgPXpVaUpHIZSxZR3Gcqaqw6g8EbGZWMbqMy9efcVMtyJ4WXJUnnDdx7VhfULEL3AaXO75j/d6EVu+Gbb7cl3uP3Nu0d+9c35wwTtVivQdK6bwfcOjXhcbVwmOfrTTE9jZi1mPQI3WQnaeWJ7Vy0ni+fU9UkAcrETtjUHvS+O7uIWhAJ3McYXqa5fRoVtLi3vrlFKHKGI84XHJPuexrWc+aNmYKFpXOnS4dDDK+UBH3Wbo2cHmrsWz7RsLBGbBOzoR/kVnbBd3UPl7vsaOSRIp+bAxgg+3+NXGkt7ceTGFUqOg4IH/AOuuY6kyzDO2nWw/g/d/ekG7knAz+deqx6r9o0qyudwBmhVjg9Djn9c14pc3/mS4mbdj92yDjcPUVqJ4kuNJsotPhj8+3yWjBJyg74NbUKig9RTjzWO18Xa0sekfZy+fPbBHqo5P9K4XydhkHnbcgAA5A9qpT3uoXF15k0okicHylU8Y64PvUp1NZdiOjpIAAy45A9aKk+aVyUktEK06woY8/NjJVj29RUBnIXKOSc8E9qfeSglZgyEMMAn0qs0pQkRw5OCcj19MVFxWMtkhtgBM3yy9Cozkn2qCV3gSBUhEgztctxj3xSTXgULI7HZEVkwg9Dgj6d6rXN755kAm8tJMAMByfWkJC2119imVYjue4kDLgnAGcfhV6S9klBhREB8wqwYdRWfI1ut40Zf96gXA74I6j17Ul0fKmLPvV1w33uo6/pQy0U7nULho5VBYBvugAAirNlP5a+c8jsjjlFPTt/OqlxKtzFIIpAHTGcjqMVNbbbeyhXacH73fYf8ACgq5veX58ReNydoxuz2NAijeKSDd8vU89O9U/tfkNv2kvwCopyMWjWdFwWJ+U9gaZNyBHYxZcbR0C55DfX0qJ54xKIm3JPjJH96qrXpSeW3RSyZyVYcYzzirmjWEPiLxMNPu9RkgUxStA0ce5mZULBfYcZJPp707XE2TaQRe3LQzSHeq42t7jvWuxiaURncZYmDPheMexrnPDd0zTySu+WKryRkjOf8AGthtQWGR9+5pJ0A9srkHjt1BpeQutxl00k/m28saRgsAkmTz+NT2equYplSMmKDYvPOccZFVI5RO5aSYl4oTlAMD3xTrR4p4We1bcNm4lTjPGefxoZaLN9dzuHkG3BbahUcjjNZj3Us90qM7AMm0HPANON1FbKx3MF25wTnGOoqExrJqELbwYT8wxwV9xSRVzctLhP8AVM8hdRwSchhU8tsIiGZiFUbkwenOazYZ/wB9KGXG0YIHceoqQXvmFbfYSMjDk8CmJskvwVeGVBlnwpIP3fT8KrvIEyWXeoH7wDoPwpuov5FsxwcRtlNvJrMm1KdrVp0bZIQoVxxuHcH8aZLZZa8Cos0Ej+WT949h716NNNtjzntXnmq6bptp4eh1PS9TvZkkujan7RAsaXBCbneIddqkhTu/vD3A7K9ukgtnmkbCRruJp2sS2YWoz3K3gdVRoycPu5IHWs62umsp4oYOXnkDlum3tyKbc3f2lnWSRkSUjAUcn1okmtxfyQFv3y4wM9iOo/SpGi897PKBEu1CJCGDD7w5rAu7u4aCZdz/AD4IGcYH+FXrv9xcMXUh1wQdxOR3/LNZ1zOl3DKqS4aMjqOCMZFJFliznRVWY7nDj5lVvw4rdjt0niLIfujqTyQawLbEFnCAvyn75DcIfb2rVN20DBwm6TgH0P0piZeVImSSEEbOpHv/AIVnIz+RukAUE4C9g2eufep42LxrMqhXJOV64B7VkNeyR3MtvGh2dSrjgjvQK5ckuI1mWCVCs+3I7Bh9a2PC18Y0vlkdtyBDhu33qxdFjsNa8VRaZq9/PBBK2yKZJYoxF3JYycYAzwOScDvVmwjltNS1qzl+0KbebytlwAJBtLABscZ9cHHpRbqS2aZK3129xNE7eW20buFwRVOdJZl+z3ewKH+UqnVR60Pf+WZreJGDygS7s5GSACcdsEdKhE8TxXVy0kjyJGM+4Hp70r3Ei5aarcSwST7TsEigKfT+9UGo3VzLGzLIW3OQu3gqMdPpTYHjurWSS1CugXcOSA3T/wCvVF7uG0V8BggG7HX2IpM0RA073F7iR2CyJtB3fyrasZYmPllX3LyGzww9KxREjaojmTdGfm64K+4/wrVtpj5kquoBAwyjuOxFUDNV7WOA7mPyqAUIPTnPFQX4IaCVACzkKSD0HYioEvDIy2/l/IG4cnp9aj1J/ItXwpKo2U2Dn1pCHvIVJLLvCj94B/hVJ7tPKE9u7+Xzls9PrVWfVbg2hnSTy5CFCyDqR3H5/wA6s674b1Hw5oOl39088c1+ZPOgMZAgwEKBjj7zK+cdvqDTs2K5mqxMSBsMDEc571DdIFVCMgx4Uc0UUkSiKZQNUtyOqo2D9DgVZuJWa3eRgCy7QM/SiinIpEUEEbKcr9/G7HtSKx+ziLA2lm7f3en86KKS3BjpHYwFCcgKHU91Oe1SPNIskeG4LYI7HjNFFUBSnlYXUi8H+IEjkVGmp3Gia2upWez7RFu271yvzKVPH0Y0UUR3F0HeHBvnySfkIxjvwetbzNkxkgErvcEjoen5c0UUpfEIgjRVvMAdcMee/FQaXI0FpI0fBZ3z+ZoooexSJpm3XYgKrsKAnjmpZI1VUcDDK6oPpnFFFSUwVjJOZCcPlhke3So45GaUy8BmjBOO5HeiirJGyyyNb3ClidjZB7/Ss+VzLZtuAwdpIAwKKKQD9f8AFsuux2sMmk6ZamBUjiktUkUpGucIAXKhecnAyTzmux12VksdnBV+GB7j/Jooq5bEM5y7VeGxzGdg+mKgkUDWISBykBIP/AsUUVCKJbq4cWjy8Fg6qMjoMCmQwxsOVB8w5aiio6FCKxEUcX8DM+f+A9KkmY+SIycqUDjP8J3dRRRViJHldZIyGP3gCOxyKpzyut5IgPH3wSOQaKKGJDTrh0a6uFOm6dfxTurtHfQeYFZBwQQQR1ORnB7g1a0PUrvVr3U9QvZTLczuJZGwBljnt/IdqKKp/CJ7mpIxXBwCVhGCR/eJz/IVWRVjuJUVRgKSP8/jRRWcQKunStBo0DR4BkUk/iaWWQy6lLbsB5agcAUUUPcvoWjGu6NwMN5irn26UQs0svmMSHLMuRweOn8qKKqImJHKzSySnAYxgkgdSO9Ekjm2uFLk7GyD37cUUUPYDMmkaayJbA3bSQoxzmqeo+JdXv8ATrbS7u+nntraR5U8yRmJZ8A7iTzjbx6ZPrRRVREz/9k=", 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", 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", "info": {"video_id": "142286", "label": "taking a plastic spoon out of a plastic glass", "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": "142286", "label": "taking a plastic spoon out of a plastic glass", "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": "ef75015fd310e0d134167b5ed1bfcc08a2dd5b8b7b8a76420ea39d193cd65b24"} +{"episode": 39006, "episode_seed": 4240306875, "split": "train", "timestamp": "2025-10-13T03:13:55.296627", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4240306875, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving bottle of jam and paper so they pass 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, 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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iAfSi/wBWUKxLAVzb6g9xMZI2+4cjPcd6KVJzkRj8XDD0n3Nm9tHRUvDPOsQkBdI13Eg9Tg+lQ6eqadpRaQ4mzu+5uO89B+HArb1WN00ScwSeWgO5SeeODjA+h9/WsSxugkkW6H97IpwC2R6/1r00tLI+HT9pUuzUtvNigUFjtyW5XBOeua07abpzWfvMmMgVcgjIwe1eXUfvH3mGpx9kkasb5pXAqvHmpGJHJqTZQSZo6Xex2QLGFpGLYGPX0rWuLy/msXmubgW0BIwgIXaO57Z4ycVzFhcsNSgjSQIfM3A4z/nrWt4jkMelJFuaQXUixcnAEYG5u2D0I46V34W7R8lnjSq2W5zl1rU1zMVtIIDCQRFJdAlyO5AH88/zrClLTSmV5QbvdnccZ3Dnj0/CtKX945tjL91Ssg27ScjgqfaqEkKDayqrsW25J5xjkivQUUjwDUQR6jZRMxG1sOqA52nuuPY5HrXC+ILM2NytspmI3M6M7Z3AgDp25B/Suu0n5bi7t1kOxtkiDPCsGw31zgDGRnNYnimzkk1iPByrIQCR8sYHUD8+nsKxWkrFdCtoFnNvM/ltsfhTjOdp5x/L866XREcw3E+0fvnLREqchQMA8+9ZsYZ7MWtnAMDCks5Xav165/xq7baSZUEMlzLsQ7Vjjc4XnO0Y6+nOelDdwPRtMikWxgR33EIASOMn1rVjhx2qlpMRjsLeNCSFjUZbr0rYhtHkPOTVIRBsRRyfwph/2I/xNaZtoYQfNdVwMkZ5rPudYsLaQQRo01wwysYGCf8AAUAVpYpGHLH6AVy/igXVlDHLb2rTSPlVOcBTwcnn61valq97bweYzW1pEAS0mNwXj19a4jUPEv2tWlVr2WQfcDD5MeuTRuBi3umyfZZLgO0t0m5mLE9+cD0/D1rNv7I3FtHcQKyyFPuE4JB52+x9K049Tu451E0imFzjG3Cx54ABHOM0273wq8lvbiQEs7qepbHTHbp+lS7oYW6/ZTJbkOzwOf8AV8b8dB+WK1oruMBtq+ZJj7qHG7BAOP8APaqV7avBdtdxiWSCVlLhR8yNjHI6kH1qa0huLpgltbuG67yuxQue5I/PFaRkrXEbWlILrUrS2VXcxyrJI75OIwwY9PwFdxqUge2tLESRRvPMqtHLyxHJ4HqABzisrRbGHRrR5Zn3MP3k00gAywxkAf3VH86RrfU9T1a7HlLDbrthjkEQDsu5SSrdjxxj/wCvWUpczCx189xDviimkhUBwqgjuBnI9/1rK1+4Er6Wxu4Yz5/G8cYwcn64/nVVfDWns5lkjaV95dTMxYnjocn5vXtjvVC/0Oexs5BpZJHkqrq43l2VwRjPQHB6cHjihAX/ABJFJdaVcmNWZk2TJ1Odpyw+pA+tcfIrSul1Ai5DbUzJ8uz+8AOD9K7iC5eWxjEyp9sRVLxKVyrYBwDyQcEnrnmud1Hw67XDSad8pdmm+zXOcb+T8jDG3oeD7Z61cJW3BnNXl1B5LyIJQGXcdv3tuSCR+NZkoWNEgAchNuHbvnP61rag32O5db2FbS4VcRhske+GHBGRWdEwu7tCwyB0wMD3NKrNKFy6cbyRlanF5EttcOCIyWDN6HGR/I06CRFDRliQpzuIAHPOB68CtLXbVp7NIoSPOVvMRT/ER2/p+NYMdxblR5rDcCwZX+Up7Y6+1ThpXpoqurTaNlJ4jMWJcKPkb5eGyBgg9a7bwjtTT1kIcGR5JFGQflO0LnPrgHHp1rkdH02a8kV7hGWzU5WIphpsdFx2Hfnrg11esXjW2lNBBAs8zMI2TlgNwJycHoOf8aupJPRGSRLDfSWdtf3CJb+bcTsA8RzjHy5H5Vw2q2rzSOcksxJJPUmulijAUrtjVRjCRD5BgAZH1xn8aJLeOTGFy1ebXr8ruelRpKMbs8wEUlrelSOQeh71qXuoE2wXzAXA42cKBWh4h0aRQ1woAK8/hXGTTyMcFjiqoVI1Y3RtGpKPwuxHczvLISzE/WrWnqfJlPUspwD+X9arQW7TuDjAzyTXZeHNHNxdQOVUWkDhpHYEB2GSFHr0ziuqFkc9eo3ubsystpNEzhCqKu/Iwpxz+R9j71yNtJ5EYjO8SxMQ6p0Y5I/mM12WpSPNppWFQZ5VbyxISMnk8ZPsf0HauPv4mtrppizG3nfeJAucMRyp9PXNVB7o5YO0kzWglBxggn2rVgDy4AGTXGw6j5O35doHSt6w1lVAwea8yrF8x93gcRCdJa6noll4Tu5bSO4luLWCN1BHmSgHFYmvLbaVK8KXKT7erp0P0qhJ4smgt1QSRqAOPlBauN1bXJr64Zmd3ZjyzHmrjBS0SOeeIqUZOVWafZI6XQrn7XrSMIgyAElj0H4d810PiFPOFhJNl4zJLG/PT5fl468hfbpXKeFQkF7aGRZD5hK8H5Sc8cfnz2616Pq9ml5aPaeYsUrIZIWdjtWReQc4yD+eRgYrvppRsfJY2s61RyZwc0qxyF5JJHikj8wDGFRQOufU1SuF82UxiM7YZRn8sgg/WtK5uGt52ttSTyABtdGjJDEdwehUjmqk12LtIoLVXuLvrst0LBvbJ7dK6ro4xmmb5bq5miDALbqAMEHczEjp7A/pVTxRMsMkR8wb2+QRg9vXPYdf0FdHYWR0y2SGUrLcSO8k7Kpwpx0JyOg49MHiua8QeXcXiXXmRtDGTHsQAlWz3A/Cue/NMroUxqEu0RWquJOA8jHJUegGMfjUmyclXlmm+b5VYykMDntjt7UQEQr5bM7CV8BmA4z2FXEmVljIMmzCsCv8XP3cVuopEs7/AEPxHOzCzFrCDFa7/OkcsWYELyPetS61K4k1m0sZr24iWUMW8obExtPHTrn+VctoFrLaSTX8pW3iKBQzyY2jcNxP4gD8D611miSxXts2o/aA5aRkiO0AIgOPlXHtWUnroCJLRPtup3sZubhI4CobcgGcjqDj04NU7EmTxJqpS4j8mBUgZQvIxz9OpwfpW+kwV8wyIWLMoVum0Drx/nrXL6cZIptVnaOMMZ3ZZF5MhHfGOMdPTr0zU3GYni2VpruC0b94yp50m7hSScBfXAwTg965aT97I7xsAm4HcpzuA4wfStvXQV1yd5JGIMcRjYnIbI24798j61jxqAzQy5J3hA20KCxGcAemK3gvdEzNkg2Yg83hkwq49Dyc+taNhdyXNqrSHEqu0T59VGdwA5x09qpySh5ozGQE2EnP5fnmpdJcRm6BJIEyKSe52j8+napqrQEdtZxpO0bbgiuAevBHb3rVgMdmnmS3LhQSwVuBkDJ/HH6ZrkYtG1iOdDa6iSoKr+8TJwo6Agcj2/OtGXS7wQ2ltcul410SiIw2iIk7mYY5zgEc8jNYWXcZ1Gm3Y1WAXMBzZSRsjxyLtwR6dcjGePpVy51Oz02zSWV2iiYBY/kO5v8AdA68Z+lRQm206yEO1YII4zIV5G1cEk4HfHPv3rkJrkarc3F9PK6PIwRF3/6oYHy+mTxnHrVQjzMTZuxeK4kcBNIuzAFyIzOu8/VccjIHPua2tN1OzvbV3s8tGnLJg7oTjJDAjj69znGK46O9U3Kf6OyszPHuOOAvJJ9qktbj+zLq0vo7iQhT+92sMyRE/kducjNaOmraAmdLeTR6ZA00aoln800rINzOeNowMdd3Ppjr2qK21Sz1iPagV/3QkZTjco3H06N1GPoTWvLaCewmt3QSKFJ2s24MM8Egrz0zjtmuT0jQY777RYXVvDam0kZy8UrAssmCAW6kAYAB/GstBmnIiywq8SR3Ebf8sncMD3Bx65yev8Ncdjfqc8rNuJc/NnrV+8g1XQEdFd5rOSPCFiAYucD68f5Fcrpizaj4pl0x9UntIyshiEabssqFgvsODyfT3rGpFy0RvRai7s2L1EkkVSM5BOfQcc1NBZHcku9BI5znYDn8PXkcHrXG6fdatqUcrx3eSqqMSDPU5xkcjoa3tOj8RSvjdbxlNzcgt7DgHkdwf59KdKPLBJsmtLmm2dH9sggkSzS4jW6lRmjbacHAPp2479ORTLufLB9ix3EiKsgUjtnjj0yRWTo9vbrI+ofZnSRfliLybzwMMw7DLZ/PituytPtE5lfn0FTWkooqhT5ncSC2cRFmHakssicbhxW+bceVjHasW6C20uegrgdp+6z0ZK0RusrZxWbyzOuAvSvKNTktbi5DW9vs9/WvRr+Nb2MqzqiN3Y0aT4Y0q0zcvGLiXOQZB8q/8B/xrooUo0lZHM56HJ6HoM8kkVxcx5i4IQjqK7yCDbbKrp5cAUhIjzwMdj7j1zzVa4kbzi7Y8rGDgdvpWD4m1m5fS4DaebbyeYweYghDwcc+v+FdMJKWhz1U1qy9d+TeXWxoo54MFvN3KQrDA59Oxz9ayLg70wgwCBxjr71XmtbbTPDcd/pOs38ySXJty00Kos5CBmeIDkKpwp3e3uBNaEsmWO7jrjFTWbgi8NDnlqc3qtsyAkCslJmBwXIH1rqtUTzwVSudu9Okh+ZeR3rKnJPc9Dn5dEPF7II9gkbb6Zp1qrTTrx3qrDEzNya6rTNEnAjk2cHnkV0GM56HY+HLHdYoVkEMg483AymeMjPQ89a661mgmwFDeUsgjR3GclTgsMnjBz+pxWH4cCL9zarxsUY7woORx+JJx+dM8U2j2uq2WoQXUEb71iVJCCpBY5PHbDZI7A1a10POqPU22jkiGI/LaAjccgbk9QM54O1h796pTpNEnkiGCPaQN4QJszjIA4wCR0PUVlXWs3emwwRy2ksvkSMj3iLuSYjgFT3yQOT74zVSHxPPeS24isZJZMMHXjGAOoZvrzn1+lFmTdEmp3ltbrFD56pJMAiF8nJzwCMZ4O3qe9YWoxCWwjMyxRSyDadjZ+bGQfzyKzdMgg1TxjFpmtahdWwMjKipLHGtud247i/GMZPqTgd6ZfzXKard2F2blhbTMT9pCq6BM43AcZ6A49KGrajjqyCy+2TgBbOd5CdxCrkNx2NdhoWgtC32q6UST9Y1BOyLjkn1OCfbjis3w6RLpFsxkYMARlGwRj37cVspq0VzOdPtJSZ/JMkcgG5QfQ85x04q3NvRE2saetXt01kbTSyZJhIsbkfMFDKfm56cd/Q05dFmuctdXMqsZFO2FjFHsUBRwOh45PrViN4hM8hH75gu84yPbJxn1+nFZ03ijTYp2EclzcygYHkDcgHTGeBnvnoce9Sr9AJZNAmsYW+xahcxsqOQpbcXc84IPH5c9eah0S7A1u6smtTA7KsoUSlwMquTn1JJPTqcHpWhYavYaixa1uZnmjTMsLoFODnopPJGO3A61PfRRSukguTHEGPmbG+/tOcHjp09B0FO72YWMzXtPe7TzrMI91bMAYy4BaIjO0cAHkDA69a5ZJYrhHlJSQwtvjRfvjj09etd1C0d3AJtjx+YhdCwIbYQSDk57fjxjFZGp6XZXspe6sXa4C48+Nyu4ckEH15AyetVGdtGDRxmoLBaoY/LBjYH5Aecntj3zV6xsjb2EaTqVmkzO4II2knpj2AA570a5ZWOkWRn06N0uxIq+Y537cEjcpPc8f0qn4j0rWPD+iabqd5dXIuLzeJY2j/1CjaUUnH3iGzjt09cEpcy0BKx3sLvGrBXOUDBSevJx/WkkjaTxfbQtNJshhdlAIGc8HPFFFYxKZP4kVovDpMcjoJ75IpFU4BQA/Lj0rIMEUwMLoNuN4xwQwPBooropbEPcteUskRByN52kjrhiM0yW3hW0aNY1CxxuiewxRRWojr9OupZ9H0yeZt73FoBJ2GQeDx34FY3hvzJfE86yzSuLm382TLYyQ7KBx2wBRRXL3KLPiyNbexmiTJVflXcckA4OM147PqM+k+JZb622edE7bd4yPmXaePoxoorF/Ebw+EteEJGiupFQ4HH6A11lxey29qwj2jy4MrkdMhv8KKKcSZ7lLRppJdItldiQAR1/wBo/wCArstNRQg4oorlxXxHZhfhNNwAhrkvEEjRglTiiiueHxHRL4ThkvbiW8jDyEgZwK3YdSuXv1s9+2Lyw52jBJPqaKK7ZbHGvjReunbKrnjOKg8WQxL4JuP3ak+avJ68HpRRSoDxOxymt+Im1jT7aN9L062MMKpG9sjqUReiAFyAvJJwOTzWtGoESgelFFViugsHuwWJAWOOcd6ytXunhhPlqgx/s0UVyw+JHVMh8K20WoanuuF3YOcdq9Tlt4obFQigZFFFdjOSe4zwwvl6y2GJ3xnIPThhj+Zrc8QQRXXh+4MyB/LtcrkZ5JYZ+vA560UVpE557jdOhil0bTQYlBaNCzL8rH2yO3Apn2eKOJnCAmO4kVc9Mc9umc859aKKTJR5RrGsHS/GGrRnTtPvIZ3V2ju4N4DKCQRggjqcjOD3BqhZ3Euu6nfXV+5ea6w0zDjduyT9B7Ciirl8JdP4x2kGZvtUAuJUjt45CoQgZ55B46V1/hiVHinu1t4YpWuCp8tcDHFFFNmbJdeuJZLG0iDsiXM7LKEYjcAvTPXB7isuGJXhmjbJTcQB0wB0AooralsSxt25S6V0AWSOJpUcD5lZSMc13ukyHULCwvJAEku4AZVj4XhwowOnSiilVBHE6nf3Fh4q1AwueEZQGJIGEBH6gV1M0jJFC4PLRByDyN3PPP0HHTgUUVnLoNHO+MRnQZXyRhgwA6ZyK88v/EuralBZaXd3s01tbsZVDyMxZnAzuyecY49Mn1ooojsNn//Z", "info": {"video_id": "202344", "label": "moving bottle of jam and paper so they pass each other", "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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iAfSi/wBWUKxLAVzb6g9xMZI2+4cjPcd6KVJzkRj8XDD0n3Nm9tHRUvDPOsQkBdI13Eg9Tg+lQ6eqadpRaQ4mzu+5uO89B+HArb1WN00ScwSeWgO5SeeODjA+h9/WsSxugkkW6H97IpwC2R6/1r00tLI+HT9pUuzUtvNigUFjtyW5XBOeua07abpzWfvMmMgVcgjIwe1eXUfvH3mGpx9kkasb5pXAqvHmpGJHJqTZQSZo6Xex2QLGFpGLYGPX0rWuLy/msXmubgW0BIwgIXaO57Z4ycVzFhcsNSgjSQIfM3A4z/nrWt4jkMelJFuaQXUixcnAEYG5u2D0I46V34W7R8lnjSq2W5zl1rU1zMVtIIDCQRFJdAlyO5AH88/zrClLTSmV5QbvdnccZ3Dnj0/CtKX945tjL91Ssg27ScjgqfaqEkKDayqrsW25J5xjkivQUUjwDUQR6jZRMxG1sOqA52nuuPY5HrXC+ILM2NytspmI3M6M7Z3AgDp25B/Suu0n5bi7t1kOxtkiDPCsGw31zgDGRnNYnimzkk1iPByrIQCR8sYHUD8+nsKxWkrFdCtoFnNvM/ltsfhTjOdp5x/L866XREcw3E+0fvnLREqchQMA8+9ZsYZ7MWtnAMDCks5Xav165/xq7baSZUEMlzLsQ7Vjjc4XnO0Y6+nOelDdwPRtMikWxgR33EIASOMn1rVjhx2qlpMRjsLeNCSFjUZbr0rYhtHkPOTVIRBsRRyfwph/2I/xNaZtoYQfNdVwMkZ5rPudYsLaQQRo01wwysYGCf8AAUAVpYpGHLH6AVy/igXVlDHLb2rTSPlVOcBTwcnn61valq97bweYzW1pEAS0mNwXj19a4jUPEv2tWlVr2WQfcDD5MeuTRuBi3umyfZZLgO0t0m5mLE9+cD0/D1rNv7I3FtHcQKyyFPuE4JB52+x9K049Tu451E0imFzjG3Cx54ABHOM0273wq8lvbiQEs7qepbHTHbp+lS7oYW6/ZTJbkOzwOf8AV8b8dB+WK1oruMBtq+ZJj7qHG7BAOP8APaqV7avBdtdxiWSCVlLhR8yNjHI6kH1qa0huLpgltbuG67yuxQue5I/PFaRkrXEbWlILrUrS2VXcxyrJI75OIwwY9PwFdxqUge2tLESRRvPMqtHLyxHJ4HqABzisrRbGHRrR5Zn3MP3k00gAywxkAf3VH86RrfU9T1a7HlLDbrthjkEQDsu5SSrdjxxj/wCvWUpczCx189xDviimkhUBwqgjuBnI9/1rK1+4Er6Wxu4Yz5/G8cYwcn64/nVVfDWns5lkjaV95dTMxYnjocn5vXtjvVC/0Oexs5BpZJHkqrq43l2VwRjPQHB6cHjihAX/ABJFJdaVcmNWZk2TJ1Odpyw+pA+tcfIrSul1Ai5DbUzJ8uz+8AOD9K7iC5eWxjEyp9sRVLxKVyrYBwDyQcEnrnmud1Hw67XDSad8pdmm+zXOcb+T8jDG3oeD7Z61cJW3BnNXl1B5LyIJQGXcdv3tuSCR+NZkoWNEgAchNuHbvnP61rag32O5db2FbS4VcRhske+GHBGRWdEwu7tCwyB0wMD3NKrNKFy6cbyRlanF5EttcOCIyWDN6HGR/I06CRFDRliQpzuIAHPOB68CtLXbVp7NIoSPOVvMRT/ER2/p+NYMdxblR5rDcCwZX+Up7Y6+1ThpXpoqurTaNlJ4jMWJcKPkb5eGyBgg9a7bwjtTT1kIcGR5JFGQflO0LnPrgHHp1rkdH02a8kV7hGWzU5WIphpsdFx2Hfnrg11esXjW2lNBBAs8zMI2TlgNwJycHoOf8aupJPRGSRLDfSWdtf3CJb+bcTsA8RzjHy5H5Vw2q2rzSOcksxJJPUmulijAUrtjVRjCRD5BgAZH1xn8aJLeOTGFy1ebXr8ruelRpKMbs8wEUlrelSOQeh71qXuoE2wXzAXA42cKBWh4h0aRQ1woAK8/hXGTTyMcFjiqoVI1Y3RtGpKPwuxHczvLISzE/WrWnqfJlPUspwD+X9arQW7TuDjAzyTXZeHNHNxdQOVUWkDhpHYEB2GSFHr0ziuqFkc9eo3ubsystpNEzhCqKu/Iwpxz+R9j71yNtJ5EYjO8SxMQ6p0Y5I/mM12WpSPNppWFQZ5VbyxISMnk8ZPsf0HauPv4mtrppizG3nfeJAucMRyp9PXNVB7o5YO0kzWglBxggn2rVgDy4AGTXGw6j5O35doHSt6w1lVAwea8yrF8x93gcRCdJa6noll4Tu5bSO4luLWCN1BHmSgHFYmvLbaVK8KXKT7erp0P0qhJ4smgt1QSRqAOPlBauN1bXJr64Zmd3ZjyzHmrjBS0SOeeIqUZOVWafZI6XQrn7XrSMIgyAElj0H4d810PiFPOFhJNl4zJLG/PT5fl468hfbpXKeFQkF7aGRZD5hK8H5Sc8cfnz2616Pq9ml5aPaeYsUrIZIWdjtWReQc4yD+eRgYrvppRsfJY2s61RyZwc0qxyF5JJHikj8wDGFRQOufU1SuF82UxiM7YZRn8sgg/WtK5uGt52ttSTyABtdGjJDEdwehUjmqk12LtIoLVXuLvrst0LBvbJ7dK6ro4xmmb5bq5miDALbqAMEHczEjp7A/pVTxRMsMkR8wb2+QRg9vXPYdf0FdHYWR0y2SGUrLcSO8k7Kpwpx0JyOg49MHiua8QeXcXiXXmRtDGTHsQAlWz3A/Cue/NMroUxqEu0RWquJOA8jHJUegGMfjUmyclXlmm+b5VYykMDntjt7UQEQr5bM7CV8BmA4z2FXEmVljIMmzCsCv8XP3cVuopEs7/AEPxHOzCzFrCDFa7/OkcsWYELyPetS61K4k1m0sZr24iWUMW8obExtPHTrn+VctoFrLaSTX8pW3iKBQzyY2jcNxP4gD8D611miSxXts2o/aA5aRkiO0AIgOPlXHtWUnroCJLRPtup3sZubhI4CobcgGcjqDj04NU7EmTxJqpS4j8mBUgZQvIxz9OpwfpW+kwV8wyIWLMoVum0Drx/nrXL6cZIptVnaOMMZ3ZZF5MhHfGOMdPTr0zU3GYni2VpruC0b94yp50m7hSScBfXAwTg965aT97I7xsAm4HcpzuA4wfStvXQV1yd5JGIMcRjYnIbI24798j61jxqAzQy5J3hA20KCxGcAemK3gvdEzNkg2Yg83hkwq49Dyc+taNhdyXNqrSHEqu0T59VGdwA5x09qpySh5ozGQE2EnP5fnmpdJcRm6BJIEyKSe52j8+napqrQEdtZxpO0bbgiuAevBHb3rVgMdmnmS3LhQSwVuBkDJ/HH6ZrkYtG1iOdDa6iSoKr+8TJwo6Agcj2/OtGXS7wQ2ltcul410SiIw2iIk7mYY5zgEc8jNYWXcZ1Gm3Y1WAXMBzZSRsjxyLtwR6dcjGePpVy51Oz02zSWV2iiYBY/kO5v8AdA68Z+lRQm206yEO1YII4zIV5G1cEk4HfHPv3rkJrkarc3F9PK6PIwRF3/6oYHy+mTxnHrVQjzMTZuxeK4kcBNIuzAFyIzOu8/VccjIHPua2tN1OzvbV3s8tGnLJg7oTjJDAjj69znGK46O9U3Kf6OyszPHuOOAvJJ9qktbj+zLq0vo7iQhT+92sMyRE/kducjNaOmraAmdLeTR6ZA00aoln800rINzOeNowMdd3Ppjr2qK21Sz1iPagV/3QkZTjco3H06N1GPoTWvLaCewmt3QSKFJ2s24MM8Egrz0zjtmuT0jQY777RYXVvDam0kZy8UrAssmCAW6kAYAB/GstBmnIiywq8SR3Ebf8sncMD3Bx65yev8Ncdjfqc8rNuJc/NnrV+8g1XQEdFd5rOSPCFiAYucD68f5Fcrpizaj4pl0x9UntIyshiEabssqFgvsODyfT3rGpFy0RvRai7s2L1EkkVSM5BOfQcc1NBZHcku9BI5znYDn8PXkcHrXG6fdatqUcrx3eSqqMSDPU5xkcjoa3tOj8RSvjdbxlNzcgt7DgHkdwf59KdKPLBJsmtLmm2dH9sggkSzS4jW6lRmjbacHAPp2479ORTLufLB9ix3EiKsgUjtnjj0yRWTo9vbrI+ofZnSRfliLybzwMMw7DLZ/PituytPtE5lfn0FTWkooqhT5ncSC2cRFmHakssicbhxW+bceVjHasW6C20uegrgdp+6z0ZK0RusrZxWbyzOuAvSvKNTktbi5DW9vs9/WvRr+Nb2MqzqiN3Y0aT4Y0q0zcvGLiXOQZB8q/8B/xrooUo0lZHM56HJ6HoM8kkVxcx5i4IQjqK7yCDbbKrp5cAUhIjzwMdj7j1zzVa4kbzi7Y8rGDgdvpWD4m1m5fS4DaebbyeYweYghDwcc+v+FdMJKWhz1U1qy9d+TeXWxoo54MFvN3KQrDA59Oxz9ayLg70wgwCBxjr71XmtbbTPDcd/pOs38ySXJty00Kos5CBmeIDkKpwp3e3uBNaEsmWO7jrjFTWbgi8NDnlqc3qtsyAkCslJmBwXIH1rqtUTzwVSudu9Okh+ZeR3rKnJPc9Dn5dEPF7II9gkbb6Zp1qrTTrx3qrDEzNya6rTNEnAjk2cHnkV0GM56HY+HLHdYoVkEMg483AymeMjPQ89a661mgmwFDeUsgjR3GclTgsMnjBz+pxWH4cCL9zarxsUY7woORx+JJx+dM8U2j2uq2WoQXUEb71iVJCCpBY5PHbDZI7A1a10POqPU22jkiGI/LaAjccgbk9QM54O1h796pTpNEnkiGCPaQN4QJszjIA4wCR0PUVlXWs3emwwRy2ksvkSMj3iLuSYjgFT3yQOT74zVSHxPPeS24isZJZMMHXjGAOoZvrzn1+lFmTdEmp3ltbrFD56pJMAiF8nJzwCMZ4O3qe9YWoxCWwjMyxRSyDadjZ+bGQfzyKzdMgg1TxjFpmtahdWwMjKipLHGtud247i/GMZPqTgd6ZfzXKard2F2blhbTMT9pCq6BM43AcZ6A49KGrajjqyCy+2TgBbOd5CdxCrkNx2NdhoWgtC32q6UST9Y1BOyLjkn1OCfbjis3w6RLpFsxkYMARlGwRj37cVspq0VzOdPtJSZ/JMkcgG5QfQ85x04q3NvRE2saetXt01kbTSyZJhIsbkfMFDKfm56cd/Q05dFmuctdXMqsZFO2FjFHsUBRwOh45PrViN4hM8hH75gu84yPbJxn1+nFZ03ijTYp2EclzcygYHkDcgHTGeBnvnoce9Sr9AJZNAmsYW+xahcxsqOQpbcXc84IPH5c9eah0S7A1u6smtTA7KsoUSlwMquTn1JJPTqcHpWhYavYaixa1uZnmjTMsLoFODnopPJGO3A61PfRRSukguTHEGPmbG+/tOcHjp09B0FO72YWMzXtPe7TzrMI91bMAYy4BaIjO0cAHkDA69a5ZJYrhHlJSQwtvjRfvjj09etd1C0d3AJtjx+YhdCwIbYQSDk57fjxjFZGp6XZXspe6sXa4C48+Nyu4ckEH15AyetVGdtGDRxmoLBaoY/LBjYH5Aecntj3zV6xsjb2EaTqVmkzO4II2knpj2AA570a5ZWOkWRn06N0uxIq+Y537cEjcpPc8f0qn4j0rWPD+iabqd5dXIuLzeJY2j/1CjaUUnH3iGzjt09cEpcy0BKx3sLvGrBXOUDBSevJx/WkkjaTxfbQtNJshhdlAIGc8HPFFFYxKZP4kVovDpMcjoJ75IpFU4BQA/Lj0rIMEUwMLoNuN4xwQwPBooropbEPcteUskRByN52kjrhiM0yW3hW0aNY1CxxuiewxRRWojr9OupZ9H0yeZt73FoBJ2GQeDx34FY3hvzJfE86yzSuLm382TLYyQ7KBx2wBRRXL3KLPiyNbexmiTJVflXcckA4OM147PqM+k+JZb622edE7bd4yPmXaePoxoorF/Ebw+EteEJGiupFQ4HH6A11lxey29qwj2jy4MrkdMhv8KKKcSZ7lLRppJdItldiQAR1/wBo/wCArstNRQg4oorlxXxHZhfhNNwAhrkvEEjRglTiiiueHxHRL4ThkvbiW8jDyEgZwK3YdSuXv1s9+2Lyw52jBJPqaKK7ZbHGvjReunbKrnjOKg8WQxL4JuP3ak+avJ68HpRRSoDxOxymt+Im1jT7aN9L062MMKpG9sjqUReiAFyAvJJwOTzWtGoESgelFFViugsHuwWJAWOOcd6ytXunhhPlqgx/s0UVyw+JHVMh8K20WoanuuF3YOcdq9Tlt4obFQigZFFFdjOSe4zwwvl6y2GJ3xnIPThhj+Zrc8QQRXXh+4MyB/LtcrkZ5JYZ+vA560UVpE557jdOhil0bTQYlBaNCzL8rH2yO3Apn2eKOJnCAmO4kVc9Mc9umc859aKKTJR5RrGsHS/GGrRnTtPvIZ3V2ju4N4DKCQRggjqcjOD3BqhZ3Euu6nfXV+5ea6w0zDjduyT9B7Ciirl8JdP4x2kGZvtUAuJUjt45CoQgZ55B46V1/hiVHinu1t4YpWuCp8tcDHFFFNmbJdeuJZLG0iDsiXM7LKEYjcAvTPXB7isuGJXhmjbJTcQB0wB0AooralsSxt25S6V0AWSOJpUcD5lZSMc13ukyHULCwvJAEku4AZVj4XhwowOnSiilVBHE6nf3Fh4q1AwueEZQGJIGEBH6gV1M0jJFC4PLRByDyN3PPP0HHTgUUVnLoNHO+MRnQZXyRhgwA6ZyK88v/EuralBZaXd3s01tbsZVDyMxZnAzuyecY49Mn1ooojsNn//Z", 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", "info": {"video_id": "202344", "label": "moving bottle of jam and paper so they pass each other", "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": "953448d5919cc5173c11e4aa8d8536d319eade39c3b217dd149d1be24cebc28b"} +{"episode": 39007, "episode_seed": 1993247205, "split": "train", "timestamp": "2025-10-13T03:13:56.149696", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1993247205, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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6f/Wrwd+H3evBr3DVnABTjJBPTn/PNeIOMrn8a5MX0OzB9RWYquc9sGn6LMBOAx4IOfwNQ/et3z1Aqrpr/vd5OAuc1lRe50VEepaZegw7VIrctgZGDnoK8x0DU5GuAGztPP4V6Rb3kYiGCOldiOVrU9D06UtYcnnb3qrMX5Bx16c81S0HUEuLf7/ygYzmnXDSzMxG5UJwSOC309B+tNGclYzdQu35VW3Pn5sDAU+/+FcbrMO4sThie7f4V1c+MbYwAqkgqvQH+tc/qMe5BjkD1Gab2M1ozgruMpcD5eDU17EqxxOn407UkIlJOBg9jTZm8yFAD2IrkrK0Wd9GV2iLPyAg8qc1aifoc5B681SgO7KHvU9vlcqwOOorjOstSkbTkZGMH3FYyO6mVoWKvyj49q0WkyMen8qyA5g1sofuTKCfw71VN2Y1uv63Ot8O30ixrA6gqegPSu7F1PJpsltbQsrFCCxOcD2Fc/pOhrNHG0ZXDDIPYV3XhfTNXltr62kiW1iKbFnI3MSfQ16ej1PMleF4sw4dDmsdCtL12uJd7guI1xsT8etdBLdppFzFEJnjEyfuos73dj246D3qnb2OmS6Be6bqGsy3U8DsSkchyuOgCjrUEAGo+HIk0KxKXcBCC5ucbxjqR7/yra99DlcLK47VL69iiMVzk3AXkIc4rzXV/NbTAl2ky5JLA8jPbJrr7q58u/FjLcA3ZX5txyWPqTVCSw+0yIskiNLknyCORjufQVDjc0U4x1PNhh154zXWeFUVbd8kZzxkZzXIb8V13hkn7OCCAc968+jpK56kldWO6sdXu9MVvK8ooynAKZ2n1qDRYdUD393e6rMHmBwkJG0Dscdql03T1vM5nUkd2bH6d6taitnYaTOs00iKwIJiJUn8DXWnJmE/YxfdmVocOm31jd6dcanPcuWJZDIwP5dKz4ZT9tltFtpYreEYSZ+FJ9OlZ2gaxDZtNHaxxlixIldMOfy6Vcubqa4kM9xKlund2bH86JT5NGTCHtJNrRF61s0u23xzGUr99CvAP17/AJVhazq1teytp8qGKeJuEIwDUFx4jW1cJpDXEzE/O4B2n6VDezNqQWVrSVZV/jkYE0c76RZjLR+8znr+MRsSo4zVjTb3KgZ6cVJqEXHz5LHpz174rIiYwPg8D61EkaQlc2tXkEywHPTd+uKzQFbGakkm3xqO/NVw9ck/iZ1Q+EmYgAEfTio1c7SpPIpGJZCKhLcg/gag0TFmO6Fx/skVQtSfscZBxjP86uNyGHtWdaK0SFGOeTVLYTepsQ3UkZju4HKTRNkMOqkc5r37wnrUOtaHDPE21woEqHkhhweT3/8ArV85xSmJ2Ug7WHSu48DeIDoWuLDI+LS6IVsnhW7H+h/PtXVRmcleF1oe0sxyWByxADEHgYqrMSTId3ynoMdKl8zhSWAB4U/3s9h+R/Kqk7EAgB2Dc4J+nA9q60ee2Yl/u+bGOFyBmvE+5HbNe2X+fvbx7EdT7fpXiLN85rkxfQ7MH9ofsAjYDqRVKzh/4+gSQUUtiravu/Gr0JgSzucx5maPCkdx/wDWrOhbqdNa9tB8SpbSXOxTtS3hP0yea2pb2aC3kVDulb07E1nMr3c97EoCM9tFyPai1lFwMhjjeRu+ldT20OeOj1O/8GXheGSPPK8Af1rpVvY7y3ZwOVJVue46/j/SuL8LumnjY7YmnGcnsKq22ujS/GlxYXD4s7/aVJOAknRW+h6H/wCtQnbcifvPQ7Cd8ktlRjoKy7uJDANuMbc8VfZzvK8nBwSfXPSq04DRl+cdgeM1Zzs4LWIwpYYOR2rMgk3IF9K39Ui3BjtCqRwD1/Gubjyk0gI6HiuauvdZ2Yd+8i0kaq+c9aa7lAuOqHFIH4wO1Mc/P14YVwnePdxkEHg1mXx239pJ7lc/5+tWtx2kehqnqMZmijIONrAmqQmeueCL9ZdLVWYAp8vTJNdqtzcxRHy55FDrgqTgAV5D4EvjFcNCT94Z5Nep20kRKPM29iQFH9a6qcm4oqrCPNzPZ6kmgafa6bLKLaPbJccuxG7Cj071g/2pqFt4leHzvsdhyf3idV9vc12U9/ptlENjoXz8+TuY/QDj8zXmni+e+vtQjkQyPn7kSncR9a6KbTer1PPruXK+WNolvXLmxN213bRAXLDmQg5A7YJ6fhWJdXq6XbNdXExjuJVxBbp95/cj0pZDfW9sGnaKGXHG/wCdh7hfX61kT3cMLl4od8x+9PMdzGpnOzd3Y0oYWpWglTjfz2RyO7JYV2XhqEvAihhluMZriCelb1heyx2qjzCoHfpXJTnGGsjto4apiPdptL1O+nGpWK4RZI0/vJLgGs66uDcxslzcr83BLOXNcvLq8Q5nu9xHq+aqyeIrNPul3PsKbra3jE9GOWxUbVqq+SS/zNyKy060JZJ7mRvVflFBuI4yT5IlPZpW3EfnXMy+JmP+qtgP941Rk129lyAyIPYVMqtWTuH1bLqKs7v1f/DHVy383RdqD/ZXFU5Ltjy8x/Fq5yGWe8nWOW5kG7pz3re0bQrS6d1kZ2uIcsyFuq8fMPoevsQfWrhCpPW5lPHYOh/DgvuNGSEz26OSQPUDrx0rDvrUgsRjcPau5nsBHAgCfKBwfQ4rl7DT11nxVNpdxqM1tGyytFsjDlmVCwX2HB5Pp711NcqPn1Lnm2jChdsEHqKdngjvVWykeRGZ2JJCkZqw3WuKfxM7YfCTI+5aiIJcogZmPRVGSaRX2E47V0FjbKbFHAKB+/QsP8KIQ5nYUqigrs5+4SSHAkQqxGcGqLHD/Wu0vrKO8tREQFZR+7IH3f8A61cbdRSQTPHIu11PSqnDlYoVFIN24YJ+YVo2ji7g2ZzIvH19P8PyrHDllDDg1LZTm1vVlOSh4ZfUUU3aQTV0e6+CvES6jonl3cv+kWq7ZGY9RjhvxA59x710MrADerZGBgnkdOo+teOaXqraJqEN/Gd8bcSKv8ankj8Rhh7/AEr0HxNqjf8ACMLqOnXRUSum2SI4yp/xr0NkebOPvaFu52+a7YJG0EMcHnB6D1968Kd8vXo+sXc0OiRajY65qEytcG3/AH8aos5CbmePHO1ThTu9R9B5oTmuPEy5rHVhoON7ksb84P1rWsbZrgZUjCnJrEB5H5VfinktkDwzLg9RmopnS29kXhci21+4Jf5fJCgU6wYAgcJCuSxNYjJuu2uTJyR0qwZA8IjLYBHOK2c7WsyY0akr+7c6i31QXGpxsrYQnCn2rL8cLjUoJQcEp1FVLW5SGSI8HYeBUPibUWv7yNh91B096mVRWtcX1WpF8zVkeh+Fdbl1nSkLMpuLchJw3UjHysPc4x9R71v/ADMOOo65HWvKvD9//Yt3FfJlreVdkyA/eQ9R9RjI9xXqME6zx+ZE6tE6hkcHhh6j611R2PPqxSloYWpWq+V8pO33OSfzrj72PyJTz19a6S3dNS8ZSaZqGo3VrbvLsjeKWONYuBksX4xjPHUnFcvqCTwavfWk5uMwTNGFuMeYuCR82OM9OnFYV5LlZ04eLUkyPfhvYinyfMv61VJJX6c1MjjhT3HFcJ3XIy2CD68H61DMeCvY1K4wWX8agkYEZoQ7l7QLkwanFzj5sHmvZtMZJ1VTMqtj77dB9K8GikMVwjjsRmvQLLU3uLRTJJ8oHTOAK1hUjC91c6qOEqYtJQko23fX5HY6jNa28hVb43GP4YFwPxb/AArGmv5AGEKrED12/eP1PWucu/ElrASkINxIOydB+NNtrPV9dAd5fs1uwBCxclgehz/noatOpP4VZHXUp4HCK9V88vPX8Ng1HUbeBiJJt0h/hHJNZyW2o6j80MPkRf35OuPpW1qXh6PRdFa6hys/mIPMzluvNSaxp2t6FomnXNzeXKve+YJYTGMQgbSoYkfeIbOP/r1caCi/ePPr5vOorUVZHnbdDVRiznaXbGcYBoornRFJtJ2JY7eLJyueO9G1ccAD6UUUEyk7kTfeqDP77HtRRQjImBIYEHBHII7GtqO+ntrq1v4mCzrhunByBkEeh3EfSiiurD7Mwr7o9UlRSdmOMH9DivOL7UJtH8UT39qE86GVwm9cj5lKHj6E0UVtV2OWjuYVmoXeo6DAqaQ80UVwVPiZ6MPhGKcSp3z1B7129xhVUKAABwB0FFFb0Nmc2I3RAGPA9TzWR4ihjayExX94hADD0PaiitKmzM6fxI5SP/WMO1SMefpRRXGdhpW88kliyM2QpKj6bSw/XP5mui0a+nm8IX1rI26K3uojGD23biR9MjP4miiu5fCjknuWdb8QvrMEEcmm2FuYUVI3t0dSqAHCAFiAOc8DrzXGnvRRXNV2RvT6kbdDTMkGiisXselgtx24g8Ub29aKKD0JSfcTzXByG6VFM7MdxOSetFFBw4qT5S1ZTOYJYSfkGCPbOf8AAV3ngO8nm0+7tnfMcDgxg/w7gSR9MjP4miivQpfCjwa27K2paw2la/qMJsbG9hlm3Ml5DvAZRkEEEEdTkZwe4NYs95PqV9cX10/mXFw3mSPjGWPt2oorCt8LN6O6K54P1NNBOz6dDRRXIjrY6YnCt3qvJxmiimCK/Veexqc3MskYiLnYB90Hiiin1OnDyahKzJbKZ1d4gfkdckfTH+Jruvh1cyzG9s5G3QxBZEB6qWJB/A4B+tFFd9D4EeNidW7m941UL4ekcZyJY8c9OT/hXE3mt6je2EGn3N3NNBA7SL5kjMSWx1JPOMcemT60UU6nxEUfhP/Z", 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", "info": {"video_id": "203193", "label": "pushing book so that it falls off the table", "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": "203193", "label": "pushing book so that it falls off the table", "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": "c1a23ffaae7b6eed8d6778d73e9e8192c324e0f036aec8a115577acd0d6f8e40"} +{"episode": 39008, "episode_seed": 3657609157, "split": "train", "timestamp": "2025-10-13T03:13:57.901950", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3657609157, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put hair comb next to pc harddisk'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "208889", "label": "pretending to put hair comb next to pc harddisk", "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": "208889", "label": "pretending to put hair comb next to pc harddisk", "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": "b28595ebd229258f309d142027dfe11918ec0def6b4a2f14f078dd36afabbbb9"} +{"episode": 39009, "episode_seed": 2946835471, "split": "train", "timestamp": "2025-10-13T03:14:00.843729", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2946835471, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'attaching hook to belt loop'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "3868", "label": "attaching hook to belt loop", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "3868", "label": "attaching hook to belt loop", "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": "424db8974d4e57aa4878d3962596460986aa59efff56fc6ba460838510b41dc7"} +{"episode": 39010, "episode_seed": 896860111, "split": "train", "timestamp": "2025-10-13T03:14:01.212862", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 896860111, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that clean dishes is inside dish drainer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "89311", "label": "showing that clean dishes is inside dish drainer", "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": "89311", "label": "showing that clean dishes is inside dish drainer", "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": "7f1ff9b993f17144b1d2e7704736cff1344973e0271c39012132d322a4504fd8"} +{"episode": 39011, "episode_seed": 64928424, "split": "train", "timestamp": "2025-10-13T03:14:03.097514", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 64928424, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tissue out of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "39305", "label": "pulling tissue out of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "39305", "label": "pulling tissue out of box", "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": "6ceb2e91b08b409d621daee802833f906ceee962da46605b0cadf480f458d672"} +{"episode": 39012, "episode_seed": 3292620095, "split": "train", "timestamp": "2025-10-13T03:14:08.428876", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3292620095, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) power button of speakers'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "51728", "label": "touching (without moving) power button of speakers", "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": "51728", "label": "touching (without moving) power button of speakers", "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": "43c983f3ca636759bd5873aafae243c7bd5ffd7f9ccc286a70cb0fb18f5abbc3"} +{"episode": 39013, "episode_seed": 3595720981, "split": "train", "timestamp": "2025-10-13T03:14:13.065534", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3595720981, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that pot 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, 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": "178142", "label": "showing that pot is empty", "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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"info": {"video_id": "178142", "label": "showing that pot is empty", "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": "bc2fa3381d32d1ca6fed7999422371a736300242d4f29d4d1242d8051092fe39"} +{"episode": 39014, "episode_seed": 140899167, "split": "train", "timestamp": "2025-10-13T03:14:14.571409", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 140899167, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chain behind basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "26237", "label": "putting chain behind basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "26237", "label": "putting chain behind basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f35b931681ed5205d66d7a6c3f8cb7e891fce978857a751578eb1e001b57f756"} +{"episode": 39015, "episode_seed": 518038896, "split": "train", "timestamp": "2025-10-13T03:14:16.108408", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 518038896, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shoe and another shoe 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, 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": "98159", "label": "moving a shoe and another shoe away from each other", "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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4rVozRsW8nmtAi9Ixkfzrsfhp4Z0/Vby41O/iE5tGVYonGU3HJ3Ed8dhXJ6NLC+6JwA3OM/hXpXwuxHbanAmdiyo271JB/wABRPYcdz0aMjt0q1Ec1UT7tWo+K5zdHl3xskCSaBnoRcD/ANAryRMvI0QXqOMV7r8SvD39vTaOS2Fg83IHfO3/AArH0/wjbWuGW3Rm9StV7VRVhezcncpeBrk2/hwWUkQjljlZuBjcD3+vb8BXRqHmcelWLfSfLAAQAewq/FaiPtXPKd2bRhykdrDsHIq+u3bhulRgAcUjDB9qEUzH1vw7/aSAJMzRbgzRMeDiqcOgpbIqFAEFal7qKQKfnrmrnxIruyrKMjtmtFczfKtzM1P4cXOsarHHBqBg0je0sse7dsc4yVXoScdT0xXoeg6NaeH9Li06xDiKPJLOcs7HqSfWsLwjqb3yXYDZ2MvHoCD/AIV1S8LWjb6kaXui2p3A/Q14voXha60i8E/lLJMrZikYZCH3HQivZoj8tVPsaY+7+lZyk0Uo8xRtr1pbWOR49shX519D3p5uQexq4LRfQU/7GnoKnnK5DLaZjwAaaGlY4VDmtcWyjtTxCq0c7JcUc9eaNJqWBM5Cj+EGlsPCFrasZFX5j/EetdASqionuwg7Um2wSQ+3to7cYAAp0kyoc1nzakiAlmrmta8TgQm2sm3Xcp2J3CZ43GhK5bdhfEHjm10+7awhk82cD5wDwp7A+9QeIdHj1f8A4RyHVro23mea2MYLsdmEB7HrWl4d8E6Rpsy3hhNzdA7/ADZzuO71+tc/8ZJmhfQnVmUgzEEHoQUIPvg81vGK2Rk5N7nb2On2umWq21pCsUS9l7n1PqamZqyvD+rPq+gWV8/+slj+fjALDgkfiK0Sc0rCEdjQvPJNMbmiVxFCzN0ApolkF/dqirFnGeT/AIVd0uP7Y4ml+4o4BrkDcG91HJbKg9K6xJjb2W1OuKl7mkEN1bUxPeraRnCj0rldV0e9a3uGWRXwpPHUVrQr5c7TPy/v61tW8A+znfgl+W465oLPmnVVZLwqx+ZBt9quacwmaMl9rIQCfUYrovH/AITn0jUzdQRtJaS8qxGceoNcvZKwO02zNnHAJFdEHoc0kfScIWQtKVXJOM45qyOnSooE2RKvfHNTqua5EdMhuwMDn8q8k8VfDTUf7Tlu9HiSe3lO4xbgGQ+nPUV7AVphyKtOxk0eQaD8M9XkmjfU5Fs7ZT80aOC7j044H1NR+KfhneQXT3OjQ+bbsciJT8ye3vXsq89qUiq52yLHz7pPhPxDLeCJNOkXPBeZMKvvk17R4Z8Px6Bpv2cP5krtvlkIxubGOB2AHArax60pz6UObYJdRV7VYjHOagjxnkVYUjNSWirqkImMOR0z/Sq0cEaL0q7fOAI/xrMluQM81jPc6IfCTs6KKqS3AzVO4vlAOWrEvNZSEH5qlK5Tkkbj3QU9aqzakqgjNcodbnupSsCk+9alnp91cgNKeDWiiYuZxfi7xBcQTmGInnvXK6bdt9pMks5DHkhhkGvbpPCun3kOy7gSUe45H41FZeA9As7lZ1tC7qcgSNuUfhW8WkYyVyn8PdNnt7C6vJldBdOvlhhglQPvY9CT+ldsq8daFVUGBjpSoCaTd3caVlYnQ8VPsFQqu2pXkGKxmbQGkAGkyKiaTFRPLgVBbJ2kAqvJPgVVluPeqU11joetFibFme8x3rntV16KzyC+XPRB1NQavqotY8J80z8IlUdJ8MXF7c/atQ3BSd2D95v8BVqJEpdEXdPsrzXEFzdu0Nu33Y16sPc+ldFa6JYW7rJFaxhx0bHNXIoAihVAAHAFWVXFapEksC7RivNPjKhkTRQOo87/ANkr06MV5z8W5I420YyDI/fdv9yrh8RMvhF8Ba+moaVHprrsubONVI7MvYj+Rrse1eVfD+3kPimSVFKxLbtvB6jJGK9V6UpqzEndDJHEalm4ArlvEOtbItkbctmpfEer+SwhjboOa4i5uHurj5jxmkLqdH4f3MwdjknrXcR7PLG6uP0GMBVrqmyQqis76m8VoLHCJ7rIHyLyfetQ4XCjpUFsgRKnXlqaG9ESPbw3MRimjWRD1VxkGq9r4Y0a3lE0WnW6yA5DeX0NXY+SKtoeKszM5RUy1ApzUqmsUaMkxSGkzS4yKohh1pRSdDxRmmTYXqadjABpop7HtTFYcNvXFOXFMA4rg5NR1K68bXuljWrq0hDSeSsShuVTcF9hweTTSuM63XJvJWA5+9u/pXM3V+FB+asCx17UL6GRr+8ln2gFN5+7nrVC+vnkbYmSx6AVlKPvG0ZWiW9Q1gLkBs1ixrcalNtGdpNX7Hw9dXrB5BtBrr9N0SGyUDaCfWqSsZt3KejaGsKAstdLDAsY4FCqF6DAqZaYWHqOKcFpBTxTJaDYKesZU9aCPlzWD4vv7qw8PPPaTPDMJUAdDzgnkU0B0IJHfNRNLxzXn+oaleQaPDf2Ov6lKrXH2fM8aosxC5Z4++0H5Tu9R9B1xnyOvas6itY0p63LMk/BqpLc471DJcAZqjLccdazRoTTXHcGs+aeR2EcCGSZvuqP5n2pyGS5lEcYye59K2bKxSEcDk9SeprRRM5PsUdN0BIZvtV0RNcn+I9F9hW8iAcAU5VwOKkUVZFgVQKeoyaTbTwjCgCRQM9a87+KmmXmq3mhW1jAZZT53PZR8nJParH9p3M/ji50u51i8tLZptkbRSxosfQkkuMYxnjqTirGhXd/NqWqW1/cXMptZdiLc43pyw5xxngZxxVK61Jeug7wx4fj8P6aIQ/mTud00pH3j6fQVp6hdLa2jyse2APWp84BPYVyniS9LAoPujgUr3HY5jUrlpZmLHJJzVG1TzLn8aSeQsx71o6Na+ZLvIpNhFXZ1ekQ7Y1+ldBHyRWXZx7EX6VpxHmsjexdjOBU8QJGRVRDkgDvV+PKkVrHYzmydBj61OpwK5nxhfXWn+HnuLSd4JhKi7064J5Fczq9x4o0bSNOvLnVb1ZbovviK4EONpUE4+8Q2cf/AF6uxnc7W2csBn0qxk5oorE2ZIvT8KkPaiimSJ60DrRRTQmPXk/jR3/GiimSSLyfwryPXb6bTfG+oXcG3zY5227hkcrtP6E0UU4iZk2xKxOoPGAK39EtIWxIybmPOTRRUS+Ia2OsgUBBgAVZHSiigsnUDFPAoopgOHWn0UUyWOY8Cua8c/8AIrv/ANdo/wCZoooW4mcPqmvtq8UEcmnWMBhVUjeBXUqg6KAWIA5z06813hY5H0ooqavQ0o9SrKx5qhcOyJkHmiis0aM3dMgjjtkKjlgGYnua1FAAoorRGRItSDrRRVIkead2oopgeVa3qzad4o1ZDZWV3HLcbil1FvAZRwQQQR16Zwe4NavhC7nv7vVLu5ffPMySO2MZJ3UUVT2IW50twxWI4rh9fY7jzRRUIo5g8n8a7DSYI0hG1cdKKKUi6e50MIwoq1HRRWZsXbUZlFaQ+8KKK1jsYT3Ob8d/8ivJ/wBd4/5mvPJ9Zv76xhsbm5llggdpF3yMxJbHXJ5xjj0yfWiitEZs/9k=", "info": {"video_id": "98159", "label": "moving a shoe and another shoe away from each other", "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": "74205cf0e71b0d33c982f15ad25647291853b0f51de06d8278952c18f7998f91"} +{"episode": 39016, "episode_seed": 1274514447, "split": "train", "timestamp": "2025-10-13T03:14:17.674025", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1274514447, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'unfolding paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "58120", "label": "unfolding paper", "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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bY5CDj0ODkVpXareWpVuo5FTfUqJy7yEsTnqalt5Cr1A67XK+nFNkZliJQ4bIpMZ6JYTbrGI99tUhpl3PMXVzEmfl2jJJqPUIray8O22oaZrF/KhuTag3ESxrcEJud4h12qSFO71HuB1sN7b4AVR+dYKLTuK9zCXTr1hh+vqo6/hUVtod4rBWHHH5CuqjuYyc5GKmWRHfKsK0TA5iTR5/mU9zWU3hC6kVisgG7viu9ZAz9eKGj25ANO7Bq5w8vhJ4EXy1beijaR0Ygjk1qQWVxBDGjRnhQPyrpgnvUo2lecHFFxrQ4QJdNeSl0O3dha0bJZtrIYjgHiuhKQiVgQuCalhESMQAPapauXzaWOcVJIExIDuJyx9zWTrWrHTmgKpnzN3PpjH+NbEEkeoeMptLvtRubW2kl2RvHLGix9CSxcYxjPHUnAriPE0dzDq8tnMbhjBM8apOBvXBxg44z06cVMYWdzK+tjSg8Ry3MqxRxMxxnj+tag1yJIkXdywyTj6f41hafCtnAG/jcZY/0qndSAXEq5+7yPxIP+NaLcbO6h1GKSAMGzk8c06a/jhUc/Ma5WxmzZKuelV9Sn3Yyx4J7/SqsK+h2EWogozvLnI6ZqzbahbSb/LZTj6c15zb37RSOc4+UAbskZFW7CbFwZ48iOQltvocHI/M0WEmdy2sWTcM0YIPQ4qxBf2EgBBhz6cV5lqyBLvzF4WUbvx71SVyCDuIPsaTjcu57ZGtlOg+SI+2BVa60tHy1vIFP90nj868sgvLmC0kminkXaVAIbkZro9d03XPD+h6Vf3d5dpNemTzIWUgQYCFAxx94hs47fUGspQuJuxMrC0hURIoyKpSajOucBPyoordCkQLqdwzgHZ19KutKxUHiiirRJFvYkU/eQwoopoTIb5iYie471zt4xMSseoOKKKiW5USfTp5Mbc8VGmqXGka6dQttnnxO23euR8ylTx9GNFFZP4jWXwmawARAAOOKQ0UVa2M1sPU4kIHTCmtiymcRuM8daKKpAVrh2klwxzT47aI27yMCSO3aiikxdQsDuDnaFCtgAdKvu7LKoB7UUUMaMGc5uJP940yXi2Jx/EKKKOg+htax4ofX4baGbSdMtjAixxSW0bqUjUHCAFyoXnJwOTzU2l39w+Sz5IIooqCYmmb64CS4foBV+2vZ8D5qKKCjZhuZSvLUouJGflqKKEMd9pkDEA043Em080UUAik1xIZOtSi5kLDmiihgczd64+m6vqCNY2F7HLKHKXcO8BlHBBBBHU5GcHuDWVc3s+o6nLqF2/mXMpaV3Ixlj7dqKKREfiJJWKwPjjvWPcsf7QnHb5P5UUVURst2crgSAHjrRJ+8cbu9FFWxdBs6JDHuVFJz/FzVq3GIN/c8ewGe1FFSBFqnzQKT1B4rJFFFMolaRls2CnA3Crl34h1TUtOt9MvLyae2t5HlUSyM5LPjOSSc428emT60UVmxTP/2Q==", 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", "info": {"video_id": "58120", "label": "unfolding paper", "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": "b4530639cdb5f87067262683966ffd1b37c3375893eea88441217714171a130f"} +{"episode": 39017, "episode_seed": 2694037224, "split": "train", "timestamp": "2025-10-13T03:14:21.506156", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2694037224, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming pendrive'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "7898", "label": "turning the camera downwards while filming pendrive", "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": "7898", "label": "turning the camera downwards while filming pendrive", "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": "7f51a16d2e4b470bb72c16147ebcb95184e69c116ad9a9f2870626de2b4164f2"} +{"episode": 39018, "episode_seed": 2449675784, "split": "train", "timestamp": "2025-10-13T03:14:23.192188", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2449675784, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bowl and cellphone so they pass each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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GZvC12ApVo2ibPPPzgZrzyy8Q6xp/Nrqd3GB/D5hI/I5q3ElM+i361BKR6/hVLQ703+kQXDPvZ0DZ+oB/rVqcZUkHBHOamwzI1XUbews7WG6nghDhlAmfaDjjj/PevP8AxbbR6zJZiz1TSvJgibIa6C/OzZOB6dK9B1nQbTX7I290vMMzGN16rn6+ua5S6+GthHEzG6nwAeir/hTUrKwNanE2ehNHeRGbUNM8sON227U8Z54r0zQPMuLohpo5skZkj+63fI/OuEl8DqHwsjY+gr0Pwjpa6bZpEhJEa4DH1qZSuhpanR6nLpzW6wXrRkAhgrNjBFcp4s0yHUYvt0Vw6mBPlixkH8axtfnkTWXFypAY4G709qove3MURjgnYRkfcJyK55TWzOyNKyvFkNpdDYOea0Fl3r1rmgzQuQT3rSgu8IDmsGjVM0DMYyGUkEdCDipm8U6oE8oXshA6buSPxrJmv4sYJ5qholsNb8TPp82pTWqOkjRGNNxZlQsF9hweT6e9aU029CKjSV2aOva3c6rDZpdNveDfh8ckHHX8qxlOTWdaXU1wMyyM3AIz2zXfeEfCQ1aMz3it5J6AHGa05W3Yz50kcxNp2n3iKT4is4GHWOWGXj8QCKntLey0u2vXTX7Gad7cpGsAYsxJGRhlGMgV6JN8ONFYEqk6N/eEuf51xur+GbLR7lpIPNkKgqC+Dg+vAro5lFbHMlzyKFiy/YUjc4cJjB61paddMjBSe1Yeny75/wB6DmtANskJ6c8VxVHdnbTio7HQOQ4yDzWjZeIdT0+2MEU2Y/4Q4zt+lcz9r3KO1WkugoAJzxWabTujWSUlZnoOi+L4LlRDqDLFMOkn8Lf4GukEiSIGjdWU9wc14tczLs4OKzr3W9R0+xZ7G8mhcMMGN8V006t9GctSit0e5yyqCU6kqTx2rzDwFogvNQa/mX9zbN8oP8T9vyrO1PxBf2WgQ6np3iLUrgSXX2UtdQrGtwQmWeLHzbVOFO71HuB6bpNjFpcKWcIARYVOe7HJyT+dbWuzGL5UzV34rF1OfzpSvUKMVpXEvlQs3ftWBISc5PWqFYs6XAGZnI6DiuR1PWrjS7i5t73RYWgkyBLFKyPt9SSCM13umRbbYHuxzV5reORcOoIPUEZqouwpHz7Lpnhe8Ja31LULBz/DdQCZP++kIP6V1mhJYWGlRwNfwXsWzaDbqeD684rudT8G6LqOTLZRq396L5D+lcN4g0N9DiENnDObYciQ/Ng+9Kc3bQdKMXL3inqdyGgeJQSM/KSOaqWV0wwjGq63DMP3gyfaqjziNiw4NcMm29T0IqKXum3LeGJw8bEMDkEHpXV6Hrs+s+WlwB5lvld/94MMj/0GvN9Aa11jxUunanqFzawTvtSWOaKNY+5LGTjGM8DknA710vgtJrXWdatJ/PX7LdxxBLkASKNzr8wHGemccela04NO5z1pxkrdT0ZGwKsRtVZamQV0HIWMZp4xjiog3FOBzSAlDVVvgzWkyqCSUbAHfirGaYxzmgbPFr/xQtzY3On6tpVxCJlCuYZsMmCDwrjjkVz4sNGl5t9YeEn+G8tiP/HkJH6V7zdaba3ikTwRSA9nUH+dczqHgLRrhiy25gJ/54sVH5dKvmJsO8DS40r7P9stblYo41HkNu2kAg5PvgEV0RkL7iOEHAz1J9fpXG3Olr4U8Nz/ANlTPHI9whlmB+Y9ttM1tPEei6Npt7dajeCa7L+ZEVwIcbSoJx94hs47fnSuM7mEYnuf95T/AOOiq+on92o7GiipKRkOi56VqaYAIDj+9RRUDINe0621HTpo7hM7VLKw4KkDsa8sRiHZMkgdM0UVlV2OiiVpz+9piuy8A8UUVktjYqzMS3WqNrqtzo2sjULXZ58RbbvXI+ZSp4+jGiitqe5jVLvhm2judRjgkBKEgEV9A6HDHFpVsEUKDGp4+lFFax3OeRbuDticjqBXF6ooKOx60UVTFE4u9hXczc5qshLRsx6g4oornmbQ3GsxweaQSvgc0UVgdK3GTyvgc1Q1F2+wNnn5lNFFXDcU9mGt+KH16K2il0nTbYwKkcUlqkilI16IAXKhecnA5PNfQI4vIT6xMP8A0GiiuyJxMh1NiFQduTWUeQKKKbBHR2oAgjA/u1bHSiimJiGqF9DHLEyuoZTwQe9FFDBHlfiXT7exv9sClVbkjPFcteqEII70UVzyOmmzJt9efR7i5jOnadfxTOHMd7B5gVkztIIII6nIzg9wa7LwJqF1qk+v6heSmS5nkimkfAGWLE9B0HtRRWi2RjPdnqMZyKsLRRVmQ8VItFFJjAk4phPBoooGNNVL+R0tSUO0syrkdRlgOPfmiigTMLxhGkPhcxxqFRJYwoH1NcJea3qN9p8Nhc3UssEDtIu+RmJLY65POMcemT60UVRJ/9k=", "info": {"video_id": "209259", "label": "moving bowl and cellphone so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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GZvC12ApVo2ibPPPzgZrzyy8Q6xp/Nrqd3GB/D5hI/I5q3ElM+i361BKR6/hVLQ703+kQXDPvZ0DZ+oB/rVqcZUkHBHOamwzI1XUbews7WG6nghDhlAmfaDjjj/PevP8AxbbR6zJZiz1TSvJgibIa6C/OzZOB6dK9B1nQbTX7I290vMMzGN16rn6+ua5S6+GthHEzG6nwAeir/hTUrKwNanE2ehNHeRGbUNM8sON227U8Z54r0zQPMuLohpo5skZkj+63fI/OuEl8DqHwsjY+gr0Pwjpa6bZpEhJEa4DH1qZSuhpanR6nLpzW6wXrRkAhgrNjBFcp4s0yHUYvt0Vw6mBPlixkH8axtfnkTWXFypAY4G709qove3MURjgnYRkfcJyK55TWzOyNKyvFkNpdDYOea0Fl3r1rmgzQuQT3rSgu8IDmsGjVM0DMYyGUkEdCDipm8U6oE8oXshA6buSPxrJmv4sYJ5qholsNb8TPp82pTWqOkjRGNNxZlQsF9hweT6e9aU029CKjSV2aOva3c6rDZpdNveDfh8ckHHX8qxlOTWdaXU1wMyyM3AIz2zXfeEfCQ1aMz3it5J6AHGa05W3Yz50kcxNp2n3iKT4is4GHWOWGXj8QCKntLey0u2vXTX7Gad7cpGsAYsxJGRhlGMgV6JN8ONFYEqk6N/eEuf51xur+GbLR7lpIPNkKgqC+Dg+vAro5lFbHMlzyKFiy/YUjc4cJjB61paddMjBSe1Yeny75/wB6DmtANskJ6c8VxVHdnbTio7HQOQ4yDzWjZeIdT0+2MEU2Y/4Q4zt+lcz9r3KO1WkugoAJzxWabTujWSUlZnoOi+L4LlRDqDLFMOkn8Lf4GukEiSIGjdWU9wc14tczLs4OKzr3W9R0+xZ7G8mhcMMGN8V006t9GctSit0e5yyqCU6kqTx2rzDwFogvNQa/mX9zbN8oP8T9vyrO1PxBf2WgQ6np3iLUrgSXX2UtdQrGtwQmWeLHzbVOFO71HuB6bpNjFpcKWcIARYVOe7HJyT+dbWuzGL5UzV34rF1OfzpSvUKMVpXEvlQs3ftWBISc5PWqFYs6XAGZnI6DiuR1PWrjS7i5t73RYWgkyBLFKyPt9SSCM13umRbbYHuxzV5reORcOoIPUEZqouwpHz7Lpnhe8Ja31LULBz/DdQCZP++kIP6V1mhJYWGlRwNfwXsWzaDbqeD684rudT8G6LqOTLZRq396L5D+lcN4g0N9DiENnDObYciQ/Ng+9Kc3bQdKMXL3inqdyGgeJQSM/KSOaqWV0wwjGq63DMP3gyfaqjziNiw4NcMm29T0IqKXum3LeGJw8bEMDkEHpXV6Hrs+s+WlwB5lvld/94MMj/0GvN9Aa11jxUunanqFzawTvtSWOaKNY+5LGTjGM8DknA710vgtJrXWdatJ/PX7LdxxBLkASKNzr8wHGemccela04NO5z1pxkrdT0ZGwKsRtVZamQV0HIWMZp4xjiog3FOBzSAlDVVvgzWkyqCSUbAHfirGaYxzmgbPFr/xQtzY3On6tpVxCJlCuYZsMmCDwrjjkVz4sNGl5t9YeEn+G8tiP/HkJH6V7zdaba3ikTwRSA9nUH+dczqHgLRrhiy25gJ/54sVH5dKvmJsO8DS40r7P9stblYo41HkNu2kAg5PvgEV0RkL7iOEHAz1J9fpXG3Olr4U8Nz/ANlTPHI9whlmB+Y9ttM1tPEei6Npt7dajeCa7L+ZEVwIcbSoJx94hs47fnSuM7mEYnuf95T/AOOiq+on92o7GiipKRkOi56VqaYAIDj+9RRUDINe0621HTpo7hM7VLKw4KkDsa8sRiHZMkgdM0UVlV2OiiVpz+9piuy8A8UUVktjYqzMS3WqNrqtzo2sjULXZ58RbbvXI+ZSp4+jGiitqe5jVLvhm2judRjgkBKEgEV9A6HDHFpVsEUKDGp4+lFFax3OeRbuDticjqBXF6ooKOx60UVTFE4u9hXczc5qshLRsx6g4oornmbQ3GsxweaQSvgc0UVgdK3GTyvgc1Q1F2+wNnn5lNFFXDcU9mGt+KH16K2il0nTbYwKkcUlqkilI16IAXKhecnA5PNfQI4vIT6xMP8A0GiiuyJxMh1NiFQduTWUeQKKKbBHR2oAgjA/u1bHSiimJiGqF9DHLEyuoZTwQe9FFDBHlfiXT7exv9sClVbkjPFcteqEII70UVzyOmmzJt9efR7i5jOnadfxTOHMd7B5gVkztIIII6nIzg9wa7LwJqF1qk+v6heSmS5nkimkfAGWLE9B0HtRRWi2RjPdnqMZyKsLRRVmQ8VItFFJjAk4phPBoooGNNVL+R0tSUO0syrkdRlgOPfmiigTMLxhGkPhcxxqFRJYwoH1NcJea3qN9p8Nhc3UssEDtIu+RmJLY65POMcemT60UVRJ/9k=", 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"info": {"video_id": "209259", "label": "moving bowl and cellphone so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5d01c7f41dc13589c9956265a138d6fccc1b548848a01467bed215dbef524340"} +{"episode": 39019, "episode_seed": 1403158373, "split": "train", "timestamp": "2025-10-13T03:14:25.200602", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1403158373, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to sprinkle air onto garlic'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "105725", "label": "pretending to sprinkle air onto garlic", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "105725", "label": "pretending to sprinkle air onto garlic", "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": "beb910e38fdd03389cdec31cebc77ec086ac7c4559666d81c7c724f3078c19e9"} +{"episode": 39020, "episode_seed": 3584874091, "split": "train", "timestamp": "2025-10-13T03:14:26.813825", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3584874091, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning a candle that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "209203", "label": "spinning a candle that quickly stops spinning", "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": "209203", "label": "spinning a candle that quickly stops spinning", "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": "e22e3bd123b6baf093ded9fe7a389d6bc3d75783c738428fc4c992d948b5854d"} +{"episode": 39021, "episode_seed": 245343798, "split": "train", "timestamp": "2025-10-13T03:14:28.838876", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 245343798, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a pen 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', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "54530", "label": "pulling a pen from left to right", "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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Afwqo1yecBgA2ORTOcw/FtzdebaabZM4e5PSNtrMScAD261etPhdpptUa91yc3bDL+XGrID6DdyfrWP4hec6jb30IPnWx+Qeo9DUP/CU62jgNaQEeodhUxUG3znc8RUpUoRoOz6+t/wDI6aP4ZWcTg2via4ibPB8kD+TCpvCe/WI7mGW4RZrN/LkZ1wJDlgCMewrmf+Et1SMgPp6nnqsv/wBasXQdbvtCN6ZrWST7RKHyjDjrx79atKCkuXbqRKtOrTl7Z3lpbRfP8D2U6JNghZ7dv+BEf0pbHR7yCdXfyzzztkBArzlfHEiDL2l2v0AP9akHj6MYybpPrGa2vA4kpnruyRPvDI9ao3Q/dkjr2rzH/hZMcfCT3GfQRtWzpnjKfVCqx3dsWfgRzAhj+lOLj0E+bqiOaFGKpnDHsKY1pEYwrAE/1qYuGQSKo5X0zxTIm3HnJA65rlsakcVpAobCgMw6jr7VWnsISuCoDEdu9X1Tb+7Gc8kfnxQ1v8pEg5xxxVctwTMtdJiwSV/Goho6tuJA/Kr8UrCby3RyACdwHUen1qbI37VPPbNLlQ7mKNKgWVAiA7jtZv1zWpb6bbQyLMkeWAyPaiSJs9QMcirAfES9AMfTFUkhNmLqWplLgIodASevt/8Arrf0K/FzaqpJLJwMelcrrSZm37T0wGxT9B1D7Lcrk/KOCBTjK0huN0drdDEwOcKV6etUkRCQ+MDsParVzJlomUgh1JJqlMWDhcZPbmlP4iEOKoXBIH5daSWKNsNgdOfrUxibbkqfky5P4UogaRBIOmKLBcyzZwyyEhR155qKfS4mb5QB3zV+7VwRJEuWUevX2NRsxFupdACAOQ2ee9LlKuc7qlqlvGSihieBx0rLttW8y5CnIYHkVv6mnmQMQ3PcVyk9tgsylgwGQfSs5aM2pux0cUizFueaZcWyzIUdQQeK52w1ZheiCbCv2I6NXSLc7lzioNb3Me18PR218J48kf3D2r0eSNZWYMpAHUn1rklmDEY4NdbMx2ZyPcVcHcwq9COSGMqeOMZzSfZ4mjxjjGQanhido+V+9kYPpT1gZ2eL+4QufpWqRjczJbWFiAUHX72KY2mwmL7qlq054cRtEACT6mqtv5is6yBCMgLk9qXLYq5QbSIhGT1xyRVT+ylM5LY2kAhR65rcUq+c8Dt9ahMYDAgkkHg560+VBc5/VdMW3t3aNVJPY1y8d5PBPidhsDABq7vVMGB1OSR7dK428h3xsGxnPas5aPQ1g2asFyrNhu/Q10Oh4Rbk5JUheB+NeYwXsun3SrIxaEnGD1SvRfDFwZo5ypBUheR361MVqVN3izdQBTv+6SOlBILjPU9sdajckyhQNx4wRzVlo2EZcrxGCc59eK2SucxUntopG3kDkcg+tUxp0LyE7VHPINbAty6+Z04qrdrJnzIVG5QcZPB+tNw6jTKT6TF5gwAMelQTaRGCQFzu6H0rV3YiXKjjAyDmhkDJncc9xS5UF2Y8GiLNEA+NxGTj1pLnw6gUfKu3BO7+Vbdumwtgtj3qcuGGFPI654pqKC7Mez8H2cuS4OF6itiz8NabavHIkGHQ5Uk5wRVi3bax9+tW1lUHrjJ9elbRhFdCJNnOqQ6FQenYHtVqONYo8hc+gHc1XABIkAAB4+tTRSLtbeMqo4FYRWpbIzMRIsjBd2MD2Wnu4mUYI3D0qC7kVVDY4IwABzn6VWt7lniDlHVWyuG4Iqm7MViSckSAqDweWxwKprcFrmRCxHIBLjBNTE4Eh3bsYGM8fjTZ7VpY13yMpBJO0dR6c0iiQMWVnDgZ6A+3+NMmd3X5MEjAUevrTCi4RN4JQ5POcimhiJHB5AbjHpTAz9UjJjA6YFZthp08yb5JVjTJUFuC1a9/IH3BvTg+nrXOWDy6v4nk0iXVbi1h2yeQI03ZZULBfYcE5Pp71DWpcbW1O5s/OjhxIwk24AKc8VoQhWfcMDPI46Vw3w+1K71CK9+0zvIFEZG4525zXahwoO1+M8E9Ke7IlvoTSsxyoOIxnIA+99ajS5YHkn6VK82VCYAXbgEVlGWWS6VVVAn8THhvyq2+xCRdmZVHXBbsT+tZN35qxYVNzZw2G+79PWrMsgdFD5JyAR7U3Zvkds4CHgDgf/Xqdy0ZM7CUFCzHPLH+VYE5BZgjEgj/APXXQSwQ2+fLQgjpjn+dYF1GExtJwrZIrKZpEx7u0JDSA5IOVI/hrT0XUhcr5MrASqO/cetVblv3BGRjGawL+aS2UzwMY5UIIK8cGpSvoXex6OoG0HvXYRkNjII28H3rzK9eOLw/b6nputahMrXX2XNxCsazkIGd4h12qSFO71HuB6apAwcndt59quEbGdSXMWn3bNsZwSOSB+lVmkMbY5AHH196kjuP3J2MpyeT7VSv5ZDnyQMtghnBIBrbpoZFtpFdd78AHGf6VSk+ZiwKHcMAZ6H3/Sl3NGoDnOVGcetMRN6IoyoJO7HX8am9xlaKVo/ll4kOSADxnPapXkjXAXOV+bg/nUksEIfLRruAC5Hp9arsVdjn7xXb17UDIJovNI+boDkdc1yd/EN8kZ6k/rXUCTapXPKrgjvXO3vMpBBxuIBxiomi4mFf2gwQRkkcEetdJ8PZZFjvonyyxGMj/wAerB0mO21bxZ/Zep39za28r+Wksc0Uax+pYycYxngck4FdD4EgltNZ8QWU32hRbzLFtuABIoDOAGxxn1xkUopilI7qBVLdevIPpUkpY8jPlj+EDr9ag3qoGHAXPBPQ1Ykm3Db/AA7cDHWto2MmQpcMuck5psrKARnBOOp6e9Ut8sl0oUIsf8ROQ3t7U53DBVcEnIB+lF2OxFcLKEARQzA4bDdPp60+KRZPlLE45Y+/ap1j3u7nonQdBUCxw2/+qQLjGNuP60hkqyBs7S204PX8xU0asI3YtuyfyHpVMhVRSpO1CcjNTefiEYOQOeOc00ItW5LyAhu3IJqZnAIYYwDk/Wua8RX9xZ6PJPayvDMsiAunXBNZGuReI9D0fTL661G8Wa7MnmRFcCHG0qCcfeIbOO351alYlo6xgPvY5zUMW5dx3sSSepoorFFg6q4kV1DBd2M/lUSAPDGD3GaKKGCEgRShyOuQfwqWQlgmT7UUU+gzJ1aaS2C+W2Mtjn61ZnjUsG5zxzn2oooQ2Z1weC2ATjHSvPrnVLjRfFEt9abPOhkbbvXI+ZSp4+jGiik9xrY6r4XcJqi9lWPH/j1d1MoLAMAwByM9qKKREtyXAMYbvmq+4tcR5PVG/QgCiiqERTgLLEAOGzmll+XAHfiiihDMy7UfZXOORnBrjrS4d5riNyGAIIJ69KKKyZpHYWWNcoMYBBJxXPaxxbZ6/MoooqFuU9ixqHiuTX/s8Euk6Za+QiRxPapIpSNeiAFyoHOTgcnmvcJkHlbvwx2oorcxY2FBs6cYOB6VBc8W7AEgEZ47UUUdAQlzhYpiAMhSRToeYlz370UU0AgUMC564IrmtTd7XWo2iYj7vB5HIOf5UUUFRLtz/qd2BnKj86xNSRQAQMEiiipnsOJxp1ttJvruJtP0++imkV2jvYPMAZehBBBHU5GcHuDXY/Dm9uNT1DXr68k8y5uHjlkcjGWO7sOn0oooiTI7aZB5gBGcdM9qlZRsVu+TzRRVEkLZM6Ek/cP6EVFN8ssQAABzmiigZYPA49cVFLEpgYc55we4oopsEYeiXMjXFxAx3KCGBPUHFbG0GYJjgrniiihA9zA8W8aIQCf9alcje65qN/p0Gn3V3LLBA7SrvkZiWbHXJ5xt49Mn1oopok//2Q==", 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", "info": {"video_id": "54530", "label": "pulling a pen from left to right", "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": "7bd957ae06a77138f5cf364895a6ddb7df19c312447fc032ea395f5a48959c73"} +{"episode": 39022, "episode_seed": 690328615, "split": "train", "timestamp": "2025-10-13T03:14:30.582073", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 690328615, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bucket with bottle on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "64143", "label": "tilting bucket with bottle on it until it falls off", "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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mBLsyTgDHJrotZtp7oWyKyYjjBIJwS7c/yxXK3Z2KUz824gj0xXzEruVz66cowi0hRLuuHZWPGOavQTyp86yMv0NZdqMlq0IQgdPMLCPOXKjnFS3rYVKzhdnT3cl3PHod4LiSP/R2RwX4dozxke4YflWnd+LruyvrV7F4mH2ZVlhdc4cMRjI9sVzt1JLfXccMZIt0TfHGf4c8ZPvWzb2Fz9lO2JhkLGmBye+RXoRpStoeRV9nze8jr9T+JsFliO20+a4kDhDlggz3xW/4f1O98QWa3rWVxbwE8BsAt9PauEj0uOW0Y6ipk+b5BnBU9zkda9t0ayS30m3iiXCJGAOPauhUqkHepscEnQnH91unY4vxvp+pat4cNrpttILgSK2FIQ4B9c15fqWmeKLKwW31GW7NvO6o8TyllHzAjP5V9HtCMcgVynje0R9BnkSPc0Y3gAc5HNRPD06l31sdOFxk6SVKytc8ZuNeu9P1y5niCkECPaeOBXP63rdzqrBZMIgOdik8n3rpPKivFLSWYd3lIJ5yOM1xlzAY7iUN/C5B9ua8y8rWPbk6d9tSvt4pgFaV1YiGFpFk3bQCRjFZrOVKgAc1KTbsHNHclRSSAM/gK6O4iu7jS4fsMLtpwTeyFgGYrn5vw/rWbp2myXYQBjG7chgeg9a25bmaWN9NtoEMrqETacAqOowfUA10fVqkI87Why1MVSqT9nF6oS6021t9F8+RIp2ESoJSd252PXI64q5pHhy78ViZTHFFsZWNygyGb0xR4e06QSXcslmy42wiGVSRuPOcHtjFeyeH9OttP06KGCFIlxkqoxyetbYaiqsnzbI58VWdKPu7s5nw98Ok02Im4n8x2cO2xdg46VneJLSdllhgkfyvNVZUJyHUnkGvV1AERHtXn2swGXTtVZSykI5DKcEYGeK9WnRg6c4pdDyPrFT2sZSfU8p1vSra2ijkghZS8hTaH6gDr+lZcOnTXUcjwICIztYMQpHHoa3rMnWZJIL6d7i3hj81CDhlOcc/5NNb7LokrW0rzuk4SUOVBKYONp9elfPtH0qqyRyc0LwzNFIpV1PKntQkEkkbyKjFI8biO2a1dShN3dT3ltE81u2P3iDlSBggit7w2IhpDuYkDPtU5X72Nw5rOfuq5cKnM7WOLC1KifhxTtZtTa6lJboMKWyn0PIrU0jTQ0cRaQb3f5lB5Ve9bUcO61uUmti40L3Wxpadp02paStus0duElIjZFJEpxyW9hmrGmrZRaW7b4JZYy8skW37zDIAAI5GBSpc/ZtQTSYnEUMyNDEXGTHkZyPbNWNJ0x7PWoxPJbvIkBe2IcBpc/L0PoPXnmrq0nSlys5aVVVo866mbptqdWBsZmiMQg+aZY/njC4wMfU4q9p9jDo2pzRTXkSTyRIYnClMKSc59G4rr9J8PXmo6zLLEYILRI1iuGMQJnf73HpjI598c1D4i+HmqTXFxd2U0FwJQAYZBtIwMDB//VVLD1JR5kiZYmlGXLJnN33izVra5vIEvPMt2OwQzruVl2gfKff61g6roEVpC9xFMQseCyuvTJ7V3Go6Pew6PLatp7TfZrYBAYgSGA+8D6g4rl3vbnVUXTpkhWSc5+0oCBuUZ5HY8dOMVlOEl8RvSnGN/Z2OV8po8MG6chgauy+INRMPlNKrYGAxXmtiy06ex1UtOIQjxsqyKw2yMCOMevXtWZ4gsxDLbERLE7xkvxtyeP161CutmbOpGStJG7Y2kUenK2oxLOVQyyGUFio6hRUGk3t55ttaRCBoZGKjaoJjU5Yj1H40aTLc3pnhvp2nskjy+GDbyenP4VPM1roWrRS21ozkwETBpCRHuIxg44PB68U0YMsvYWmiS2l5Cbi4RZjmA4G7AOWz7HHWr8gbxFbRtp+IxbSEyC4IwzMPxHf+X4Q/ZX8R29veW0i2SQloo1YkljxzkH8PwzV7RJ7OzWeyvb+JbxLpjMcHDAYxg4G7oP1qkIl0OOKwS4s7q5t7W7FzuliEmAF2jGOxz14rAuxMdTuW/wBIiknuiRIpO2QFgB6du4J9al1qObzb65ms5HgkdmSdAeV28HIyCMdMjpXdWyTQQxQsGISBByOB0yfyH61pThzzUUTOShFyZ2v2eDUtLKzRCa3lAEsfow71zp8P6VpYkksIJnvGBVZJjlYlPU81p2N3JZqrRNjjkHkGsLxdr9z/AGTcogSPchDFByfavc96N1fQ8SMYuV+p5LqVzFZ6jMWMs0U8hmRwANoBwB9MYrl9UljlnLxMCrsWCkcr65rfaeHUZIwziykhBw0jcMOmPr3rmb3b9tlCurjdjevRvcV8+97nut6D7IctXQW9nFFp8V5cTOqNKEMSrkuuecfgDWJYhQz7uVBwSPSusls7rUoLW409AsKxkJE7AE+vX2FRb3jfmtSSJrZIJ7lp7Xc4zh8rjaOoFdHf6zHY21vDbuFk8vYxHUZ6/pWNpsCx6NG6PFubdPLscHDf3cewFYUdwb2dMs3nSuAFI65P6cetehQrpLlkebXouT5keseJRptt4VsfK2rdOI1RVPLEkZNeoaZNAtqkb5AAAGK+e9UuZWENwzgiKSONVbnoR/ga9V0vxBFdWsbq+N2Tya7p8tVcsZXPMhTlSi242u2drKYsfI+4fSub8UFf7EuQXC7lIBJxUgvww4bNcr8QNQ8vwtOp3EOQhA681HsnCLk+g4PmqRS7nlmsSSWesS+XcPFmNMFTlTximR6fZ6lp1vLcRbppSRJKrYLEZ5/SrGmXMS6bcIUSZRNgeYMkA4/xrPvtUudPvZYbeGFbdMOqbfu5HOP1rxj3mZ09yESaOaD5RmMsp6gcfnWVbqv2lS6hlIxg1PdvHPHLc+fskc5aLnrVyTSx5F5OZ/KEXzJ8uc+316URlyzRVlKnJM2bOcKJw5yY7cGPHGMEf0qqt5HqXiy1lhjMSeXGjBiOWC4Y/QnNQy28T2b3Fnd+YyJ8se0hj2Ofz6VW0mB73VbeNo9rK+9wPQcn6dq9CpiYyp8qPPp4eUanMzQa/mm1Ke7gnkiuJJQiqM4ZcgKB+HY9e1e86dcKYEAOcDFeS6w8KW0V5HZQNeC4BtyEOcKcsTg8jg/pWtoHjKOcNFKPKkTqAcrj2/8Ar0sDOMZOL6jxtNzimuh60k4IxmuYO0WV67cgByfyNJa63HKhYODgZ61S1W6Nt4e1OVHCt5b7WJwATwOfxr10lGMmeM4vnS8zz3VZmsJrSW0gt1muo2Ey7APNHBA+vJ6c1mzLNr8r3EXl2stuvlvGx+Vh17/yNW4El8QedHqczRyWgBR9ueCO46Hpx+NNtrYaXJcQXV5CWuo1NuxJG4DIwc9DyK+ZPpypYQT2sM9rMFjnMqyLGrj5lOORz04NOtpHh1i8Vi2H2MBnjp1qt4nWNLyCRmDKYyodGB5BqvoU7T2d6XyzRFHVicnHOR9Kzqq8GVSdpon8R26yNFcYJ42nA/Ef1qPQ547K9huvMzFsdAxOQpKkfzrYS4WKMT43CP5sDvx0qhYXUz3MdhcW0MpmclDtA2BjkkEdRz/StcDiPZra5OOo+007lU3guNcs5r47YLcbMovO0Enn860tadzqM9xPFKkTAC2lxjgDIwO+c5xweahi8MX8N/BbyKZoZ5AhmUhgv8R+hwDXVazcPBoU67gvmlbeEP8AdU5+9z05zz7Cta1T2krmNKHJGx6b4Ts/sXh2xt2yXWJd+TklsZOT9c10QjBWuW8O6j9psLcsfm2Atk9+9dUkqiHzG+6ASfoK9SUeWKseJUu5O5xPi2YXF39iQ4jiwXA7v/8AWrzfVrO00O/TUzHKz+cY3jVhghgfmGehHPtzXfbWvLppW5aRy5/PNcP4llk1jWbrS7RdtxZzCQPnAOBgjr15/LNPMYqNCK63N8uleq15GDrU1te2VsLRjOY5C0ibdrAEdcemaz9OSG9kmhuC88aIGQMcFDnBrS0qG4t/EDRTW7QSiFtw24DcgcDp37fpSapM1qkF5BDEZ5WZHO376nJ7fQYrxD2Rmm6vZaas1uttJLCszOsgf5n5wNwx9OR7VoXWi6pJdzajaFSZRvVBIFYIBwOeDjPOR+NYunQTXmo2thNCzANuyyfMqrzwRwfTt1rrNTmktdGurgKd0g8mPtx0OM/U/pQhF7QhajS7IwXVu6pFuO1h80hGSMfUn864+aUSrKLiFlnndmVxlS5Y8ZVuG6jpzipdPtbebVbOK3k3HzRvilXbIoAJ56bgMd89BzXa6zOJNE1FjFDuxsiOwDbISMEHsdzDn2poZpXE8trZzKrMUtrUrgHjJB/wH51ieEJpDYeSLrz4wh4LnKfKpAIbkfdaq8GvatLNDpeoOzLdMY3aRNrkY5IYZDH0PGOOK3tP0Sx0yd/Iu5CqhMI/3FcHK4JPAIJU9sPXRhpKNVNmOIi5UmkdEJQIh9K5HxRvu4Htoz88nyit9LhJbZZow/lnj5hhkI6qw7MOlc/qbtbxtqEiN5SMEUngFmIUH3xnNe5UtyN9DxqUvfS6nml7omoW7uZQnloVDTlxtXPryTVO50RrW3N29zBKFOSiEnIz1rudVtZGstQj8tuUHUe3/wBYVynh3SbTxFr/APZlxezWqPDJJGFj3FnVCQvoOhyfavnW+h7rVjM0mGadn8sqkZdUdmIwoYkc5/Gu3vn/ALO0qWSIqMKIYQG6Z4z/AJ9K4PTsNvhkfYjEMMjgsM4z+ZrsfD8X+jXElwolBkEcaM3y5Hcfif51BS2K+i26SarB5G7ZGN7o3YDgfUZrX1eNIhaXFrbxLdtKXjIjyQgBzx36j86qte2ek61cRW9mDG8SrMdxznk8fgRV26trnxDFb6jYRhYolZQvIOc9QfyxTQEEMMniSKW2kaK2FuwkLjufQjt60tqLzRbtrW5v4vnjDW2WODyefbtWnoOn3Zsrvz4mW5kn8plbG4KABk49ieao6+IpPEDwzhl8uBQCMHbkknI7j/CrjKUdUwcU1ZmzDr17b3cEW0zRSEgyoeFI9afrWvfboBHC4bYcnoeccVj6JGItNu3VUlXzmAwSVbgAfzFVL2RNF1lo7ezjNpIiySxnruyR17dBXTPFylScH1OZYWKqc6I9Uu5rHWitpBF5RiV5I/LGCwJGf0H5Vnzxf8JAtxdKUhmhXZt4AbjOfb0rRuYH8RXP2uwQpJCvluhBBz1BB9P61mtHfWMF95yPFKwTa3A3DkHB79RXEdJhT6RPEypPLFEXXcgLZ3Vdv3YQp0aMMC6t0b61reKdKsIvDlpqtnqd7cAXJtQbmFY1nIQM7xDrtU4U7vUe4GTazLcQqxAIPBBrKtJpqRrRSacS94diRHuL9VLKAIoxIMnJ6j37CrmoakdO1aKSCCAukRW4kKY3biCBnt0z+NUdK1y3s0FvPap5KSsUMeeMk8Hvnnikv476xvbm8kiPlSOcnBZCo6BvTjuOma2voZGzPDdeJbKC5soFiW0Zl2fdJOOoOeO479PSm6VpNzPb389zbyJdb1hGVw3QYJx1+8OfatHR7c22l2Nsq7Sw89wO2eQPzKj8Kwrq/vF1i81O1mkCeaYyUYnAUAfMPTjqOlA0WLm8l0jUpLMOyhoBt7ZbP+FaNlrD6/ok2nXbPAUOJnA5woz/AEFQLox8R6bFqc10kd1KoTBJZW5+UYPB68n1FP0LSZLSK9spZIje+dgxrJk7SFwfpjNbrEVFHlT0MZUKcpczWpBaWkWjXF1YT3kZkuo1a3JBAIwwweykE9OlUPFaIl5Z7yHjZHUFGHXPbsfpU/ipVGtxxz5RTBgP1C/Nk5Hccj6VBokEc89xa3oM8QVWjO/cME4+Unse/wBB6VgbGfpKJLc3EExE8TRggHI2846djzTrO1jsbeTyS5E2NwY5xgmtDw5p+lXHi1bO6vbqztrlvKjkWaJBEM5yzScYwDx1JwBWdf8AmaZeanakzK1pK8ax3IAdcMeGA4z64OPSs6ivGyHBpS1J7WZSssIOQjFfwq54ds3W8uX4cwDEEQYE/N3x1AwAPbmudt82V3GwYvFMoBfOQW781dumuLa5F1F8pCDDL1x7juP5VnTXJOxrOXPTTNvXWc3NrpqSlJI8zHJK736AZ7Hkmrdilz4i06ePULwxJayAIXB6gc7uoPbjp+dJP4cfU4Ipxcp/aMsah0kyFfAHXsB09wT1zWjoVpJ/Ylkq/vWkYyzsrb/mz91iO+Qo/A10HOifw1qNzoN02l32xTHjyysmdyNnBx26EV6TJqQfRp2Df8syB+PH9a8G1dnvtbvLm2c+dbsqKq8PtAGGHqOuRXZ+FfEE2paJIk4AfbjjocMK9XBV1O1OW62PMxuHa/eROw0yMfNI33RxXm1rFdv4o1C7uI8CZGlhcYIdDJng98Dt2zXf6jcmw8OTsoPmtHsQD+83H9f0rzTxLuS702COTy5Y1cxnODkbVAB7H5aM0qe8oE5XT0lP5Ca5c3UFlp3kTPFL5mQd2Oq5I/HNY1xfT6wqabNGscyncrBccjtj3p+oajd6rbG0uz+9hIcOcAntgj9e/T3q5rvhPVPDOlaDqN7JOLi7aXfEYz/owAQopb+8wbOO31zjyT1WL4gvLmFrQxTurRRSSBgeWPA59Rirei3MniBZINRPmxLFHKFPI3Ftvf2JoooBGtoOkW0HiyJEMvliCbCF8hcbRx6cE1o+M4I7Pwe7ou4s4Lb+Qec8/nRRVdAMTT2kTxBo1sZpHhkzNsc7tpC8YJ5xz3Jre11ynhzVXHUD/wCIoopoZY0i7lvH/eMVkCKfMjZlZhjocHkfWqd9dS3jX0MrZjWFgF69Q2Tz34oor0Kkn9XRw04r270POptb1CzghRbl5FePfiU7sHH6/jmqGl6jPo93/a1oEW4id1QMuVAZSp4+jGiivNO1kEEY+zu4JBVARjv1rv8ASbdEsLBFB2iAPj3OP8T+dFFJB0MC3kN1e3UM4V1aRnyRyD7Guv0b5NH0tFJAKbz9cE/z/lRRQijnrq7ni1vVLiOVlkWcjg8MAAAD+VdHpen2+s6BFf3ik3LR8uvB4JA/IcUUU+oFnQ7GKLR5IgzsPtxXLHnBKn+lYHiZ2tteV0OcwqrK3II46j8TRRQwQ/RUENzeCPKgojYzwCfT8qzPFh/4lWntzlW45/2RRRSQmZXiDxfL4itYLefSNMtvIjVIpLVJFKIoOEALlQOcnA5PNZulEi4kjz8uelFFZ1fhKo/GjRhtom1aFduP9IVeO4xnFdpPdTLY6g2/IjtjtU8gZQnpRRWkNiZblLwxrN5d29vFcMkm5jCXZRu2jgc1ydvdTJBd3aNtlQCTIHDbjyCOhH6+9FFAHoOkKI9N0hV6eWGx77Sf5muS1eRx4q1RkYo8KB1ZeDwAMH1FFFNjY+yxrOlG6u1Bnjn8lHXgqu3dx+JP51H4YP8AxMtRTj5VUZxjOGoopCIDrraM0yHTdOv4ppFYx3sHmBWXOCCCCOpyM4PcGsDVdSu9U1G5vLyYyT3UhmlbGNzHnoOg9qKKCXuNsHZphGTlME498Zrqo41u7nTmlzlrkRnHGVxnH50UVlL40bQ+BnWeayQX04Pzxw5U+nyFv5/yritP1G50pLaS1fb5gkLqc7SU6HHqe/Y0UVqZFnV7ZbLVwsLyZkMsm4tkqwGcg9vTHTArofD6iHTrSVPvSWylvcu5yaKK6sH/ABkY4j+Ex3jPWL62vLBIZiixIsoC/wATM23n8OlYPiKeW6gguJnLPGr/APAsFcA/99Giinjn/tEiMErUImNJK5vpYmYt5SYDn7xHB5Pep9U8RarqOiLp13ezzQW0skqeZKzEsxXqSecbePTJ9aKK5DpZ/9k=", 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mBLsyTgDHJrotZtp7oWyKyYjjBIJwS7c/yxXK3Z2KUz824gj0xXzEruVz66cowi0hRLuuHZWPGOavQTyp86yMv0NZdqMlq0IQgdPMLCPOXKjnFS3rYVKzhdnT3cl3PHod4LiSP/R2RwX4dozxke4YflWnd+LruyvrV7F4mH2ZVlhdc4cMRjI9sVzt1JLfXccMZIt0TfHGf4c8ZPvWzb2Fz9lO2JhkLGmBye+RXoRpStoeRV9nze8jr9T+JsFliO20+a4kDhDlggz3xW/4f1O98QWa3rWVxbwE8BsAt9PauEj0uOW0Y6ipk+b5BnBU9zkda9t0ayS30m3iiXCJGAOPauhUqkHepscEnQnH91unY4vxvp+pat4cNrpttILgSK2FIQ4B9c15fqWmeKLKwW31GW7NvO6o8TyllHzAjP5V9HtCMcgVynje0R9BnkSPc0Y3gAc5HNRPD06l31sdOFxk6SVKytc8ZuNeu9P1y5niCkECPaeOBXP63rdzqrBZMIgOdik8n3rpPKivFLSWYd3lIJ5yOM1xlzAY7iUN/C5B9ua8y8rWPbk6d9tSvt4pgFaV1YiGFpFk3bQCRjFZrOVKgAc1KTbsHNHclRSSAM/gK6O4iu7jS4fsMLtpwTeyFgGYrn5vw/rWbp2myXYQBjG7chgeg9a25bmaWN9NtoEMrqETacAqOowfUA10fVqkI87Why1MVSqT9nF6oS6021t9F8+RIp2ESoJSd252PXI64q5pHhy78ViZTHFFsZWNygyGb0xR4e06QSXcslmy42wiGVSRuPOcHtjFeyeH9OttP06KGCFIlxkqoxyetbYaiqsnzbI58VWdKPu7s5nw98Ok02Im4n8x2cO2xdg46VneJLSdllhgkfyvNVZUJyHUnkGvV1AERHtXn2swGXTtVZSykI5DKcEYGeK9WnRg6c4pdDyPrFT2sZSfU8p1vSra2ijkghZS8hTaH6gDr+lZcOnTXUcjwICIztYMQpHHoa3rMnWZJIL6d7i3hj81CDhlOcc/5NNb7LokrW0rzuk4SUOVBKYONp9elfPtH0qqyRyc0LwzNFIpV1PKntQkEkkbyKjFI8biO2a1dShN3dT3ltE81u2P3iDlSBggit7w2IhpDuYkDPtU5X72Nw5rOfuq5cKnM7WOLC1KifhxTtZtTa6lJboMKWyn0PIrU0jTQ0cRaQb3f5lB5Ve9bUcO61uUmti40L3Wxpadp02paStus0duElIjZFJEpxyW9hmrGmrZRaW7b4JZYy8skW37zDIAAI5GBSpc/ZtQTSYnEUMyNDEXGTHkZyPbNWNJ0x7PWoxPJbvIkBe2IcBpc/L0PoPXnmrq0nSlys5aVVVo866mbptqdWBsZmiMQg+aZY/njC4wMfU4q9p9jDo2pzRTXkSTyRIYnClMKSc59G4rr9J8PXmo6zLLEYILRI1iuGMQJnf73HpjI598c1D4i+HmqTXFxd2U0FwJQAYZBtIwMDB//VVLD1JR5kiZYmlGXLJnN33izVra5vIEvPMt2OwQzruVl2gfKff61g6roEVpC9xFMQseCyuvTJ7V3Go6Pew6PLatp7TfZrYBAYgSGA+8D6g4rl3vbnVUXTpkhWSc5+0oCBuUZ5HY8dOMVlOEl8RvSnGN/Z2OV8po8MG6chgauy+INRMPlNKrYGAxXmtiy06ex1UtOIQjxsqyKw2yMCOMevXtWZ4gsxDLbERLE7xkvxtyeP161CutmbOpGStJG7Y2kUenK2oxLOVQyyGUFio6hRUGk3t55ttaRCBoZGKjaoJjU5Yj1H40aTLc3pnhvp2nskjy+GDbyenP4VPM1roWrRS21ozkwETBpCRHuIxg44PB68U0YMsvYWmiS2l5Cbi4RZjmA4G7AOWz7HHWr8gbxFbRtp+IxbSEyC4IwzMPxHf+X4Q/ZX8R29veW0i2SQloo1YkljxzkH8PwzV7RJ7OzWeyvb+JbxLpjMcHDAYxg4G7oP1qkIl0OOKwS4s7q5t7W7FzuliEmAF2jGOxz14rAuxMdTuW/wBIiknuiRIpO2QFgB6du4J9al1qObzb65ms5HgkdmSdAeV28HIyCMdMjpXdWyTQQxQsGISBByOB0yfyH61pThzzUUTOShFyZ2v2eDUtLKzRCa3lAEsfow71zp8P6VpYkksIJnvGBVZJjlYlPU81p2N3JZqrRNjjkHkGsLxdr9z/AGTcogSPchDFByfavc96N1fQ8SMYuV+p5LqVzFZ6jMWMs0U8hmRwANoBwB9MYrl9UljlnLxMCrsWCkcr65rfaeHUZIwziykhBw0jcMOmPr3rmb3b9tlCurjdjevRvcV8+97nut6D7IctXQW9nFFp8V5cTOqNKEMSrkuuecfgDWJYhQz7uVBwSPSusls7rUoLW409AsKxkJE7AE+vX2FRb3jfmtSSJrZIJ7lp7Xc4zh8rjaOoFdHf6zHY21vDbuFk8vYxHUZ6/pWNpsCx6NG6PFubdPLscHDf3cewFYUdwb2dMs3nSuAFI65P6cetehQrpLlkebXouT5keseJRptt4VsfK2rdOI1RVPLEkZNeoaZNAtqkb5AAAGK+e9UuZWENwzgiKSONVbnoR/ga9V0vxBFdWsbq+N2Tya7p8tVcsZXPMhTlSi242u2drKYsfI+4fSub8UFf7EuQXC7lIBJxUgvww4bNcr8QNQ8vwtOp3EOQhA681HsnCLk+g4PmqRS7nlmsSSWesS+XcPFmNMFTlTximR6fZ6lp1vLcRbppSRJKrYLEZ5/SrGmXMS6bcIUSZRNgeYMkA4/xrPvtUudPvZYbeGFbdMOqbfu5HOP1rxj3mZ09yESaOaD5RmMsp6gcfnWVbqv2lS6hlIxg1PdvHPHLc+fskc5aLnrVyTSx5F5OZ/KEXzJ8uc+316URlyzRVlKnJM2bOcKJw5yY7cGPHGMEf0qqt5HqXiy1lhjMSeXGjBiOWC4Y/QnNQy28T2b3Fnd+YyJ8se0hj2Ofz6VW0mB73VbeNo9rK+9wPQcn6dq9CpiYyp8qPPp4eUanMzQa/mm1Ke7gnkiuJJQiqM4ZcgKB+HY9e1e86dcKYEAOcDFeS6w8KW0V5HZQNeC4BtyEOcKcsTg8jg/pWtoHjKOcNFKPKkTqAcrj2/8Ar0sDOMZOL6jxtNzimuh60k4IxmuYO0WV67cgByfyNJa63HKhYODgZ61S1W6Nt4e1OVHCt5b7WJwATwOfxr10lGMmeM4vnS8zz3VZmsJrSW0gt1muo2Ey7APNHBA+vJ6c1mzLNr8r3EXl2stuvlvGx+Vh17/yNW4El8QedHqczRyWgBR9ueCO46Hpx+NNtrYaXJcQXV5CWuo1NuxJG4DIwc9DyK+ZPpypYQT2sM9rMFjnMqyLGrj5lOORz04NOtpHh1i8Vi2H2MBnjp1qt4nWNLyCRmDKYyodGB5BqvoU7T2d6XyzRFHVicnHOR9Kzqq8GVSdpon8R26yNFcYJ42nA/Ef1qPQ547K9huvMzFsdAxOQpKkfzrYS4WKMT43CP5sDvx0qhYXUz3MdhcW0MpmclDtA2BjkkEdRz/StcDiPZra5OOo+007lU3guNcs5r47YLcbMovO0Enn860tadzqM9xPFKkTAC2lxjgDIwO+c5xweahi8MX8N/BbyKZoZ5AhmUhgv8R+hwDXVazcPBoU67gvmlbeEP8AdU5+9z05zz7Cta1T2krmNKHJGx6b4Ts/sXh2xt2yXWJd+TklsZOT9c10QjBWuW8O6j9psLcsfm2Atk9+9dUkqiHzG+6ASfoK9SUeWKseJUu5O5xPi2YXF39iQ4jiwXA7v/8AWrzfVrO00O/TUzHKz+cY3jVhghgfmGehHPtzXfbWvLppW5aRy5/PNcP4llk1jWbrS7RdtxZzCQPnAOBgjr15/LNPMYqNCK63N8uleq15GDrU1te2VsLRjOY5C0ibdrAEdcemaz9OSG9kmhuC88aIGQMcFDnBrS0qG4t/EDRTW7QSiFtw24DcgcDp37fpSapM1qkF5BDEZ5WZHO376nJ7fQYrxD2Rmm6vZaas1uttJLCszOsgf5n5wNwx9OR7VoXWi6pJdzajaFSZRvVBIFYIBwOeDjPOR+NYunQTXmo2thNCzANuyyfMqrzwRwfTt1rrNTmktdGurgKd0g8mPtx0OM/U/pQhF7QhajS7IwXVu6pFuO1h80hGSMfUn864+aUSrKLiFlnndmVxlS5Y8ZVuG6jpzipdPtbebVbOK3k3HzRvilXbIoAJ56bgMd89BzXa6zOJNE1FjFDuxsiOwDbISMEHsdzDn2poZpXE8trZzKrMUtrUrgHjJB/wH51ieEJpDYeSLrz4wh4LnKfKpAIbkfdaq8GvatLNDpeoOzLdMY3aRNrkY5IYZDH0PGOOK3tP0Sx0yd/Iu5CqhMI/3FcHK4JPAIJU9sPXRhpKNVNmOIi5UmkdEJQIh9K5HxRvu4Htoz88nyit9LhJbZZow/lnj5hhkI6qw7MOlc/qbtbxtqEiN5SMEUngFmIUH3xnNe5UtyN9DxqUvfS6nml7omoW7uZQnloVDTlxtXPryTVO50RrW3N29zBKFOSiEnIz1rudVtZGstQj8tuUHUe3/wBYVynh3SbTxFr/APZlxezWqPDJJGFj3FnVCQvoOhyfavnW+h7rVjM0mGadn8sqkZdUdmIwoYkc5/Gu3vn/ALO0qWSIqMKIYQG6Z4z/AJ9K4PTsNvhkfYjEMMjgsM4z+ZrsfD8X+jXElwolBkEcaM3y5Hcfif51BS2K+i26SarB5G7ZGN7o3YDgfUZrX1eNIhaXFrbxLdtKXjIjyQgBzx36j86qte2ek61cRW9mDG8SrMdxznk8fgRV26trnxDFb6jYRhYolZQvIOc9QfyxTQEEMMniSKW2kaK2FuwkLjufQjt60tqLzRbtrW5v4vnjDW2WODyefbtWnoOn3Zsrvz4mW5kn8plbG4KABk49ieao6+IpPEDwzhl8uBQCMHbkknI7j/CrjKUdUwcU1ZmzDr17b3cEW0zRSEgyoeFI9afrWvfboBHC4bYcnoeccVj6JGItNu3VUlXzmAwSVbgAfzFVL2RNF1lo7ezjNpIiySxnruyR17dBXTPFylScH1OZYWKqc6I9Uu5rHWitpBF5RiV5I/LGCwJGf0H5Vnzxf8JAtxdKUhmhXZt4AbjOfb0rRuYH8RXP2uwQpJCvluhBBz1BB9P61mtHfWMF95yPFKwTa3A3DkHB79RXEdJhT6RPEypPLFEXXcgLZ3Vdv3YQp0aMMC6t0b61reKdKsIvDlpqtnqd7cAXJtQbmFY1nIQM7xDrtU4U7vUe4GTazLcQqxAIPBBrKtJpqRrRSacS94diRHuL9VLKAIoxIMnJ6j37CrmoakdO1aKSCCAukRW4kKY3biCBnt0z+NUdK1y3s0FvPap5KSsUMeeMk8Hvnnikv476xvbm8kiPlSOcnBZCo6BvTjuOma2voZGzPDdeJbKC5soFiW0Zl2fdJOOoOeO479PSm6VpNzPb389zbyJdb1hGVw3QYJx1+8OfatHR7c22l2Nsq7Sw89wO2eQPzKj8Kwrq/vF1i81O1mkCeaYyUYnAUAfMPTjqOlA0WLm8l0jUpLMOyhoBt7ZbP+FaNlrD6/ok2nXbPAUOJnA5woz/AEFQLox8R6bFqc10kd1KoTBJZW5+UYPB68n1FP0LSZLSK9spZIje+dgxrJk7SFwfpjNbrEVFHlT0MZUKcpczWpBaWkWjXF1YT3kZkuo1a3JBAIwwweykE9OlUPFaIl5Z7yHjZHUFGHXPbsfpU/ipVGtxxz5RTBgP1C/Nk5Hccj6VBokEc89xa3oM8QVWjO/cME4+Unse/wBB6VgbGfpKJLc3EExE8TRggHI2846djzTrO1jsbeTyS5E2NwY5xgmtDw5p+lXHi1bO6vbqztrlvKjkWaJBEM5yzScYwDx1JwBWdf8AmaZeanakzK1pK8ax3IAdcMeGA4z64OPSs6ivGyHBpS1J7WZSssIOQjFfwq54ds3W8uX4cwDEEQYE/N3x1AwAPbmudt82V3GwYvFMoBfOQW781dumuLa5F1F8pCDDL1x7juP5VnTXJOxrOXPTTNvXWc3NrpqSlJI8zHJK736AZ7Hkmrdilz4i06ePULwxJayAIXB6gc7uoPbjp+dJP4cfU4Ipxcp/aMsah0kyFfAHXsB09wT1zWjoVpJ/Ylkq/vWkYyzsrb/mz91iO+Qo/A10HOifw1qNzoN02l32xTHjyysmdyNnBx26EV6TJqQfRp2Df8syB+PH9a8G1dnvtbvLm2c+dbsqKq8PtAGGHqOuRXZ+FfEE2paJIk4AfbjjocMK9XBV1O1OW62PMxuHa/eROw0yMfNI33RxXm1rFdv4o1C7uI8CZGlhcYIdDJng98Dt2zXf6jcmw8OTsoPmtHsQD+83H9f0rzTxLuS702COTy5Y1cxnODkbVAB7H5aM0qe8oE5XT0lP5Ca5c3UFlp3kTPFL5mQd2Oq5I/HNY1xfT6wqabNGscyncrBccjtj3p+oajd6rbG0uz+9hIcOcAntgj9e/T3q5rvhPVPDOlaDqN7JOLi7aXfEYz/owAQopb+8wbOO31zjyT1WL4gvLmFrQxTurRRSSBgeWPA59Rirei3MniBZINRPmxLFHKFPI3Ftvf2JoooBGtoOkW0HiyJEMvliCbCF8hcbRx6cE1o+M4I7Pwe7ou4s4Lb+Qec8/nRRVdAMTT2kTxBo1sZpHhkzNsc7tpC8YJ5xz3Jre11ynhzVXHUD/wCIoopoZY0i7lvH/eMVkCKfMjZlZhjocHkfWqd9dS3jX0MrZjWFgF69Q2Tz34oor0Kkn9XRw04r270POptb1CzghRbl5FePfiU7sHH6/jmqGl6jPo93/a1oEW4id1QMuVAZSp4+jGiivNO1kEEY+zu4JBVARjv1rv8ASbdEsLBFB2iAPj3OP8T+dFFJB0MC3kN1e3UM4V1aRnyRyD7Guv0b5NH0tFJAKbz9cE/z/lRRQijnrq7ni1vVLiOVlkWcjg8MAAAD+VdHpen2+s6BFf3ik3LR8uvB4JA/IcUUU+oFnQ7GKLR5IgzsPtxXLHnBKn+lYHiZ2tteV0OcwqrK3II46j8TRRQwQ/RUENzeCPKgojYzwCfT8qzPFh/4lWntzlW45/2RRRSQmZXiDxfL4itYLefSNMtvIjVIpLVJFKIoOEALlQOcnA5PNZulEi4kjz8uelFFZ1fhKo/GjRhtom1aFduP9IVeO4xnFdpPdTLY6g2/IjtjtU8gZQnpRRWkNiZblLwxrN5d29vFcMkm5jCXZRu2jgc1ydvdTJBd3aNtlQCTIHDbjyCOhH6+9FFAHoOkKI9N0hV6eWGx77Sf5muS1eRx4q1RkYo8KB1ZeDwAMH1FFFNjY+yxrOlG6u1Bnjn8lHXgqu3dx+JP51H4YP8AxMtRTj5VUZxjOGoopCIDrraM0yHTdOv4ppFYx3sHmBWXOCCCCOpyM4PcGsDVdSu9U1G5vLyYyT3UhmlbGNzHnoOg9qKKCXuNsHZphGTlME498Zrqo41u7nTmlzlrkRnHGVxnH50UVlL40bQ+BnWeayQX04Pzxw5U+nyFv5/yritP1G50pLaS1fb5gkLqc7SU6HHqe/Y0UVqZFnV7ZbLVwsLyZkMsm4tkqwGcg9vTHTArofD6iHTrSVPvSWylvcu5yaKK6sH/ABkY4j+Ex3jPWL62vLBIZiixIsoC/wATM23n8OlYPiKeW6gguJnLPGr/APAsFcA/99Giinjn/tEiMErUImNJK5vpYmYt5SYDn7xHB5Pep9U8RarqOiLp13ezzQW0skqeZKzEsxXqSecbePTJ9aKK5DpZ/9k=", 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", "info": {"video_id": "64143", "label": "tilting bucket with bottle on it until it falls off", "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": "ca4a4528d686ad748ba49dad3d7f212325e46629bf158dd96ce45a975ed8fcca"} +{"episode": 39023, "episode_seed": 710403296, "split": "train", "timestamp": "2025-10-13T03:14:33.691144", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 710403296, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 container roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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PGtnMqk2kIadoyNxDqQQB7Zx+FavxNaz08yfZWZp7hdu4uWILtvkPP+6igdhxXPWusz2Wt2tzBcvYqr4MiDOAeOR3HqKx/E2tzeIfEcskvlBnfGISdhPALDPrjNbQrPl03ZlGjGVRX2R1uiXVm3gVTqVy0c+JCshOSFDAAkd/vmrulLdWusadKzCWwAhJmjbKsI2Qk/hz+BrzLWtZludQu9Pt1X7LvEcagY27QBx9dvNXbC+m0dbaN9QlVEkBManKkHqCO4xxWzquK5SJ4aM7yWh73rOlwvPFPBAEh1L97csgxyMEr+PH61u2M/mW1tCpwVO3K9ccce3Ws6xe11rw/wD2eJ3aSQtPEYmwZFHI57AggVe0WIWlikcUQTDHr07dfXpXJOPLIad4nGRLmrKAAiq6nFSq1fNwsjrRo2x+cV22nqTp8ZXgkVwdtJhhzXX2GqQQaeBKxyvYCvYwU0ZVEzifiHaPewCEHDBuwLfyrwDXIZRqb2yDIyVU9M46mvaPHXiv7PKRAiv5hONxPFeJb719Tjkkj8w8qBnGc967dN0VTS6lU2zrpDzleFuPLOR325qu9ztg+Xgjilm1KX7PPaceVLIJAO6sMjj6iqgOTt68ZraKutRSetkXtKupbC+gu0PzI4Y+47j8RkV9L6Hr0dtocunGATyRznbubapU4wc9v/1V8vq5wFB5Jr2vTdQMNtpV+Nuya1jkUqM/MPlPXuCuKG7as56l+hm/Hy1aCPw+xy283BDHHIxH+vNeTaWqlnz7V678br5NT07wzKAf+XnJOMnPl+leO2pMczKD6fzrKqvdcUOl0bOjtoUT5gKvCdSMAjj3rHSViB82R0p1q+HbnqBXm1KPVs74T6Gl5nzV758K9o+H85X7zzyZ/ICvnoPyOa9y+EN9EvhG/hmkCKLkEbj2IGaKCUan3jrawOK+OcAl1DRHQZJeWIEdwShH9a8emHkXsqMOVYg/nXsnxwmT7JpzwkArcvsKnoAo/wABXitxO1zO8zABnO446Zr0aLvE5p6CO5kcDsK9H+F+sHTrpJpctHa3MZKjrsbOfyIB/GvNgcHNdV4HdpNRvLZdu+W2dkB7snz4HvgGtWjGWx76Jhrt5PPFb+WA4ZgrD98D1OM8H+nNY+ncWUI6jH9Ki8Ca7Gk32N8kHnAC85GOSeTxVfw3d/atNHPKHbj6V5ePSvGS63/Qqk3qmdXpBHmuuQCynGfWu10ZW+wnPXaAa4KybY4f0Ndzos4eynfoqjP6Vtg5LlsE0eD+MrAza5LKA2PNkU7SOxz36darPp6T2EE4x5sURjcGT06Hp6fyrX8QTCe71KSJQViusjnswx/MVy0mpSIpiXYGGc89jWz3KijnPE10t/rN0YYQi+SigDozjaGb8SDWA1u66bHOw+UzMn4gA1bd7qS+8ySIk8iqsuoytp/2BgpiExmQ45UkYIz6Hj8q0hcudkiJpf3YC8dquaBqEul61a3cTlCsgDEHHynhv0JrNzSqTkY65rS1jNu59Y6bfWNx4atraaZlurW4aJfLXcQAcDj0PXNXoIXt4380N5hZlLEYBx6fnXnGl6oLWayun2iCeCG56kq2QCenXnIx6ivTri5jvYre5ifKum0jBAyPr9f0rjxySoSkun+ZlTb50mcD8VbtbfQ4kbB3qxAIyCa8DE0hSRA5CngivbfjHG76dbMM7UBz+Yrw8D5m+tTgv4S+Z0Pc7fwxqg/s6W28veFj+8RnYx4zW/Z2zXiDgAZwWJxVXw/oVtbaHFcQyZa5YNIsi5K7R27EHOa2opYtNb7R1Ze7HJPtWk0uazHJORheIdPk0+0eQFXycKFOfqa46KKSXUbXaCBIyKrep4rrfGXiGfVGjFvAViCspG7PJPWuTe+ls7exlSMpNCdyluhKmrirP3TSEUokCFYbqQOoDBiD9ahmneecDPC0y4uRc3U1wq7A7Fgueme1CYDbh0PPNdDXUiTuezfCbXGgS3e5c+XbzfZmPX5CpZfwBzXrUMo1O4keCGWOISfMP74P8S+lfPnw6mZo9XhAyyxLcLz0CttJx3wHz+Fe2+CtUimDWZPzkk/KnOSOpaosnozlndO6OfVqXfUG+nKc18c6nQ7oouwOQwq7Lc7YSM9qz4agvrny1OWxXoYNtjnY4LXybvVHDnKr0qhaWccuoIp4CI8nHsprQvnWW8kfepyexqtZ7orqe4YgRrEUwCCW3EDAH6/hX0UI2ic3NqebalZNYajJbliwTkMe4qpvIbNdh4k+y3UqPFG73IUow29Vx1/A1yq6feOMrbyEey1cHdEy0GwsWkya9U8Jvcat4bW0yD9gmLJn+FHHT/vpf1rzKHTr3PFu2M9+K9I8DwapYm6ljt+WiwELDDHB4q4xu9TGpLTQyfiIJ7aHS1mbI/e7RnOD8uf6Vw1sSzu5612fxImvpjppvbR7Y/vMBuQT8ucGuIgfYxz3rOrFK9goy0VzaEg8vIx0zTYJMTEexqgk2B16cYoE211Oa5JQvodUZWZsiT3r0r4cagP7N1CzJ53pKPpjB/pXk4nBHWuw+H+px2+ueVK2FnjMYOe/auWcHFXR0qV1Y1vi0vm6LY/N80czHHqNoB/nXkPQV698Rrq3+1WtmxLLHCTIcddx/wABXlE0LNIBFGxUcKcdRmuzC3UEmctXe5XzWt4ev5NM1m1vYjhopAxPtnkflms77JcAgGFx9RVuzsboyELCSfrXVYwctD0kafd2d0fKOz5iVIPQdq0fA94jLNAThshh7jvWfNcausEKLZNMixAb1ILA89q5TS9VksrtJkcqwOa4sfSTiuUqhLe57tD8qMp79K6G01aKx0O4VuMqfmP0rjtI1m0vraBzKuZFzjPQ9xWJ438SxNpn9mWL5uJXCbVPOM1x4ZtSsjZ2MBdVx/aJ2+YtwrBeehzkH8KwFtnZiXzk9Sa14baKLYHYZXqSeDSXJQ5KtGR7EV6KQroyo7ESvcfNjy7d2z7n5R/OuHu4GtbuSFuShxn1HavQbSUwLdzSECOTbGF4y3OePbj+Vct4gjt3nEkJLSdGGDyOxq07OxMtUYVKp+YUvky43eW+PXFPjtpnxtiY/hWtjO56X4elutY8NWqrhjpztF1xiM4ZR+e7869M8GXF7NBLDcljHGV8sE5xnOf5CvKfBbajYQXskVrI+V/1eB8/y9P0Fel/D+9ubuS+NzaTWxQIdsikcndn69K5sfBfVpPrp+aIpy/eJEnjyKK+jSyk6SKfyyK8B1Cwm0y+ktp1IK9D/eHrXrXjLXG/4TKO2QFkijwxHYk1zHiJoLk2EgQPMrnP0rDBaUE2dL3NnSZZP7Gs4c7QkfPrk1W1FWkmWMZIHUnk5p+mNK9t5hX5V4z6mtCVAUyduTj6itlF3uynIxTZqsZLc+tYni3Snh02xuY2BVYcunpuYnP8q6e5VjAQqkk8YFO1j7LJZGzvXACwrE5AzghR0x6Vq1y6iTueUA7Ux3p3nNgCpru3YSqsMbMAuMgH5sd6hS0ujIMW8hPptrZaq5MnY63wNqR0zxDbSgApLmCUHujjaR+tem2cGpadcjySySqTgg85ryPR7S989StrLkMuOPQ17BdatfRmMSafcPiNSZkTcGPvjvThBPc5qs7PQtipENRipIxk18DFXZ6SZbjIVMmuO8VaoYFKh8E8V0t1ciJCM9q8t8U3puNS2g5AFe/gYamVSWhntdy5J800kV7IGcs5JC5FUmYngUIpJOO4r3U7o5k7Dbm9iYtKqZk96lsrlHXLQLknGC2AapfZzkgkZzU0cLF8DH5VSFI3LaWNZwn2Mbif4HP9a9G0OJYtOUhShbqM9K8ssPMe4UEk4rrtEkub/X30ttWuLSLbIYhGm7LKhYL7Dg8n096pOxi1d2KPxhXbDofOc+f/AOyV5Zkg8V1HizU7zUobA3dzJNsDlQ5+7nbmuXrOTuXFWVhcmnK+ByufxpNtG3mouaok87gYX9avabPOL2E2wYS7xsIPfPFUlTiun8GWSzazE7jIT5qynZo0TaLHiWK9gljk1OUyyTKCW9/Sua89fOCCPK545ruvHYEyxHP3WNcKYscg1dJ6ETepeR025EKsB6sa3dACXF5H+4KgHrurmFDIBg9a1rKaa2tWmidkcEYINapmLPTrcAyYzjArxSO6YS88nNel6iVtNEh1PTda1CUNcm2zcRLGtwQm5niA52qSFO71HuB5xH5KOCVyc1E7Pccbo6zTr0waTGUZlfORz3rDuJ5pNSM7OxctnOa07BPtEQUJgUy/0wwjf71j7t9EWpPqQy3MzMCzg/UdKi+0SKOGHT0qNz0qJz8pwDmtOZlEv211QsWztIyPaqNxcxb2mQlmJxgGkCllf3qAQnbjjrVxXUTkX7S4VwCEcE8bQ5Gfxq/byQCbY1tLuJ6B92axVjYnHBA5GO1XLR5HnX5jV3M2er6FEsWmxsoKlvXtXc6EdltOxPOB/WvKvDky3mvx6Ve6ndWlvI2xJIpo41j7ksX4xjPHUnArsfB91dx3PiC1vJbki0kCKtzgOgBcc44zwM44rkzCVsPJf1uOkveTPPdfvg/iDUbpeplIB+nFcrc3dxNNuMhwCcYNbeoajE0s7JbozF2OW781z0shklLYAz2A4q6UOWCRaldnWWWoTJYxqshGRn6Gk+2TA58wc+1ZVs5+zqM9Kk3HGcVak1oh6XL76hOP+Wgx7Cm3t9G6CGVyQQMH1qgxZvxqO6hdihOAAOtVvqNMWO9j+0CII5UHCsGOcVrrJCUDtBK6j+Lzj/KsJYSuSMZPerkfmwgAHAb0qrkvXc7rwwkNzdoyxSqB3Y9a9CsxumGG4HavJra6ubLSHuIJnilDqAynkAmt7U18SaBpOm31zqV4k14X8yIrgQ42lQTj7xDZx2/Oq5rIw5bnRCrMQAFFFfC0fiPSOa1ieRTJg15tdSNLcys5yc0UV9FgTCoV5Oo+lNHQ0UV60TnYijkfWpwxGCOtFFUORoaUB5341a/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", "info": {"video_id": "161162", "label": "letting container roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "161162", "label": "letting container roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "39c2ba297c67beace21515c50460f1edf01b01ea28ed3a24ad52434290650f24"} +{"episode": 39024, "episode_seed": 1496414445, "split": "train", "timestamp": "2025-10-13T03:14:34.564960", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1496414445, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "50602", "label": "putting pens", "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": "50602", "label": "putting pens", "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": "85e4d3fedb6295e175fea147896ee35d83a3dda498b8282fa8f8e10c6363c623"} +{"episode": 39025, "episode_seed": 2332316618, "split": "train", "timestamp": "2025-10-13T03:14:35.748998", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2332316618, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing paper 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', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "75357", "label": "pushing paper from left to right", "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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zMiDaqfjnb9Oc/jUOdnY0p01LfS251MeunWpH/cLCkOMDfuJz69u1LDPDOpMUqOAcEq2cGudhuGhsLyIIInkgZ4wOOB1/nVXQ2ayvrYiTMd0Njr6HqKpO45RS2IpI21C6mumtXlaCRjOP7y5wFH0H8q6bRGlbSYDMGDc4DdduTj9KugAdAB3pasx0MPxJdzhYbGH/AJeAd59QO1UhJLZaU1tM54crEGGDtH/16u+IPknsJioKLIQSVzgkDFY+qu1xqU8pP7tCEQfgD/Wk9jSL2RRIJOansplt7kOxqHcKhbl6yW5vJaHd2M/naTqbJI0Y8ncHViCGAJzn8qTRvEBj029t9SkeQJHmMscu2eNue5yRj/61YUV9I1kNOgUkzY8wjrj+6Pc0t3ZmG/eKcqrx/f2nOPWm5NGMYJy5S3c+JdV1FGgEgSNhtZYFxx7uf6Vp6fqtrqJdYGbMfVWGDj1HtXPoXysxxHCnKqOM1DpYW1udPuYwQJX8qQ5+9n/DinGWuppOMeVOKLkOj6hIZXkdIpInZrdsAlmLZJPt/jW7pNq9lpsUErBpBksR0yTmrRGKUHitDnZz/iSF57uwjO4xMWBC+vH9KbcXy+H3e1twjySN5jkjAHYDA71f1uxlu4oJYAGkgfdtP8QPXHvUWnW9ve3d7dzRB5GKoVkTBUbRkYPvmgG9EivqMSaube5khYQxReZw3Lg4JGMdAcfXmq2o29tayZgi2ySqDJtPUegHuf5Ve1CVIY0tLfjyl27w+CvsfXisu4mFxcwEjcPLAI9SO350yWzMv0eOcCT7xGSB2qs3OKkvnzeOuchDsB9cVDnNZS3NobGhY30llIkkYBPvU093e3QiSKZg8kjSHa2MkAAc/hVCFQ+QWCgAkk1bCmJ7WQgGNXCMD7/5NSm0bNKzZ0tkYtb0lBdxh2VsSKePmXv/AJ9a0BaQebFJ5Me+IYRtvKj0FZfh35ft6dhccD8K2u9aXOZjxxXNacYLU6uzoWSB3YK4GODn/CulFYesWMcKXN7G6IZU2Soyk+ZnjAx0J/pTFfQpaWdUOoRXE3mqLoMA7dOQSDjPbjH0rYs447e82iRWdt5l3Y3lhxk/UGp/7Rt/sXnIQWVQfLPDA+mD0rC/tKOO8WWW5DPypDMBhSOR1oFct2yi/viGkCBzkgDkjso9OKTV9RjvrqO0g+aC1VlJUZBbvj2AHWq0NwYtGu5o3+ZB8rKf4mwAfwBP50uhS21raXaOhM8lq7KeypnaB9Sf5VMuwbK5n7WkiAndhFECFX0yckD6nn8qvWupXp0n+z0UqjsI4h3IPAH61VQJ5gEn+riUu2emT/kVr6J5KXo1C6SRvL/1MKL0P949h7CogpSdonTOUI6vp+ZzkqkWU5XP+jXQYfRhz+oFVJiGlZgAAT0FTQM0dnqUMxAkXYpBPUqcVUJyKqSFBhJ8yYFEUWwZxg0ivhhmpi4JGKSeg2tTUS1jFk9yH2SMuwrs3eZngL65ropNQtksBIjbZgoPkucN6dO/4Vn6faW95bLFcJuTr1xg+o96p6hZPpt1tSbesi5WSVsuijr7Yya06HPJ21Gx6lGt0HacyPgqwJzwRyBVmKfZod1Ij5IIQEer4Gf++ePzrDJcweYN8NqThFU4aY/Xv7k9KbDNKEaKMuISwdok4UkdM55NS2kjSNNyeh1elz29rpV7bmLM0tsJDJngAsFVf61loUSQlxlIV4HXLGpbR3uF2p/HCqOc9NrEj+f6VNBZi0kZ5yHRfnyBj6/j/jVKjOaTitCHXjTk09/8v+CVfLY6hYPMTm4Z4ymOFUrjr3PNUrNmVrGJj80V7sx+VXNW1G3bVrOaN8W6XDNjb91RjtVPTB9t8RsYjmFJnmz7dv6U3CKtYqNRyV2dmTmkzxVO71C2stouJVQt90dc1PuJUEHINIzEnSOaJklUMh6g1xM8yPvEefK3/KGbLAdOa7Yk4PFczryIJw4QBjgEgcmh7Dj8RkdaQDnmpFHFRnhjWJ1vY0tMnktpJrqEKZ0KiPcMgEkDOPpmtHV5vtOp3GMZkl28+g4/pWPZB9zoo5fG0+hBBH6it02MUrF8kyA5PPHPUYrenSlUXu9Dkq1FTlZ9f+B/wRLSJp7lJ5I1a3Qjy0fOG9Cfb2rKhHlXUVsesd/gfTNa8uqESR2iw7hG7OCDg5Ix/OsvSUOpeI5LkIViRzKQex7D86p04xil1CFWVRuTOy3UBqxdW1tNNkWJE82UjJXdgKPetG3nW5to50ztkUMM1I2tLlndXMXSalYSy3D4DSsM3SOcKCeAVPp0xXSfiaivC8enXUiE71iYqcdDjrQiTk7+UOv2hp3KEn7pwZW9uOAPWs3z5Le4WUjDKQfLJPHpkmtvyBFYz6jPAyLEFitUlGOT3x/npWCyq0bM2Wk3c5P6miTsVThdWZE0hlkeQ4BZixx70A803qc9PalqGWizAMtt7GtGcgaVcH+5LGQfzrPt/vipJoWuJYYU+9I20ZPHaoj8Rs/hZ0vhos1ncXDD/XTswraDc1kXt5DoemR20OGnC7Yk6kn+8R+tZWim7g1xFnZmM6MWy2c8Z5960Oe1zrw/NQ3lnBqEIjmLAKdylGIKn1qUA+lP4UZYqo6ZJxSJOXubCexvVDP53mDEc0hA2qOT8vpkj0yay2zskeAtDag4MoHzzN7HufboK6vUtKutVmieykg8jyjFJIWzg7uQMd6w/EqtBfxWojdLe3jVUyuA/HzEep6frVN6DglzepkpdSJDJBGzLC5DPGo3Zwc8k/0rSsHaXiMZLwCMnsMOG/r+lUZDIsxWPZGGXcAVyNvrn1zWjYNI9pM1sqLMxxg/wHOD/jRSXPNJ7F10oQajui1b2DRSt55Vk+/kdOP8P8PStFrq2kuJRbOpiBARQOQMCsqTUP8AiVIZMPK5K4APzYOM1JZwNa2kk7LmQgkHuSf8TiuyKhCV4bdTz5e0lpM5aZWLAyf6xmO5jT5UEUhQMCB3HepmQXUNwynG3D7SMcY5IqmFZY1LDgjINcLadz0r7Dj1p6DpUYFTRDLr9ahlnX6S6QQo8rBF6ZPvTtT0x9ZkWe3uUSAR+W/ykk/Nk4/xrG1GVkgtold03Alipxjg/nkU7Qb421+scj5jk+UNJ94dBtz7da0voc9tSDXY5Y71A0TLbxqEiJ6MAOfx/wAKrhpPtOFlEeV3ABQQV9PrWrrF7Fdz3Wm7CssTAxsx4dh1H5ZrDjnRNsU6KQCcbwQRWdjeEvdcb2N22eSaxkMLrFITlz/cwecfh0pk1/JJp9tFgvPMB/DnPOM/59KZFbPNayRW8mxJGBYtk4QDpmrGgaXbaz4pFjPfyW2IZDD5cYclkQsF9AOCcn0rqhUtBRictSEZTbn/AF0/MzNRtTBbwAD58Pjv6f8A1zU2jalp+mWEskjsblzygXnA6AHpVUzzXRhkmZ3iXDuc/cyOuP8APSoYNNmmv5ltZIw8fzAt0YZ7VE5LnaRdPSmiW6SW+Se/umKMy5jTsF7CussFK6fbK5+YRKD+VYMOj3c0im/nUxKclFOd2P6Vq2N8l4H2YyjYIFQn3HI0TtCklgB6muS1i7juJsJnj1I/Ct3U5THp8zDB479B9a4sY4OBkjJPvTbFFak6Gmv980IaVhzWD3OrdFvTZAtyoySGIA56Ht+fIq4siWV3eSRMzhUy5J6uW4H61WsQS6iRCCnzgnjg8cGpr2GOz06QJmTLrvY9264Brpp1OWNluctRJzV9UWdOgO0Xc7qpbJyegHb9P51n6brJ06CW2itBJcOx+ct+WR7V0GsWFlbeGItR07U72ZGuDa/6RAsSXBCbmeIDkKpwp3eo75A56LT4b3VzA4kjVot6joR0Pf6mqnLZIimrc1u4siLHBPcXjLJcTA5zyQew/wA+ldRpq/Z9Ot4WHzLGM/XrWba+H7S1lWRmeZlOVD9B+FQ2utKt1cxXBKhWO3qSTnGAKxTZozoXuFjjZyCQoJ4rnk8R3KXu/DLCHIyTuVecHgdR0q+bqK906Z7eQMu0g9sex9K5QYiC+ZgbSUbn8xVXZOx6Be3Npc6SJrkx+U2N3mDgN6c15/dRi0vJrc5MecfVeo/StiF0v9Dk0+efy3jcFXc5GR2PoCDxWTLCUjRLm4ilCj5PLG5gv14wPrQ3ccbxehSxz/WihyA3HTtmkByakvqW7frU13bu1oZR0U546ir/AIOsNN1fxFDp2q3U9rDOdqzRyxRrGepLGTjGM8DknAqDVgum32pae6XaNDK8KrcbQwIb+MDIyAOxIyalRd7oqVRW5SnaSG1dZJbSWSUgEMxJBH0xz+dbmlJKtwb+7UxDb5cSkcgHqT6Vo6aCml2qtwwjGQe1UPEjbbGPbKFbzBxnnFU97ojob6yH1rF8Q30qmK3jk27hk8Agdev4dKpx63dQw2ztFHJG4C7EJL+n0zx0pdbKXCW95EWeIj7yjjHIJPuMigmxb8NarLDerBNIXRxhWZtvHAxjpkce9WfEN7b38lzpqbjdQ4kUEcMQMkD3wTXNRNJG/nBMrG27cAGGDw2Pwwa09SXTtRkS+a4lt7hsbmiAYMQOCO4PQY//AF0/IPMxklidVSUBsZwwODWnawzCCWO1ILykKpZsEL6/z/Kqb3dtG+fIWd/790d5/wC+V4H51qaXtNnkOyBlIXYM856c9O/NEbxu4lVZOSXMhjwW9q1tLNNtSJQoQAkls5zx27+tWtRlZoYHhfKyHgDp04P6n86p6hFhpblWSNUCxxAHJHrn3rS8Q+GtQ8N+HNFu7+a5V7vzBJB5RxBgIUUn+8wbOO31BrdSXs35nO7uUbvYwFl8zTS7opZVdVPPHFUpP+POA+x/nRRXJDZ+p1y+IiWpojhgfeiihmnQ3NZiTyrR8fMNq59juz/Ksi0dmuYyGKkyqMqem7IP6UUVp3Odbo6WbSrTVYYry4QidhhmQ43YOMmuflu2s797e3SNADjeV3MfxbNFFSNGzpMKzWkgbOEjUjHHVgMfTms+DU7jS/EVxqVts+0QyOqblyoBUoePoxooq4/GZS2KaSvbf6s8bdmCMgir3h6Rp9Qu5pMb2QZwMd//AK1FFEviY6bdjolUHg1yFjEHmvoyzhUUthWIyQ2BnH1ooqUWty1YXk0+k3iStv8AJxtLcnHofXpWIPuA56HFFFMIkkJ5NTmiispbnREn01yZ5Cf4QCOTWnqAFxYmV1A2SKwRRhcnOeKKKuX2DCXxSF8R+KpNas4Ek0nTLZoFSOJ7ZJFKxrnCAFyoXnJwOTzVPw5mW8nndiXVcDJ7GiitZmVM6G5laK2kdcblXIzXHQXMv27z937yQsGP1zmiiszTqie2uHtL4NFgbn2uDyHB7Gpb+BYHMkZK5JBXAwcY7UUU10B/EzPMju2/cVLcHbxkVEfmbB6Z6ZoooY0RydaRaKKfQDW0bXW0lpYm07Tr6GZlYx3sHmBWXOCCCCOpyM4PcGtmwmk1vV9SvdRcz3MrrKznj5myTwOB9O2KKKXQh7mo1ouOJJR9HqnPo9tcvumaVmAwDuooqUMjGhWix7VeUDOfvDr+VMXSYo98aTzhNwO3IIzjryKKKoRBJolsgJWSUZHPI/wqu+lwqp2vIM8HG3n9KKKQ03YqtaRwnj5v95Qf6UC9ltUCRLGF64K0UUxN3IZtUnkg2ssXUYITBFT3vizWdR0u3027vJZre3keVBJIzEs2M5JJzjbx6ZPrRRQgZ//Z", "info": {"video_id": "75357", "label": "pushing paper from left to right", "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": "9d0dd23cb5dfa184dbfceb5edb000cdc7e90e4d50c53360a893163daeb05a176"} +{"episode": 39026, "episode_seed": 132674070, "split": "train", "timestamp": "2025-10-13T03:14:36.831882", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 132674070, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 vessel 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, 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": "48515", "label": "putting vessel next to plate", "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": "48515", "label": "putting vessel next to plate", "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": "6904aef469ebcf675177d5d7e872c8c59301959b83408826d90b12a7eaae204f"} +{"episode": 39027, "episode_seed": 3028651966, "split": "train", "timestamp": "2025-10-13T03:14:39.645639", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3028651966, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 clip charger with screwdriver'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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", "info": {"video_id": "26756", "label": "pushing clip charger with screwdriver", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "26756", "label": "pushing clip charger with screwdriver", "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": "e41713b1c0715ea58ed5cf5ce75242e714f3d6882914908eeb1bdab19bf21955"} +{"episode": 39028, "episode_seed": 4236354337, "split": "train", "timestamp": "2025-10-13T03:14:41.132244", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4236354337, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toothpaste 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": "131434", "label": "lifting up one end of toothpaste 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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", 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", 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", "info": {"video_id": "131434", "label": "lifting up one end of toothpaste 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": "0420059f65e685c2c417f13bad44b6b7e30bdfc458eeffb13d84961b82f710d3"} +{"episode": 39029, "episode_seed": 2161526442, "split": "train", "timestamp": "2025-10-13T03:14:42.549127", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2161526442, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a piece of paper out of the book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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dsn+kdvXHp2o9o3obOnFJstxSvJIZJS3u3bn1NWE5kZCFJI59/amKrlyUXH+0BT4onE+NwBK8ig40N1AFbJc9RjNVpeoHUVb1TcLL5jlsjJFUnbKA85wMY71EhTLsMSScn+EYFO2FYpFJJOOPb6VVSd0wUxg/jU329AR5iEH2ppoqLVrFdoZGjDKrHjBwM5qHUo98aRsoZcZYdK14pYpEHlsMenSs25UyzktnbngUPYJbGIdOsyPuHJ70w6LCxGwtz+OK2JY12jimGLD8ADildmd2VLPSZIP3q3TqqMOhI/lWwoErs5GT3yee9TWUY+y4PIYnNNYLGxCgkqc9cH86roaa21GlA0bIWPAz9B1o1A4ETepFOiJV3ypPTik1M4jj4/jFD2H0KkmWf+lbLQI0SqAOP1rGfG7PXnrVhZ5IxuV8D0NSnYiDsXLiIyyRnB9CfSoxbfZ3eYsm0BicU2K+lyN0YK+oOKfdTJNayAZXj5s+lVdF3T2MeP8AePnJOTnmn3K4jwRkHgin2FuVjDSDHtS3mNnFZnaopKyM6OGGQgPAo54BHNbDWwtjiKNUVv7vc+lZkC5uYU7lgSfWuhfJjIXqa0ic1VR5rRK5IWP029jzzj9aswoch+Pu88d6hlt3MbFmwAM4zwKsW8RWMNvypXpj8qDNGYR/pVwPcUsDOrnaMc4JqN2IvrjH61JDLGjOHzg4wSKnqR9oS5j3TFccEemTTNPtUlu1jEUeWZRwvviriNC7gq4LgYHNJcXp01orlUV2RwwU9DVlnfn26UlcVH8QgcB9NJP+xL/iKff+MPtFl5dtBLBcPg5LA4HfkVrzxLjFy2OyY7RmszV3zpV3zj90a5qbxu6wrEloXnRBvd2wufw5NV21u/vLQiZ1XccMsS4H09aTmmOUXFXZVIGAcAgenfmrKJgSjGM4P41UZXZc7QBkH/8AXV5A4Q7gAO1ZGSMtD+5OegY1JEoaMj3qGF8owzxuPNSRyYX1GazM+pc2qCPnO7161ZiQO4X8TWRv7jPIxV22E5jkYHtjNUtxpaiazdCN4kz8vJrOSTfIAvJNM1ZiWZP7pBAHrUmkW5WIyyfebp7ClI7qT0saKKAozye9QhliuGz0IxmrDcCoJFB3H8aSdi5K6saFtKjR/Kwp/S8jPqCDWOj4hHbJxmpGlkSWMiRuB61fMcHNZ2ZoauM2mM45rPRv3MRHQ/LVyVpLyHyyVBUbt2Kr6Bpa6xr50241CW2Vo5TGYo9xZ1QsF9hweT6e9Jq+wmubVDE5jQj5adtTIw3PrWVZTzSx5ldmwAQD2zVkNzxnmkFrGrbxB3A9OTVuQpyGXI6E4rNtlnELMOcnBqzGSo28/fP4d6tFxWgrwQE85QiopbNsEqc1M2MSP1J+UU9GIRtxBK8ZH0osDihLcqsCoGGQMHmpgqnsM1iMWDE561OlzJHgKSfY0uYlTNKPi6ceoBqnrHEceB3NIt8wuMsg6dQara9cFrNXhJyDzgdM0N3KbTWg1wOuecZH1qbdGh5Ofena1ptja+HbfVNN1W+nU3Jtc3MKxrcEJl3iA52qSFO71HfIFMKQAFHFTaxFrFtJI+vAJqaQq0aoBycM3t7VnrEzNg8AdKurhVxSvY6KFO75mPbAXFU5vmxVpm+WqU77c89KSOliQFIyJcZKtjFaUV7G7jqKy4kKWis/WQlvoO1Oh4bjGMVadjhqStJ2N1nR422sDxT7bP2ZQewrFBJVySQals7iSJPlbI9G6U+YSmQthdSkORkk96RgXyMgAEirWhWVlqni8afqd9cW0M7bUlilijWM9SWMnGMZ4HJOB3rNvYZ7DVr+zk+0R+RM8YS4AEgAYj5tvGcdccUrdSXHqTxxgHOB9RT7iMtbYxnJz+FVFmfIVeQeDVmadgCxyqpg47U4jijOSBULMVIYcAdMVDaxS+e0kpOcbQParKSB1znOe9OQ81DZ3qNlYbNEDnGASRuOOuKt2TAIoLDdnJ5prIChNVY/lkPFOLMq7aia84LQtVkHdAD7ViiaXymIfj86t292/k7WwwxjjrV8xy8yKcAIMoPJzmnxspYk5BIFQ3UMtvHKwIBBHK9a0te8Man4b8P6TqF5JOk18ZPNgMZAtwAhQMf7xVs47dOoNTyk8rIQevA4JrTtgPsQPdlJNFFOO5UdzCvUDagFPQlSa0I+F4ooqZ7nbS2Hv92oJCdjfSiipNGVI2Ih696fK52qe4xRRVHmS+Jlu2kZLWSUcsFPX61Tt9TuNI1j7fa7POiZtu9cj5lKnj6MaKKuOxcNiKyUDcOwAAqwWKjiiipluKW5roAtqAP7uaD99vqf5UUVRohsfOwHoF3fjUUrlIGYdWQEn60UU2IykkYseamVixUnrmiisiZoVj+9/CkvDnSnJ5+ZDRRTW5MdyTW/Ep8QW9tFNpOm2xgRI4pLVJFKRrnCAFyoXnJwOTzQ3BYdhzRRVSLkSRdCacT0oorJnfH4UI/Ss+55yPU4oopoUtia++WREXhQoFQIxEuM8DNFFU9zzZbk6u28jNELH7QFzxzRRSF0Ej159J1C7iOnadfQyurGO9g8wKyD5SCCCOpyM4PcGmS3k+q6hcX95IZLm4fzJHxjLHrwOn0oorV7Gz2JbZFFwoA45NS3pxDL/uiiiktiYnPQSMrFQeBV2JiWoorJnfHY0F+7+FVHO2QYoopozrfAwViVcU62Yl8Z4AoopnAT37ExS/7y/wA6jvPEOqajplvpl5eTT29tI8qCSRmJZ8ZySecbePTJ9aKK0Ruf/9k=", 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", "info": {"video_id": "91719", "label": "pulling a piece of paper out of the book", "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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3Egga1ie3edpAT0LHC8e9W9gXnOz1I9KsTxrtDkcjj61WckoQoIGc9fX+VWaE8KgNLyfnAP0qgD/rR6Ma1IjuDDaQfU1lAgtN/vmpkKWxc0tAXkZgDjGKuiIIXAHDjrWRESpIXIOfWrAvJlO0EOR60k7IIySRKtk0kXO1SG6MP1qpqH7oQQbvmVcnHT0rQivQy/vEKn2Oay7+JptQUrzxz7DtTb0LppSkhIo/kyKozqply0YY9MkdB71r7FjQDvisuUAysTyo5xUI7HFbPYs2NjbyJKywRlh0zxzV2LO4l8nHHHb8KbpAxbMx/ibNW2jkkdipwOmQea1WxxStfQZH80hTIIxz7mk1FStkAeoxmljtz9pK7+SuT/Wk1UFbLBJJyATSewipJnjjIrTVCsboTlsce30rKLExjrnAxir/APaKjHmIQfapi0iYNK9yH7O8kYZFY9sg9R71p6VPaWV/DNf3EcASIkeY2MseP5ZqKK4hkT5WC+x4rA163muZxhTsBwMnrV3tqV6HfnxPoe8INTgZicAKSf5Cqv8Awltkl5Kjgrbqp2zc/M30/lXAwWotyu3G4/eOP5VfaMNGRjIIodVnTGlpqaN94qvr6VVsozDCW5Y/fYfyGaqxSvJIZJS3u3bn1NVLZP8ASO3rj07VoKrlyUXH+0BRzN7mNZJOyHpzIyEKSRz7+1N1AFbJc9RjNOiicT43AEryKNU3Cy+Y5bIyRSexn0KkvUDqKnDOpTZ06EntVZ2ygPOcDGO9TRzoqnzCMHoahbkQ3GXMe6Yrjgj0yaZp9qkt2sYijyzKOF98VcRoXcFXBcDA5pLi9OmtFcqiuyOGCnoa0NDvz7dKSuKj+IQOA+mkn/Yl/wART7/xh9osvLtoJYLh8HJYHA78iteeJcYuWx2THaM1mau+dKu+cfujXNTeN3WFYktC86IN7u2Fz+HJqu2t395aETOq7jhliXA+nrSc0xyi4q7KpAwDgED0781ZRMCUYxnB/GqjK7LnaAMg/wD66vIHCHcAB2rIyRlof3Jz0DGpIlDRke9QwvlGGeNx5qSOTC+ozWZn1LAUfxtx6U6NR1zkfyqiT25zT4vMkkULnrj60yrG5CgjhyRyecUyRInzmPBHBx2quRL5gL9QwwalzvjZem44qzSww2sbAiN6ZFD5FyGcgDGBzUxYrL8uAowpqHUCcKB1xmk11JaS1LuQ3oabOo8htoxxWTHIysTuOQOtWPtsvlNkA+maOYFNdTUU7ogfasCPmSUdOcitS3vUaLDjbgfhVDw/p66z4ok065v5rQNHKY9ke4s6oWC+gHB5Pp70nqEtdhIto3Hdxj161IZIuFABFY+nSyTqzSMWIC4z781eKuecc0ibGjE8ZPJ+UDJpFGXZzwSc1Xgi2ZJ71YyKTZ2UafKrvcZIeaouF3ru6E81blbHPpVIKZ7qOMfdB3MfQChGk3oXoLlLdDEQeCeRV+C5jdPvYz61iPtZyeM+9TAkIozx7VfMeepNGxn/AExGH90iodYANqATj5qzmYrOhDMMe9O1SeaTTjh8MhGGHU+1F76Fc19BqN+4iIxjIFT7VBHznd69adrGlWVr4bt9T0zU76cNcm1zcQrGtwQm53iA52qSFO71HuBn7+MjPIxStYhxsa8SB3C/iaqazdCN4kz8vJpbYTmORge2M1lasxLMn90ggD1p9Dalo7j0k3yALyTWkigKM8nvWdpFuViMsn3m6ewrTbgVmdq2K4ZYrhs9CMZrRtpUaP5WFZ8ig7j+NRI+IR2ycZq1Kxy11b3jY6XkZ9QQaj1cZtMZxzWe0siSxkSNwPWrkrSXkPlkqCo3bsU73MOa+hTRv3MRHQ/LSEb4kxwMc5qfw5Y2ep+I49M1O9ntoJm2LNFLFGsZ7ljJxjGeByTgVRvYp7HVL6xkNwn2aZoglwAJFAJHzbeM46449KXKLlsTRxgHOB9RT7iMtbYxnJz+FVFmfIVeQeDVmadgCxyqpg47U4jijOSBULMVIYcAdMVDaxS+e0kpOcbQParKSB1znOe9OQ81DZ3qNlYbNEDnGASRuOOuKt2TAIoLDdnJ5prIChNVY/lkPFOLMq7aia84LQtVkHdAD7ViiaXymIfj86t292/k7WwwxjjrV8xy8yKcAIMoPJzmnxspYk5BIFQ3UMtvHKwIBBHK9a0te8Man4b8P6TqF5JOk18ZPNgMZAtwAhQMf7xVs47dOoNTyk8rK3QD2qzYfNOSf4RxRRSW5S3Lzn5j9VpmcFcdlJoorQ0BgNgH+yWPuf8AJrN1CV/OxnoBRRUy2BEayNkD1qTpEfxooqEZT3FiY5A7YzUC6lcaP4je/tdnnRM23euR8ylTx9GNFFXAqBDpyLHHLtHTaBV3+PH40UUpFxXvosdBSDvRRWZ3EE33TUVoOLp/4guBRRVRMa3wlbcSCc85xUyO3kjmiig88fI52hu9Nu2K6QzdTlev1ooprctbotav4ofX7a3il0rTbYwRrHE9qkilI1zhAC5UDnJwOTzTAevA4J7UUVcipmnbAfYge7KSawr1A2oBT0JUmiijoaQ6GhHwvFPf7tFFYnaQSE7G+lVI2Ih696KKo5cT8KHyudqnuMVbtpGS1klHLBT1+tFFUtzlW5Bb642kz3MZ0/T76KZw5jvYPMAZc4IIII6nIzg9wahlvJ9V1C4v7yQyXNxIZJHxjJPXgdPpRRVvY1exLbIouFAHHJqW9OIZf90UUUlsTE56CRlYqDwKuxMS1FFZM747Ggv3fwqo52yDFFFNGdb4GCsSrinWzEvjPAFFFM4Ce/YmKX/eX+dR3niHVNR0y30y8vJp7e2keVBJIzEs+M5JPONvHpk+tFFaI3P/2Q==", "info": {"video_id": "91719", "label": "pulling a piece of paper out of the book", "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": "818e4de9342d1270fa18dfa721ec81ba4eee1332a0cd7c856b3a9d4439cde6ea"} +{"episode": 39030, "episode_seed": 2153825216, "split": "train", "timestamp": "2025-10-13T03:14:44.336307", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2153825216, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dog food 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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", 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", "info": {"video_id": "65036", "label": "pretending to put dog food 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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", 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", "info": {"video_id": "65036", "label": "pretending to put dog food 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": "d1527a2918788be30b1c215830b8470b93311f8c996148a8634fdfe376ae7b6a"} +{"episode": 39031, "episode_seed": 626106051, "split": "train", "timestamp": "2025-10-13T03:14:46.817865", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 626106051, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking color pens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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nJv3tPzNZZsd6mSYetY32kY60C6x3oPEN0zccGoobwxzHJ4rJF6MdaEuQ8gwe9IpG7LdZY56HFaOhiERXduzAGSJjyfU8/wAxXMXNyqRFienNJousRnUykh5mhZB7Z/8A1VUbcyuawvZruYWo+JJ7qWx0uaJAkU86RMB8wIBzk++f0roU2zoCeTjOfSuAvwY/EFuG6pqkqce613Nkx+yRZyxCAj06V1SV8PF9m/0LwMv9oqxtfX9WSvHs+Tk+46VXlaRFJcrtz93vVh5JCPkxz0A9KY8R7sV7Enr/APWrnWmx68ot/wASWx89I5xVmO/aMYfPFUgxzUplUHBUNntSTseLJXJG1p0uo5EYjY1e9eBteTWNOjKHDoMMK+ffIgaUEjHtXoPge/XTZQ0TkDuM+9dNGvySOOvhfbR80e76vOP7H8onBcba4fVBMmkXYUKMwsOTzWlqWtrfWEKR4VgQW5rDvjJLpl7HkruiYhj9KmrJSbsergcO6VNc7sv66lr4goph06fv5luevXORVnRNAsbLwDaajChW6eVzLIWPIaRgRj04FVPiBIBoGkyYyX+znPpg1teH5hcfDeeNicW95JGfp5mf5NWjbSauedUtHHUuRa2/G/8AwTOW4h37UGf9rHSmSXIziEB3bjDdB701kVAABtXsBxmhmZ4ywGzA+b1IrO9/hPbVJRfLVd77dvQ89+JKzvLpiy7ST5mMf8BrnYNDaeL5Th8cZ6V3PimzW8ksGX5hHv8AmPTnH+FUcRWkRd2BwOlclbSTNqFBVG7vQ881HSbq0uAtxGQD91h0Neg+Db3T5NIms9VVJLZ1wyvWTqd9/aBEDIDCBwD61hNbzRZ8ot5foTWamc9TDLmfKzVv5v7MvZk0a4lksGO0BuSnt7j3rs/BljJdWMNix2yXcuMt/ACRz+lefWUxi+YcnNejeDNSdtf022iGZXn6D0CH/wCtQnd2Zp7N06TqQdmkdVLZNp/j/T0dwzLNKhwOCHTI/QVx1jo8Oo+O1sLhmEQ1ks208n5C2M/gK6/Wph/wsC2n38C+Ee3PU+WRn9K5qOcWXxLuHPyiPW4Qfo3y/wDs1dMPdWnRnBmbvQhJ7vl/r8TotVsbfR9TnslY+TFjywxydpAPP09aqiaExhgQinjnrn2/yK2PF8UbeI5WI3OFQgfhWCNqthl37uMf0qZNcz7nqYeM5UoTk/dstP1B5pXJ8mJSoOCxPJ+gruI41W3+YAcVw8hKY3sFVenoR/Kupvr9RB8pwAKW6MMdGMHFQ21/QxNYuES425GD0rJklG5ZAMYXqabdyPcXuQOink0NAxRc/MeRWLudOHUIWc92v60LpfzFjfJYEemBU6W5KjJ+UjoKo2cyNZeVMx3DPA61PDcOCYidqoePpQdC55OUUrI2oNH/AOJJc6oz4AlVTHj+FeOv1aub1mIL4A0Ilj/o195fPf5yK7KOYyfDiI5ObidgCeP+WrY/Ra47WuPhwmPmMOrbST/10PNbwile3VHkznKdCfO7tNr5WsaWgeHbO28CHVY9/wBrN1KzsW42mTaRj0wBTVlg3hRyex9K0/DMwm+HmrRMeLe+kX8Cyt/7NWOUVRhV2pnj3qqktVcjKFUqYZcrtZ/otB8lyq/6oCRjxtPAB/wqnNJMp/fBQe22rRyyF0Xbxz6kVRuWUhArbsZ5qEduNjTVByjv+O4zzPeo2nwetRsxqu0h3YJpngIma6IPBqrca6tq2wMMjrWZqWpraowUgu36VzDztK7OxJz3qHKx1UqfNqzu7fWWvkYM3FUNLvbiXxNBHFndkBQO+K5xNQW0g3bsZ4x616L4c8OT6X4t8O3twV/023mkMZ6pn7v6U6cXKRraMZcr6lfTrBNa8bxW12zKo1Ys+w8nEZIH44rr9Ss4NKv5bNWPlRY8sMeduAf8muR0y4Ft8QpnHyhNciU/RgUP867rxPDG2vSsRucBCBj2robajyvY5sBf63VhHu/0MtJo5I8qQi5xk+vt3/lTHlmLfuolIXhnPU/QUi7Y2wy7t3Yfy/z/AIU6Q7B87KqAevGKhPse5Gmre+7yXVnzuRxTCMuMU8SF22qpJ9qtQ2eCDcShM/wgVm2eYqV9SuoVunWus8OWNw4DxqeD3FZ1itlGmSinB7muy0a/jO1UjCpjtSTuzejSTjdHTWsQWOMytltuNoqzdqTpdwfvMInGBx/Caz4rldpVuSvIC1Ze7L2twoXG+FuOp+6a21TN1BVqXv8A/AJvGcMt74Q8PxQIXlm8hEUdSxIwKZpOp3GiXOs+FLy0KzPOt2rZyArBfw/hrZ1WLyvCfg68Lj91cWjE/Ur/AI1P4vRR4kYoqiR4U+bGDxnHP9Ov0ra92zyJxjOvCqtWk7ffcy5CIwdx3t2J4AP+fxqlO5kUNkKM8k9f8B+pp8shWIHO516DoB7cdPw/GuQtpbrU/GFzp0mrXFpCfMMQjQNllQsFHYDg8+1CtB2R11W6lJVK33dmW9eube1WJpSWbJx6t0rk7zURcOzOQoHRRWTqur3k/wBmNzO8qgHAY9M4qijTXDfIvynuTgVwV03M7cPVUo3X3Gq2oRrIoAA/yabJJJcgCMEg9wKqeVDE6NMwkb+6pp8uokRNGgCDttrHl7FwqJcy8x0Y+zyssjjJ5AHJrvvhhPHB4xsbu5ZYrVRIgkkOAXKHArza3EtzeQxxLl5G2/5/OvTbfS7SHT4rOUCTyWEgK5Hzdzn8auKs0xQpyrQlTbt/wTbv7kPq1rPk5bVVkz0HzFv8azPFtpdQ+I/EOoQ28rxW0trcs6KSFxtPJ/Cn6lP/AMg914H22AnA/wBrHX8q9Ons0Nr4lgmiBSazRmVuM5jZTn/vmuuGsWcGYUYqCpLSz/VHK6hrUHiG5/tOyysMka8t3x71QeSJDtGQrDr3P09vc8fWoLdEghjSBFSFR8ox8ox6D+p9OB3rH8UXk1npcr2sjRy+ap8wHk+vXr9TUWV7ndTnL2TprSMV82jSkL7y7OEx05OcfXr+W0VeutTjS13SHg/dB71xeqOYNEh1Ox1rUJg1wbcm4iVFuCEyzxjrtBwp3eo9wLKzvdQvNMDuK/u1/uiipdHLTVKq4winoa/25PNJxliOtSi93xAbtvJ4HWsay3s4MkscfHQHk1pwmJISUC8N94/SsLXR6l4U6sUlrb5liCByGK/LjqWHatOGNGZXYliwwT2qjHOpkwPm3DvU6SMUPmNtIOcD/CjoW1UdTXRNfM2m1G1l8K6ZaQTK8sEzmVEPKMC3H61i3UDXnw/1mGFCzrqQZFXuTIv+NFvHBBPM1vCFec72OOS3rWt4VR5tF18kE+TfB+e2CjV0UpXdn2POxFCNCm13d/x/4Jj6Rqkmg3mu+Gb61kS4u2S5jB7AqAT9PlFWnATPmEOw5HOAPr6f5xmtjxrBEPEyTLGnntbKN4HzABmxz2/zgVz80m2IE8shyFHG3/D69aJJdTLLVKnSjTp9evmNnlMifLj/AGtw/of65+lZ078qNxYjufSsazujf+MpdNvdTurS1kl2xtFLGiRdySX4xjPHUnFFg10uqalZ3UlyxtpTGq3GN6gEjBxxngdOKdnYzxE6cVOCTu/8zSLZrL1S6FrAWJ57CtRysULSMcBRmuC1fUXvLkgH5QTipbsjgpx5mQzTNcSs7N17Gqkt1HDMI1YFh97npRLOLaPcSN2PlHvWD9nMs+9pDljyazir7ndK8ElFG80LaxqFpFEQAvMh7BQc5P619F6leW1x4y8PrayrJFHHsVlOR90/4V4/4H0m2XT7ieVS3mAoM9x35rutFijg8QaBbwR4QTMqjJJ+4e5/zxW1F20NnhrL2z7P8TF1iK5tdc8R6jFbytFZahDO0iqcLtYNyfpXc3erwa7P/aNlkQyIpBbuMVo29pHJb+NrOaMPG9wWKnuGhT/CuYt1WGNEgRUgXoOqgD0HfjueOOAetaSV3Y48KvZVZ1Vq2/zSLLzRghVB2uOo6n6e3uePrVIhzIXdghXpzk4/3uv5bRWd4qu5rDR5ZLWR45vNQ+aDyc9evWsPWrbxDomkaZf3d/die8L+bEVx5OApQE4+8Q2cduPQ0o7aHbWnGFSMqur/AAOKghjSLeqjce9Nm4QHHNFFc73Jjq9SlDzOFPQnmu600bDEi8KABj8aKKcdzbD7HQWiBjgk4wf8f61fdyunSOAByUx2xiiiunqiE2qbNvV8v8KPDchY7lW1II9sVpeOGI1eLHBMQ579TRRQ9jgwH8aPz/Q5+NFLOSOn+B/wrzfUdRn0vxbdXtvs86KVtu5cjldp4+jGiikzqr/C/X9Dn54I5DEGXO3pn8KbPGqxMAMADtRRXFW+M1oaUWZtwvlMu0n6mmdSc9qKKfQI6NnS+EYUe7eRlyyKdue2Qa9AhUMGcjOB07UUU0dtHZlPXJ3it9NVcc31u+cdPnH4V7Tdrv1PV425VtOjyPxmFFFdENjxMwb+sf13PLixO8dlOQPesfxcip4dLAZInVcn0BNFFZroe3iNL+hzGreIm1tIIZdM0+3MKLHG9ujqVQZwgBYgDnJwOTzXSIfk5APTtRRTqHlYXcZNaRLOHC4I460yNmKOCTgYoorE9XD6yi/U1oDs8kL3Xk96t2v7wkMeuefzoopROmpvFlp3MUDSIACjYHvz3rV8Gs39heMV3HCzuw7YJiBooranueNmrdkXfHbFdTtmXhjD1/E1zkUavKcjjP8AMH/Ciiqluzqwv+6U2ee6hrLabrepRmwsLyKWYMY7uHeFZRwRggjryM4PcGrugXc+o3uoXt0/mXE7CSR8YyTk/h9KKKroeXifin6jfE1xJFZ7UOAetcS7EN9aKKymTQ+Ez7li0xBPTpTDwgI/zxRRSR0y6nsfhu3jTQ7fA48kNj1J61v6M5XxN4bI43XkgI7f6lqKK0hudWL/AN3l6HaWwEniDxlEwBQx2+Rj1hNclKeJB2U5H1oorSW6OTLPgn8vyMPxigXwwWH3hOq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", "info": {"video_id": "166362", "label": "taking color pens", "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": "166362", "label": "taking color pens", "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": "13419eb5e1f0bf8d5439425cbb54e55d14d30ae82da5ff3d15ffe48163115e26"} +{"episode": 39032, "episode_seed": 1880312490, "split": "train", "timestamp": "2025-10-13T03:14:48.499671", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1880312490, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning scissor that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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"info": {"video_id": "215460", "label": "spinning scissor that quickly stops spinning", "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": "215460", "label": "spinning scissor that quickly stops spinning", "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": "7cb553adf951507f6f9d4ae63b4c06d85a938cc080b17e284a2e321eca044d9f"} +{"episode": 39033, "episode_seed": 3690505595, "split": "train", "timestamp": "2025-10-13T03:14:53.090916", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3690505595, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile phone into plastic container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "171611", "label": "pretending to put mobile phone into plastic container", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "171611", "label": "pretending to put mobile phone into plastic container", "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": "52f7615f1d2c81248f1bcccc8d59d4681c09dcf8d6a224496bc67be2d4891043"} +{"episode": 39034, "episode_seed": 2803324533, "split": "train", "timestamp": "2025-10-13T03:14:54.722994", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2803324533, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 of coffee into bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "216204", "label": "putting bottle of coffee into bowl", "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": "216204", "label": "putting bottle of coffee into bowl", "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": "52f1f2c490d6dc57a62b520c6671d103823777f9141491d1e6432b58994bafed"} +{"episode": 39035, "episode_seed": 1485058681, "split": "train", "timestamp": "2025-10-13T03:14:57.002352", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1485058681, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 screw driver so it spins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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9BV99nl9cE+3WnyvwM8gA1WMuVx1I4xSNYxUVZD5gQi425X0P5VmXhJTcq4PsO9WXnEZOBnd/KqctwJYnbAO1ijKOCCRkH6UwaPUjKcfWonbHI5HT60FgQOahkdQCPwFUzBEDYLkBSQeD9ajHykgnnt3qRvujOBjsO5qs0xDMBjGMdKTNES/KpLPkAdAe9RS3OWIUbVPGBVdpC5JYk+maru25x7HjmpKIPFunjUdQhmj43IkhP1HP6iss5hUrn7owK1nl6g9qyr0FjxnpmqbuOKsir5hjKnnr1oaQvkDA56VWmYgMu44xkCuf06ebVfFc+nHVri1idZDF5ce7cyoWC89OhyT6YoSFKVkemeCn3NfDgY2f1rqS5xzzmvMfhHqFzdjVmuJmlwISu49M7q9JkkwOn/1qpmTd2Mk3ElVHWqzAbCCS2PXipHcbhuPsMVXnkAU4qRoVmUL87gcduagluC6kfdXGMVE5yAM1FI4KZz0pFkTOXJ64z3qOVvk2k0b1aEtnGDioHkDL15xQUZ00oSXOSCv+NdLY3QXXrO9U/fKo59jx/WuYuApHGQcYOazda1e5stGZoJmhmjkQKy8HrmnYpOydz2CynWY3KEjKSMpqNu3PWvJZ9bvLTTl1LTvEOpyCa7MJaeNUW4IQFnjHXapwp3eo9wPVfMyo6dBzVWsjCUlLYJGyM85zVR87gxJHoMdRUjyE5PT/AAqAunl5A4qQQ0kBjjAGOcnmonnClth3HuT2qNny7nOMVAWAbk9e9JloSeUlgcncTz+FV8kHOeTRJIolCnuahlcLIwBoKRDO+3cfXPNFkVuNPubb+ItkflUUzKT82cEYzVWyu/sutQwt92XHWhlwWpzurubGWRDwM5FdF8KZ/OfWMnvD/wCz1z2qWUGp+P7nSdS1C6trR5/LjkjlijWLoSWL8YxnjqTgVqfCaOWy1fxRZSicG3nSIJcACRQC4+bHGemccelUloZTkr2PUJ8bd3tiqZOGBx1FWJWPRecnpVU42lScgfgOlIhBkrnJHJphXKMQMDv7UNIoX5mwMdhmq0s5YEHhT2HSpLRHPP5Y/d/e/vVRZ2ClmY/jUrN5nXPXvVe4bK8npQUitNJztB7Z/Gq7ycL2oeRdxJyM/wCFVi24j1HFAwc7iTnGBx61TuSsYOCF3YBJOPpVLxJdy22mGa2kaNg6gOvXGeazPEGn65omiaZfXt3cia98wSwsmBCAFKhjj7zBs47fnVJXIlNJ2Pb8kJnPNV5WKoSKKKbM0QO7eWOapGRsNz3oopFkLyMMHjJFVJJW89Dnv/SiipLRFNIxkc55wao3LEgHPOaKKoZRm+6T/npXn0up3Ok+JHv7Yr50bsV3jI+ZSp4+jGiiqiZ1Njv/AIM8f2wOwEIH/j9eoOSS1FFNkIpknfnPOBVWdjnnuaKKkpFaUkDOeapSSMMAHqaKKktEBkYbh6VGXO0fWiigZQuJGw3Ncz4qkb+y8nnDrRRVLcUtjL1LxRLrX2WOTTNPtmhVI43tkdSqL0QAuQBzngcnmvoEk+Wv4UUVbMUV5yRkZ7Gq7k7QO2aKKg0RTYnGfWqbsc9aKKllIqNKxTcTyDiml234oooGirO7BeKydRdhqtk4OGUKQaKKHsaQ3KniDVTY69qgksbG9SWYOyXcO8BlHBGCCOvIzg9wa0PhXfXF9qniS9uZPMuLh4pZHI6sd/5fSiir6HNL4meksxdyD26VBcMQmRRRSY0UXckAZqGRyVFFFSUVZHPlg1WmdiHye1FFBSKc/GffB/Ss6aRwzfOcMm8j3zj+tFFBRieI3b+yHXPAkTFcze+INT1DTYNOu7yaa3t3eVBJIzEs2OuTzjbx6ZPrRRWiMKm5/9k=", "info": {"video_id": "123210", "label": "pushing screw driver so it spins", "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": "123210", "label": "pushing screw driver so it spins", "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": "089145c78ca4c29188f036988dd5590fa577e2467bcdbdf9ee38de9be8731fd9"} +{"episode": 39036, "episode_seed": 2022880851, "split": "train", "timestamp": "2025-10-13T03:14:57.480554", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2022880851, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card with pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "19049", "label": "pushing card with pen", "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": "19049", "label": "pushing card with pen", "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": "31608fc3fdcacc9167322532268ae71c5388b80cd2f1ecd29aed3b312a4e81ba"} +{"episode": 39037, "episode_seed": 3219998673, "split": "train", "timestamp": "2025-10-13T03:14:59.030320", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3219998673, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cap next to steel glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 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": "44867", "label": "pretending to put cap next to steel glass", "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": "44867", "label": "pretending to put cap next to steel glass", "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": "b8d4044290526f9168d95f4bc8233f0aa987a32eddcc942a2cc885964742bbef"} +{"episode": 39038, "episode_seed": 4073692814, "split": "train", "timestamp": "2025-10-13T03:15:00.052706", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4073692814, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 handphone and pinset 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', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "61210", "label": "putting handphone and pinset on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "61210", "label": "putting handphone and pinset on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3e5b6d9efabd7237c1f071ec65b2819fed2277137930744c28acc9ff8ea2c186"} +{"episode": 39039, "episode_seed": 3816650791, "split": "train", "timestamp": "2025-10-13T03:15:02.665819", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3816650791, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pan 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', [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": "166655", "label": "pulling two ends of pan but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "166655", "label": "pulling two ends of pan but nothing happens", "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": "457c045e2ad395fd381192595579f4aca267f462fbfd986b16c27a229bee3c7d"} +{"episode": 39040, "episode_seed": 2524747337, "split": "train", "timestamp": "2025-10-13T03:15:04.757613", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2524747337, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "151499", "label": "putting pen on a surface", "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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", "info": {"video_id": "151499", "label": "putting pen on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2a7ed8969cf0e8161c3f56b05a5e2066e4fcae3310ea5830a92867bbfd1f537f"} +{"episode": 39041, "episode_seed": 6973518, "split": "train", "timestamp": "2025-10-13T03:15:07.628832", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 6973518, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 an ashtray and a glass 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', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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T/umvONGkOkavNdPcK4cLkhTncvHcnt712UWtW72cBzISi/OQnAJFXKdzOUVYZpvhLUhMJrG+hVEfMfmZ3D8hWrP4a8SyxTq+qwlJQQ4DsMjH0rR8P6hFNDtQsSDyMVtXTbI5ZyZRthYbf4fXOPWqjUdjkmrSPnj4pWdlYwaRPbwRRzXHnNM8a48wgrgn35P51xngq5aDxppkmeWlKH6MCP611PxdbNtoQB5CzZ/8crgNAlaPxDpz56XMf/oQrTelY0S1udH4/wBBGi68LmBQtteBpFUDARx95R/P8ao+HtLN/l2coidSvXNeteKtGXXtLls/lWUjdEzfwuOn+H41x/g3Rriz1r+y9Tj8lyQxUnIYex71ywxD9i0nqjtwlKnKuvafCdTYzKraQEJxG+056/cNYGuxZ8c38+6CNGlQMRL8xyBnI6ivQb22hsVULCuxDnIHT3riNe8JNqHiFNUW6WK1mkUzsse5k4AyPXj6VhSqPmszoq0YptxWhLqtxNdWLLDbQR2jFYzKB8zHdtzn19fpXZ+ET5WtfaFjdYzG4G71yOlchrVtJfS3W2aOGFwNqYJ+fOSRyABnBxgnJPrXUaPrkUYhimc4RSSFXPJxXfOpd7nCo6Ghq2ijVbpJbZ1iuS5+Y/dYZ7/41ftvC/iKC18iHUrZY92/ALdc5z0qvaanAt5Crb1IbnK46mu3glEsBxvwR1Uc1EJySOeqrHJL4ble8I8QNbX6yJ8gfLbduemRx17V8wtIEzzyTmvrTVXVLiBCznZA3L9T9fyr4+kJJbk9a3pO92QloOlk3MDmvoHwxP5/h3TpM5zbp+gx/SvnbvXvHgaXd4S00+kRH/jxrmx3wpnRS3N3XrWDUdIktblA8bkcdwexHoRXk9lp2oaTftftFmyhuVHn5GMb9p4r13UB/oJb3FcBqF1Bc+G7zTlP717gkEjKgiTdXPRqypppbM6IpOal1R7H4SgQ6RLduQQxwp9hWjJ9i1GNoAy+YenNcX8N9VKeGH0u9uVkuELFSBgFeMVQmu59L1ZZGkZYQCY2+rZx+lDScrM7qs/aSlVOllkOz+x7xFdIydpPdSDxWZpvhHUhN51jfQqiPmPzc7h+Qp+tXf2pLDU4yAJRzj610egahDJb/I24bsEr0BrWjOSdjzsXBL3l1M2fw14klimV9VhKSg7wGYZGPpXlvxgtrHSn8NXdtbwxTStNJK8aY8wqUwTwMnr+de/znCvNmUbYmG3+H1zj1r57+ORH2fw2o6hJ/wBSlbqTk9TigdbcyQXVoXjAdpI8gjsCK5SKcwO791kI/KtTwncfavC+nSE5JhCk/Tj+lZotTcXDJj5RKx/UV5clq0ehRdjvdKufPsg+fauc1KYrrtof+nhv/QTWzoamKwRD3y35k1zniCZLXVoHkPCz54/3TWkbpJkvdo5jXIt3je+n3wIjTJuIk+Y8DOR1FXtVuJrqxZYbaCO0YrGZAPmY7iuc469M/SsnUdMj1rxc939pFvbSyr5jCPc4AABIHf8AOtvW7d7+e5ZZY4YXAKpgkb+pI5AAzg4wTkn1rsoztB3YTim0dZ4VJi1j7QsbrGUcAt65HSp9X0carcxzW7rFc7z8x6MM9/8AGqGla5FEsMUzkBFJOFzycVdtPEGn/bIozMwIfBypHJNKU3fQznFGja+FvEUVp5EOp26xlt+0FhznOelL/wAI1Ibzb4ha3v1lUbFfL4259Rx17V11tIXgIxIMjGQORWTrTBLi1jLOdkRGX6n6/lW85e6cUb858joCAp557065z5SH3/pVhrS4gJikiZWzwCOtX10a7lhVzZyOAwPHp9KcpKMbnZCm5SSR7xotwZtJspSMF4I2I/4CKueI74Wnha5mJ5GFX6k8Vl6I7DRrEOMMIUBHpxWP401LzYEsVOVj+dwD/Een6fzrzaTs2ayVnY5BZi1qwVuDJn0z1q+s8v2ORN2OhyD1/Gs+D907QllwvzcnpmrSXEVxlGMeAuCcdDmuhU2Sq0bWFtrlwA3OMZIPOa66wgXUrfyd2zZCZiSMggc4I/rXGxsqRjaQzNjBx29c11+kuyWwaLO+Q+UfcFScfoKIp31Cck1dG7os1zpKSy28cPkuPnEjEKfenaj45kilFibuNROgVY1weGHQE801blX0kjADRyBSQOvBritRsbNtTW+eLc0DZBHVRnPH0yadS8EYRSm9TG+KtzHPFo/lsDt84cf8BrgtI51mxH/TxH/6EK6b4gXUdzNYtGflCMMZ78ZP8q5vQig17TzIfk+0x7vpuFbxd6dwifQ0zfvl/GoLzTItSRWBEd3GD5Mw4Kn/AAp0x/eL9TRLepZW7XEhwiDP+FeXHc6Ytp3RZsr1pfMtb10kK4jkIP3GrEvbhtE1XyDzZyjkHtWIbtrbUZ1hYGSU7pJG6c+3c1Bq2sm4kRJ3R2RSu84549K6FRb1Op4lU1Z7i62r2usMgZmjkG+M5421b0a5Pn4cZIXOT3qjdTC5srUSNlkBIJ7Lxx71No7q92/B2EYAFacjTSZyyqRldxOvu9GEFzbOCJHnhScDkFc9uPTHWtyTxLeWVu3nPbxzRR53hssQDg57VXv7gR6vbsQDGsMUSjGRwgyPzrI1+KKYzRSjKksDn0OQR+taNNK5ytpuzNOy8UJq8b3MtwJODEpGB0Ge1fNbHOfqa9l0mSz0nT5rGOMo2GZfTJxzXi56sO2a0w0rpikrSsNJr3DwK2PCWm8Y/dn/ANCNeFs2K9x8Gyo3hbTSgAUQgfiOv61jjX7qRtSR0Ov3os/DdxPn5hhV+p6V5XHMWtjhuDJn69a63xfqAlgjslO5YxvdR3Y9P0/nXOWVs4YxlPlDEncc8Vz9DWOjLltfXNtGzxSFJEIIIPU/Wu60a9j8X6NLBIgS9hhLfUjoRXCSRqyNjaxweD0FaPhLWY9D1qC6ILocxyKByVIx/hTtc3jUcWehy6fFP8P4pC5SSExnA6EscEfrVfTHuNFEk4MPlyjLhskHHfHrTbK8lu/Ck9qF3P8AaVZQOflA/wDrU0TvdaKkoUFYmK5HcHpW8I6X6nJiJ3ly9Br+PZGvzp5u0AaTyQmFyQcfj0NeefGu7iuhoXlNkIsyn/xytHUNOs4dWi1ExBpYCpyvUY71y3xQvYr1tKki4VVcYz3+XJpU5e/ZmTSVrHQ/D+4L+EYhnPlySL+uf61v2cKxxvIepWuX+HIUeF+GyWmfcPToK6WUEYQEgVyVfjZrFmzYyYVB2xiuC8YXyyeImhU/6pgOn8WOa61r1bK1adiAEBIz69hXm9273GoPOQzPv3M27rnNVB+7YvqTRTSLPK+7PzZ61JdTyfbTuLNnnOePxFSxptiXzNqliSfWqs6os6ltqqR2B59yKtM0exqadcnfh8khc54q5YvujMjxI2XblhnjNZNpMDIxCkg/dHQGrVpcFIUVVUkkhlIyevSmjGR1cnju90pLWF5kWOR/KDFBxxxlj06Vas/FKaun2ma4EvJjUgDtzjj61yU6R3MDwTKHifg7xnFGnSWel6fLZxxmNiGK46ZOMGm5tNJmTirNrc6uz8IxLbhpoA3puGatwWNlaTKkiqoPQmvRJreKCAIygY9a5DWNMWUsQMqaiUWlc7VU5ndkV7phtoFngw0eM8V5T4glmto7meaPzJTKGPuCw4Feg6frUunXP9k6gxeCT/Uyt/6Cfeua8aaWZrSfysZIyp+nP9KcElJMVSF4trc5a0VRdsrRF3HJDjGM+xrXuLWGA2zy25kilj3hbYYJOcAE49j+Vck1/NvjLkltoHzHt9auvqk0ttGk0jbIzgJ7en516CgkeP7R7lkvulKAqfLXBVenU/5zXbaZMtn5TgkMsgcHP0wP1rgtLKlpzKoG4gqG7he36100c7vYRTYaMZCn8OmP5Vzzdps6oO8EdTHcxHTLyZjtVnRY06cnP/1zXL6sx8i4CKdzFV64xmp4pXndkG4xqfMYDjp7etYdrE2seKp9Kn1ae1ikEhjEahy7KhYL6AcHJPp71MnfUaVmcl4qheCS33kncpbOc88cZrnoZCkgcdVORV/Vrye6it/NlZwASMnOM46VmpWsF7qSL63PoiC5FzZ206nIkjVwfqAa5TxtqUg+y2ELlcN50pH5KP51f8M3it4N06eRsKkOGJ7BSR/SuS1WZdQup72OPd5jgMG6jjgAfQVx06fvvyKuH2y5la8dYHEabCxQEheMYz2+tbOmQC8DAQxKyxtJl1znA7d6xYGmto7iWMk+dAMYPIwcEH3/AMaistTuYWOwYJG0sD2NelGCsmcNWq+Zo37y5to7aGERvHLHEyTeZ13Ek/L+nWrXh+NWuTv+YLtJPTIz/wDXrmriY3HyjMkhbaze3+cCuk02eMXqrFHuE4+Yr1UHt+BrOt7ti8PJyudtf3geYwqxZhKWU4+6cDI/pTPEgtzd3YicMsaIGOf4sAn9Sa5t7qRJJNzMWD+nAPtVfxBPPb6DJOJZI55HVid3XJNZc1zVop38css08igqIxwN3JIGRxXljHk16LrAig0KHVdO1nUJy10bXdcxLGtwVTLPEBztUnad3qPcDzR3HPPJq6LSuU0Nc5avYfAV0o8HQsx4iaQH8Dn+teOYr0HwrqEMHhCS2kJLvcNtA/4D/Wsq8HJIuLsbV058i7uJVDStlsnqp7YrMszLLn5FVg3zHvn+tMtzdTaq0CyRwSElBIwBUEf17CnW99FAVYukiEeW4jUhiQefxqOSw1IlZp3hO0qB6ngnnt61LEJFdTLH5ZjIyh5LZxyabbxpdRsYwiqXCLvYjHv/AEq+wCloJzG+0blfGA+O30xQVc7qC+istFgSIkTpMx+XgkY6U2z122g0a8sJIiJJpl8tvYHmsATu2nQTcKzYyg6gDgUy1h8yZp3QhI2BIJzmtVK5jIi1lwXuREpJLhc56ZNeceM4pLeW1VySCrN1zg8AjP4Cuzimt9S8by6Zf6lc2dnPL5cbxTxIsY65YvxjGeOpOB3rhPGH2mHVZbK4a4/0aeWNUuMb1w38WOM9M44qV8VxpaHS/DG8JivrQtwpWRR+h/pXfO3Q+9eR+Abr7P4kSMn5Z42j/HqP5V6lPKscRdzhV5J9q5a6tMtGbr93u8u1BOAd74/QVyeozst6AkahABlcZGfWtC7uRdPLcqud7AEN1HoPyFVLnhYZJJYismURGXJDe/vTirDuLvmj28DJJ461GGuFlZ2jWRRjJDZVPeklnjdYwAS4bbv5A/z/AIVajhaIyyo0eAdpjHzE4Hp2Gasq4+1xGzKSSduN49PpVyym226Fhul3EYC5G085qoJUZi0UQbevmEr29uKIbsi3jmG6MFvlWP8AzzTRDZoGdZTubkdcds571RvopZZp2GVVOg3HJIGRxRfzSW+itLbzFC0nJ6Njpx7UzxBous6Bomlale3NyLm9aTzImTHkABSgY4+8VfOO31zimr6EI+l9fGLY444rl9Lla4S4il+ZUOB60UULc1jscd4tiRYXIHKfMp7g1Rjnku9EVpjuYDGaKKnudXRHmt6BHdzxgAos3APbiq0cjCTjAPr3FFFekvhR4M/jl6mjpMXmNIGdiAM9frWrJdzBoWV9u0bcAcEelFFcc/iO2Hwm5aX0sVpcLGFXzIhuIHPJHFcTe6ncaN4ge/tCnnxSMF3rkfMhQ5H0Y0UVA1ucjNxtUdB0po7UUV00/hGz1LQW/wCLdQgjIJcYP++axLgeXNBCCSpyeeucgfyoorCH2vUHual0NkUTJ8pWZU/DPP51kXiqjPtUDLHgUUV30vgPNxH8VEJLFEw5UDOAvHOOv1rpLQm0IaM8uhyT/KiiuevudWH+EsafcyFSrkSBORu/lR4uuZLnTg8mDtEQUDoBgUUVgbI5LxJ4ofXYoIpdJ022a2VYopLZJFKRr0QAuVA5JOByea5DqSaKKumWPA+UGu/0+3jh0ewMS7SIBIcfxMQTk/p+VFFaVOhLE0Rt8m8jliB1PGRnI96SaJZXmLcbL9YQFAHy7cnp7iiiswRZsZXuy0MjYTcOFGOpwa0EgFxcN5judqnHI7GiioKZYurmR/shJA8r7oAwMZ6VLb3M0t3cRM/yeSr4HHO4f40UUdEQzlb/AFttI1G9jOnaffRTTKzR3sHmAMo4IIII68jOD3BrkdZ1C51TUJr+8k8y5uJGlkfGMsevHb6UUULctEnhx2j8RaeynB89R+ZxXrOstiwdeobg0UVlX+NAcjcZR44wTjk8/UCpL0/uYCOCZ1T174z9aKKEMqTE2zzrH/DOyjPOMdKshCImcO2X4PPtmiiqGW7bNkpaI/M8ZyW57VRhYpYOox90tnHOeBRRQiWWNZULpEZUYyI249SBzXOar4j1bUNOg0y8vZp7a1meWPzZGYlmx1JPONvHpk+tFFUJH//Z", 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T/umvONGkOkavNdPcK4cLkhTncvHcnt712UWtW72cBzISi/OQnAJFXKdzOUVYZpvhLUhMJrG+hVEfMfmZ3D8hWrP4a8SyxTq+qwlJQQ4DsMjH0rR8P6hFNDtQsSDyMVtXTbI5ZyZRthYbf4fXOPWqjUdjkmrSPnj4pWdlYwaRPbwRRzXHnNM8a48wgrgn35P51xngq5aDxppkmeWlKH6MCP611PxdbNtoQB5CzZ/8crgNAlaPxDpz56XMf/oQrTelY0S1udH4/wBBGi68LmBQtteBpFUDARx95R/P8ao+HtLN/l2coidSvXNeteKtGXXtLls/lWUjdEzfwuOn+H41x/g3Rriz1r+y9Tj8lyQxUnIYex71ywxD9i0nqjtwlKnKuvafCdTYzKraQEJxG+056/cNYGuxZ8c38+6CNGlQMRL8xyBnI6ivQb22hsVULCuxDnIHT3riNe8JNqHiFNUW6WK1mkUzsse5k4AyPXj6VhSqPmszoq0YptxWhLqtxNdWLLDbQR2jFYzKB8zHdtzn19fpXZ+ET5WtfaFjdYzG4G71yOlchrVtJfS3W2aOGFwNqYJ+fOSRyABnBxgnJPrXUaPrkUYhimc4RSSFXPJxXfOpd7nCo6Ghq2ijVbpJbZ1iuS5+Y/dYZ7/41ftvC/iKC18iHUrZY92/ALdc5z0qvaanAt5Crb1IbnK46mu3glEsBxvwR1Uc1EJySOeqrHJL4ble8I8QNbX6yJ8gfLbduemRx17V8wtIEzzyTmvrTVXVLiBCznZA3L9T9fyr4+kJJbk9a3pO92QloOlk3MDmvoHwxP5/h3TpM5zbp+gx/SvnbvXvHgaXd4S00+kRH/jxrmx3wpnRS3N3XrWDUdIktblA8bkcdwexHoRXk9lp2oaTftftFmyhuVHn5GMb9p4r13UB/oJb3FcBqF1Bc+G7zTlP717gkEjKgiTdXPRqypppbM6IpOal1R7H4SgQ6RLduQQxwp9hWjJ9i1GNoAy+YenNcX8N9VKeGH0u9uVkuELFSBgFeMVQmu59L1ZZGkZYQCY2+rZx+lDScrM7qs/aSlVOllkOz+x7xFdIydpPdSDxWZpvhHUhN51jfQqiPmPzc7h+Qp+tXf2pLDU4yAJRzj610egahDJb/I24bsEr0BrWjOSdjzsXBL3l1M2fw14klimV9VhKSg7wGYZGPpXlvxgtrHSn8NXdtbwxTStNJK8aY8wqUwTwMnr+de/znCvNmUbYmG3+H1zj1r57+ORH2fw2o6hJ/wBSlbqTk9TigdbcyQXVoXjAdpI8gjsCK5SKcwO791kI/KtTwncfavC+nSE5JhCk/Tj+lZotTcXDJj5RKx/UV5clq0ehRdjvdKufPsg+fauc1KYrrtof+nhv/QTWzoamKwRD3y35k1zniCZLXVoHkPCz54/3TWkbpJkvdo5jXIt3je+n3wIjTJuIk+Y8DOR1FXtVuJrqxZYbaCO0YrGZAPmY7iuc469M/SsnUdMj1rxc939pFvbSyr5jCPc4AABIHf8AOtvW7d7+e5ZZY4YXAKpgkb+pI5AAzg4wTkn1rsoztB3YTim0dZ4VJi1j7QsbrGUcAt65HSp9X0carcxzW7rFc7z8x6MM9/8AGqGla5FEsMUzkBFJOFzycVdtPEGn/bIozMwIfBypHJNKU3fQznFGja+FvEUVp5EOp26xlt+0FhznOelL/wAI1Ibzb4ha3v1lUbFfL4259Rx17V11tIXgIxIMjGQORWTrTBLi1jLOdkRGX6n6/lW85e6cUb858joCAp557065z5SH3/pVhrS4gJikiZWzwCOtX10a7lhVzZyOAwPHp9KcpKMbnZCm5SSR7xotwZtJspSMF4I2I/4CKueI74Wnha5mJ5GFX6k8Vl6I7DRrEOMMIUBHpxWP401LzYEsVOVj+dwD/Een6fzrzaTs2ayVnY5BZi1qwVuDJn0z1q+s8v2ORN2OhyD1/Gs+D907QllwvzcnpmrSXEVxlGMeAuCcdDmuhU2Sq0bWFtrlwA3OMZIPOa66wgXUrfyd2zZCZiSMggc4I/rXGxsqRjaQzNjBx29c11+kuyWwaLO+Q+UfcFScfoKIp31Cck1dG7os1zpKSy28cPkuPnEjEKfenaj45kilFibuNROgVY1weGHQE801blX0kjADRyBSQOvBritRsbNtTW+eLc0DZBHVRnPH0yadS8EYRSm9TG+KtzHPFo/lsDt84cf8BrgtI51mxH/TxH/6EK6b4gXUdzNYtGflCMMZ78ZP8q5vQig17TzIfk+0x7vpuFbxd6dwifQ0zfvl/GoLzTItSRWBEd3GD5Mw4Kn/AAp0x/eL9TRLepZW7XEhwiDP+FeXHc6Ytp3RZsr1pfMtb10kK4jkIP3GrEvbhtE1XyDzZyjkHtWIbtrbUZ1hYGSU7pJG6c+3c1Bq2sm4kRJ3R2RSu84549K6FRb1Op4lU1Z7i62r2usMgZmjkG+M5421b0a5Pn4cZIXOT3qjdTC5srUSNlkBIJ7Lxx71No7q92/B2EYAFacjTSZyyqRldxOvu9GEFzbOCJHnhScDkFc9uPTHWtyTxLeWVu3nPbxzRR53hssQDg57VXv7gR6vbsQDGsMUSjGRwgyPzrI1+KKYzRSjKksDn0OQR+taNNK5ytpuzNOy8UJq8b3MtwJODEpGB0Ge1fNbHOfqa9l0mSz0nT5rGOMo2GZfTJxzXi56sO2a0w0rpikrSsNJr3DwK2PCWm8Y/dn/ANCNeFs2K9x8Gyo3hbTSgAUQgfiOv61jjX7qRtSR0Ov3os/DdxPn5hhV+p6V5XHMWtjhuDJn69a63xfqAlgjslO5YxvdR3Y9P0/nXOWVs4YxlPlDEncc8Vz9DWOjLltfXNtGzxSFJEIIIPU/Wu60a9j8X6NLBIgS9hhLfUjoRXCSRqyNjaxweD0FaPhLWY9D1qC6ILocxyKByVIx/hTtc3jUcWehy6fFP8P4pC5SSExnA6EscEfrVfTHuNFEk4MPlyjLhskHHfHrTbK8lu/Ck9qF3P8AaVZQOflA/wDrU0TvdaKkoUFYmK5HcHpW8I6X6nJiJ3ly9Br+PZGvzp5u0AaTyQmFyQcfj0NeefGu7iuhoXlNkIsyn/xytHUNOs4dWi1ExBpYCpyvUY71y3xQvYr1tKki4VVcYz3+XJpU5e/ZmTSVrHQ/D+4L+EYhnPlySL+uf61v2cKxxvIepWuX+HIUeF+GyWmfcPToK6WUEYQEgVyVfjZrFmzYyYVB2xiuC8YXyyeImhU/6pgOn8WOa61r1bK1adiAEBIz69hXm9273GoPOQzPv3M27rnNVB+7YvqTRTSLPK+7PzZ61JdTyfbTuLNnnOePxFSxptiXzNqliSfWqs6os6ltqqR2B59yKtM0exqadcnfh8khc54q5YvujMjxI2XblhnjNZNpMDIxCkg/dHQGrVpcFIUVVUkkhlIyevSmjGR1cnju90pLWF5kWOR/KDFBxxxlj06Vas/FKaun2ma4EvJjUgDtzjj61yU6R3MDwTKHifg7xnFGnSWel6fLZxxmNiGK46ZOMGm5tNJmTirNrc6uz8IxLbhpoA3puGatwWNlaTKkiqoPQmvRJreKCAIygY9a5DWNMWUsQMqaiUWlc7VU5ndkV7phtoFngw0eM8V5T4glmto7meaPzJTKGPuCw4Feg6frUunXP9k6gxeCT/Uyt/6Cfeua8aaWZrSfysZIyp+nP9KcElJMVSF4trc5a0VRdsrRF3HJDjGM+xrXuLWGA2zy25kilj3hbYYJOcAE49j+Vck1/NvjLkltoHzHt9auvqk0ttGk0jbIzgJ7en516CgkeP7R7lkvulKAqfLXBVenU/5zXbaZMtn5TgkMsgcHP0wP1rgtLKlpzKoG4gqG7he36100c7vYRTYaMZCn8OmP5Vzzdps6oO8EdTHcxHTLyZjtVnRY06cnP/1zXL6sx8i4CKdzFV64xmp4pXndkG4xqfMYDjp7etYdrE2seKp9Kn1ae1ikEhjEahy7KhYL6AcHJPp71MnfUaVmcl4qheCS33kncpbOc88cZrnoZCkgcdVORV/Vrye6it/NlZwASMnOM46VmpWsF7qSL63PoiC5FzZ206nIkjVwfqAa5TxtqUg+y2ELlcN50pH5KP51f8M3it4N06eRsKkOGJ7BSR/SuS1WZdQup72OPd5jgMG6jjgAfQVx06fvvyKuH2y5la8dYHEabCxQEheMYz2+tbOmQC8DAQxKyxtJl1znA7d6xYGmto7iWMk+dAMYPIwcEH3/AMaistTuYWOwYJG0sD2NelGCsmcNWq+Zo37y5to7aGERvHLHEyTeZ13Ek/L+nWrXh+NWuTv+YLtJPTIz/wDXrmriY3HyjMkhbaze3+cCuk02eMXqrFHuE4+Yr1UHt+BrOt7ti8PJyudtf3geYwqxZhKWU4+6cDI/pTPEgtzd3YicMsaIGOf4sAn9Sa5t7qRJJNzMWD+nAPtVfxBPPb6DJOJZI55HVid3XJNZc1zVop38css08igqIxwN3JIGRxXljHk16LrAig0KHVdO1nUJy10bXdcxLGtwVTLPEBztUnad3qPcDzR3HPPJq6LSuU0Nc5avYfAV0o8HQsx4iaQH8Dn+teOYr0HwrqEMHhCS2kJLvcNtA/4D/Wsq8HJIuLsbV058i7uJVDStlsnqp7YrMszLLn5FVg3zHvn+tMtzdTaq0CyRwSElBIwBUEf17CnW99FAVYukiEeW4jUhiQefxqOSw1IlZp3hO0qB6ngnnt61LEJFdTLH5ZjIyh5LZxyabbxpdRsYwiqXCLvYjHv/AEq+wCloJzG+0blfGA+O30xQVc7qC+istFgSIkTpMx+XgkY6U2z122g0a8sJIiJJpl8tvYHmsATu2nQTcKzYyg6gDgUy1h8yZp3QhI2BIJzmtVK5jIi1lwXuREpJLhc56ZNeceM4pLeW1VySCrN1zg8AjP4Cuzimt9S8by6Zf6lc2dnPL5cbxTxIsY65YvxjGeOpOB3rhPGH2mHVZbK4a4/0aeWNUuMb1w38WOM9M44qV8VxpaHS/DG8JivrQtwpWRR+h/pXfO3Q+9eR+Abr7P4kSMn5Z42j/HqP5V6lPKscRdzhV5J9q5a6tMtGbr93u8u1BOAd74/QVyeozst6AkahABlcZGfWtC7uRdPLcqud7AEN1HoPyFVLnhYZJJYismURGXJDe/vTirDuLvmj28DJJ461GGuFlZ2jWRRjJDZVPeklnjdYwAS4bbv5A/z/AIVajhaIyyo0eAdpjHzE4Hp2Gasq4+1xGzKSSduN49PpVyym226Fhul3EYC5G085qoJUZi0UQbevmEr29uKIbsi3jmG6MFvlWP8AzzTRDZoGdZTubkdcds571RvopZZp2GVVOg3HJIGRxRfzSW+itLbzFC0nJ6Njpx7UzxBous6Bomlale3NyLm9aTzImTHkABSgY4+8VfOO31zimr6EI+l9fGLY444rl9Lla4S4il+ZUOB60UULc1jscd4tiRYXIHKfMp7g1Rjnku9EVpjuYDGaKKnudXRHmt6BHdzxgAos3APbiq0cjCTjAPr3FFFekvhR4M/jl6mjpMXmNIGdiAM9frWrJdzBoWV9u0bcAcEelFFcc/iO2Hwm5aX0sVpcLGFXzIhuIHPJHFcTe6ncaN4ge/tCnnxSMF3rkfMhQ5H0Y0UVA1ucjNxtUdB0po7UUV00/hGz1LQW/wCLdQgjIJcYP++axLgeXNBCCSpyeeucgfyoorCH2vUHual0NkUTJ8pWZU/DPP51kXiqjPtUDLHgUUV30vgPNxH8VEJLFEw5UDOAvHOOv1rpLQm0IaM8uhyT/KiiuevudWH+EsafcyFSrkSBORu/lR4uuZLnTg8mDtEQUDoBgUUVgbI5LxJ4ofXYoIpdJ022a2VYopLZJFKRr0QAuVA5JOByea5DqSaKKumWPA+UGu/0+3jh0ewMS7SIBIcfxMQTk/p+VFFaVOhLE0Rt8m8jliB1PGRnI96SaJZXmLcbL9YQFAHy7cnp7iiiswRZsZXuy0MjYTcOFGOpwa0EgFxcN5judqnHI7GiioKZYurmR/shJA8r7oAwMZ6VLb3M0t3cRM/yeSr4HHO4f40UUdEQzlb/AFttI1G9jOnaffRTTKzR3sHmAMo4IIII68jOD3BrkdZ1C51TUJr+8k8y5uJGlkfGMsevHb6UUULctEnhx2j8RaeynB89R+ZxXrOstiwdeobg0UVlX+NAcjcZR44wTjk8/UCpL0/uYCOCZ1T174z9aKKEMqTE2zzrH/DOyjPOMdKshCImcO2X4PPtmiiqGW7bNkpaI/M8ZyW57VRhYpYOox90tnHOeBRRQiWWNZULpEZUYyI249SBzXOar4j1bUNOg0y8vZp7a1meWPzZGYlmx1JPONvHpk+tFFUJH//Z", 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tS1ZMorkLenpLNqN750X79pEXbFwBgE/l836V6LHsm8PWFpOgZfLAZD/umvP9Gc6Tq0101wrhwuSFPDDjuT2966j+37JLW3aSRwQPm+Q9SKudTszNxVhdM8J6j54lsb6FUR90ZkzuH5Ctifwx4lmjmWTVYSsoO8b2GRj6Va8NalBeQn7Oxfa2GGOldJM21ZJiZRtiYbf4fXOPWtacm43OKrdSPCfinYWNnHo81tbwxSz+c0zxrjeRtwTwOeT+deayz5BANeifFtv3WigHtN/7JXlz5zW1L4EaNanc/C+fZ4kmjz/rLdv0INe0QvgV4P8ADlyni+Aescg/8dr3O3O4YrzMWv3vyOmlsed+OtDa51D7Tp8QN3NLh0HHmEDOfrgfjWz4Ajn+2PpNyvl3EdwMxk8gMAf8am1+dLTU7WSU8LP268qaxdPu5Lf4hjWbedY7ZplMqFcsygAH+VXGrJwVN7HXhJ+yquouzR7xdS2tpIsbkAYrI1CP7FImrWRDKv3h2IPWs3xRcfb7aK7sZAzhCwAPB46GqHhzVhc27aS7li0XAbsQOlZqN7vqjS1kr9RdS0ldbliuLZ1huWY8noRno3+NX7fwt4hgtBBFqdsse7fgFuuc56Vm6LerbXXlTSAESYUE8mvQbedZoSBv6YOByK6aVSVjysRBQlZHJL4bke8K+IGttQWVPkVwXxtB6ZHHXtXyxdSl2wOlfX+qEJcwqS58u3fl+p4xzXxk7NvYZPU10U3e7M4rQ9S0bSF8TfC9LTA+0WkkpgfHIYHdj6HOK84t0d544iuGzjB7GvU/hVIW8N3kZP3bk/qorJ8VeE7qHVm1myhD2jfvJgvWNu5x3B68e9c9OryVJRZvy3saHhSxTSrkO8jM8iYPoK2dWPnfD69hIjJ+0fL5j7QD5hxz61teGNOt5NFS8+WSQjmoNY0+PV9LutLG2F5CGGV4yDkHH1FcbqycryPXr4elzfulaxzWhy/ZLOWMRwXNwxKRoTuC/LnI9SKvacks2pXvnxfv2kRdsXQYBP5fN+lVtG0SbRdFvbeSZWvpZPlG0qsZGdpz1IO4ggY4FXtGc6Rq8109wrhwuSFOdw47k9vevRVT3UrnmuPvPQ9Ej8ufw3p9pOgK+WAyn/dNZOmeEdSEomsb6FUR8x+ZncPyFPh1i3ktITmQlF+chOASK6Tw9fxTQFULEg8jFZxm+Ywqx0M6fw34llimR9VhKSghwHYZ4+leW/GOzstOTQJraCGKa5W4MzxKF3kbOTwOeT+de/XDbRJMTKNsTDb/AA+ufrXz18b3HleHQOyT5/8AHK0UnJq5jBHmscgOATjIxXffB28/0rULYnkokgH0JH9a83jHmAHnNd18Io2/ty+lAO1LfaT7lhj+RoxOtJm1NanvlhJhX+lcjrE2zxFan1uG/wDQDXS2EnJHrXH+JrhLTWoJJM7Vnzx15U1wR+BM36nJa7FnxzfT7oERpYwxEvzHIGcjqKv6tcTXViyw20EdoxWMyAfMx3bc59fX6VjalpketeMHuxci2tpJV3t5e5wAACQO/wBM1ua1byX8t1tmjhhcDamCfn6kjkADODjBOSfWuyjO0HdlVIq6Ox8Inyta+0LG6xmNwC3rkdKtavow1a6SW2dYrrefmPRhnv8A41m6Nr0MfkxTOcIpyFXPJxWtaarbi8iVjIpDc5XHU1Mpu+hlOKLFv4X8RQ2nkQ6nbLHu34BbrnOelVbzw5K19EniB7e/SVflV8tjbn1HHXtXc28wmgON+CMZUciub8SOEv7KMs52Qty/U9ufyrSU21Y5I/EfLng2YweLdObPWXafxBFeyXaefLEp6AE14n4XCt4p00M20eeDn+Ve3vzhu+K5MV8SOqOhYiKxzoq9lxS+IL0WvhyeYnkYC/U9Kp2xIkLEkkmsTxdqXmQJZqdyx/M6g9WPT9P51jTepozlkmLWzBW4Mme4zWgJpfskqbumOh6/jVWxhfd5ZX5VYk7jnirUyq0bY2sSDwegrRM0WxDbXDABucYyQea2Hn3m1RV4ZskH0xWHE6LHhTlyQOnI/GtFZl823bGFGfmY98dDVGcjp9M1SbTJTJbCONjw3yjBHvU9v8Rri+YW8l0qvJI0Bj2KpODjp1Fc9HO0igkbecAqOvtVaS0szqUWoywL5sZDEqMMMdD9abk4oy5YyepX+KV3FcjSDE2QolB/8drzhjzXY+PrqK6lsHi4VUYEZ78ZNcW55rvou9NGPU6j4fH/AIrC24zhJP8A0GvcrR/mUV4Z8O5UXxYgYDLQuF9jx/TNexverZWz3DkfIpPPc9v1rz8S/wB8dMF7px/jS/EniQwKeIWA/wCBEc1kwzSC4lcNn5s0y7ElzfvcEMz79ztnrnNX44dsYMm1SxJPrSNYM2dH8US6ZqXk3BMtpJkHP8HvXc2OmQ23ii0ukx5Fzb+YCP72QOPzryaVFWZS2FBHYHn3IrvNF8SG4tNHt1T95ZyGNmP8SFgR+gp2uzaNTSzNLVdGC+I763gcOqyKw3cEcZ4x6Zq1feLrjS7VWkmhSVSqM4X+E8c5460l3dvH4nlm2fLcyts3d16VheILNJlnt7pAVAKkN71s48sdDzpS55e8bmn+KY9Xt5Lqa4EpIaJSAPqelfLr8ufqa9t0ea00iynsEjKE7mTnjJ714i2Nx+taYeV0wtaTR6z8KeNE1D3uB/6BXdQ7WTawBUjBB7iuF+FjJ/wj92Afn+0/N9Nox/Wu1hbAH1rgr/xGbx2IYrV9CdpbSZIrGUgCJjwrk9BnsauarCl5YtdQ/JcxDse/+FYPiK8gmgNu7nFvh5FHqen+feqMeuXEMDyOyKjLt8v29z61oqbmrnXCvyK82Wbm8fV9DmcHF1bgFgDyy1z1tcvgNzjGSDzmrGmagDehkYfdIcDnI54NVSY48hMZcgr7DtzWjpyirmEq8aj03O60qzXVbGZN2zybczkkZzg9MfiOa0dEludJSWS3SHyXHziRiFPvVTw0+3SNQ2g+Y9usYz7suR+lXY5lk0lh3jfBIHXg8Voou1+xyzlrYfe+NpYruKx+1xqs4Cqi4PB7AnnFebfGO5ju/wCw/KbO0TA/+OVrX9lZrq0F+8W57c5BHUDOePpk1zfxHY6i2mzWkbMkSsGA5xnGTSpy9+zFypWscBDkHHNd18JZimt6lDjhoQ35N/8AXrkLSyuLiUiKJm+gruvh5Yz6frlyJLdoleI8t35GOarEyShY3pU3K77Hr9lJhxXnXjfUFl8TtCpyIWAxj+LHNdlJfLY20lwxGIwSM9z2H515bqEjT3s107fOG3sxPUmualrHlQNpaslimkFzK4OfmyR61JdTyfbTlmbdz1449qhW5WFdzNHlweuOpp0nlPIjblBI+Yeg9TWvs2kP20WbGkXWJfn5ITOT37V0J0wLJBMMO06CZQQQVGSMcfTOa5bSnWS7IwdhIAAHuK7O1u2juY3kG6NWMK5GRgE8U4RvoZ1JWNiXxNeWFu3nvbxTRR53hssQDjntWOnihNamW5kuBLgeWpGB744qp4jSKcTxSDK72HPcHgj9a5m2+y6TZTWkSGMkFl54ye4qZTaauZqK5W0eQW1w1teRTqSGjcMD9DmvfYphNCkinh1DD8Rmvnsda9o8LXZu/DVhITllj2N9V4qMSrrmNEbLzrbxPK33UyTXF3k5eG6ncbpHy2T1U+1bGt3saoLQk5kO449AeB+f8qw1Ej3LQqyROTtDnlRj+tYwXUq5Rs3lkyNqgg/Me+f61K8lw8J2lQPUnBPPamwTwoQcqwPyMI1IJIPP40RIs6uECKN4RdzYxWpVyRfMx+8j8sp1QnJbPcmr6yYuLc5IQcMDyQPUetQkhcwTGN9o3K4GA+O30xR57efCogCmQblJHT2FBLZpG52psC4XkLkYzio7g5tJBGpLEqCTxjNQ28yzTpGZJDtfILcj3/DjpUdhE+seKpdLudWltY3WTy/JQNvKoWC+gHB5Pp71p0M+pzPiWJ4ZIA5J3AseSeeOM/gK56RsCr+o3k1ykJmlZwMkZOcZ61lsdx47V003amkgtqbvgubyvF2nn+9IV/NSK9W1yYyLFbg/Lne+P0rx3w9IIfEenSE4CzoSfbNd5rV/9qklntlyhZUbd1zjjH4CuapTvUuWpWQzU5il8ESJQgUErjIB9akPnR7eBkk8dcVWy621tLNcQFJVZIonTlWH97Hc1J9uhuFjTBaUNt8zkKRwP/1/Sly2GpDh9oWVnaNZFGMkNlU9zXU+DzFBqCNMQwjkXJI4IIrEjt3h82WNosA7DEPmLYHXHYZrR0uWM3u2NUCzqWZ8/d74/PpTi7MUnodPdaqBexsA8kcU5ZcngAnkfpTfEWrWuqyXV3ApWNpFCg+wrAuJHdnTaWO/jBwB9Kr+IHbTvD8qQsUuPMX5wcHB61o3dGTWpn6hFNPLcOmVEY+UbuSQMjivKXbn3r0zWVhg0KLVdP1nUJy10bbdcxLGtwVTLPEBztUnad3qPcDzA/MxJp0tL2KPR/hZdhbnULUnlo0kA+hwf516FNdJaW8lxIfkiBZvoK8k+Hc5i8VxJniWKRP0z/Su58U38ItfsDli0xDED0B4H4n+Vc1an+8sWnocg+p3TpezygvLNKJOT93LdBWiksv2547iBt4AOx1xjPt/Wsw20jyXEARUkwRkH5SV5xn14xU2oX04uIsglBGoAJ7YrupQTic1eq4ux1KRw2DwXM8O6B4WYGBcYZgQAx6df5Vju6SONhUhEAKr0I6D/wDXVUanNLCq3DHy1wuzsR6Y+vNS6aUJn81AM4KBuMhe361VRJQZjSm3USPR9FlSz093Vtr+ZGwPXPcD+dXbWWB9I1KWRtgOwQqeDuLf4ZNcnFcyPpsUwDRjIXH06focVNBLJPI0fzGMHewHHT29a51LodTQzWRs85EBLNtXrjGai0DQ5NQvZUcFwgVjySATnIz+FZkMsF/41k0vUNVura1nk8tZY5okVO5LF+MYzwOScDvXcfCWCf8AtjxNa3X2g/YpkjVLjG9fmk+9jjPA6cVnJXNKT5WmPPh21s/m8hVI64GM1p2FhaXcRWAqJFHTvmuj1S3inRlXGR2riL+3u9MnF7ZkiWPkx9A49D71jKNtzrjJNGb4qguYoVg/gV9z4HJHavPLibzL28QxFY4WVsqMg5A49q9Zur638QaWLmIYkxh1I5B9DXk+sxT6dq1wVLCOdB0PHHGD61tQj71u5zYtcsOZG1p1qtzGUWGJSsbOC65JwM8d6pXLQwW6usTxuAyyNIfvEjov0rJsdVuIHDxttP3cg84plxK1ySnMjM2Gb2zXaoo87nfU6fQ1BnYtzt2knOMjP/166tb3dAkC53eYWX/ZJAyK5PT5k+1qsabhOPmK9Vz2/lV43DxvIGY7g/pwD7VxqVjtlqbniCWJrq5SM7ljbaW9T3/z7VxeqRSXF1ckblVBwu7rgAjiruvzT2+kGUSPHM7q5IPXJrM8QaNrOg6PpWp3lzc/ar1pPNiZMeQAFKBjj7xV847fXNElcUNDzIV6l8P5Gbw26k8JOwH5A0UUq/wFBqfzahLJ0ZemPYVn2LFuT3IH04zn60UVnHZDK7IGErH+G8EQxxxjP9KIGa5kaNzhcj7vHU4ooqwRaWETzNvdjtUkfgadezPLPabsYiX5QBx1oopdQJ7PEl5NuA4hDjA6HI6fmawrjU7jRtea/tNnnwyMF3rkfMhU5H0Y0UVRPU5SXjCjoOKaoG7FFFdFPoDN7wrDHLrDtIgbyoHdAegbgA/rW5f/ALuSGEElTk5PXO4L/KiilL4hM0LziwtyAATcLH0zxuwTz3NUixsZp/JP3bl0G4ZwFOBRRUPYaNcIRE7h2BkOG5/2c1es82OHhOWkj5LDOOO1FFQMrJcywWUwRvu5YE8kdKZ4kZn0ZZGJZmETHPrgUUU2R1OX8SeKH12KCKXSdNtmtgsUUlskilI16IAXKgcknA5PNcivLUUVpSLOi8EEjxdYf7zf+gmux10BtWkk6Mg4x3wMjNFFTL+L8hPYzdHO+IyEfMSB9MjOfrROikTIwBCXBVc9hgUUV04fdnFjPhTM1GIn44PY9xzV3SovNaQO7kAZ6/Wiiit8IYf4jZe8nBtyr7do2gAcEZ6Vt2t7LFBcCMKpkiG4gc8kcUUVyHWcTfa22kajexnTtPvoZplZo72DzAGUcEEEEdeRnB7g16f8BL+51W98XX17J5txcPBLI+MZY+Znjt9KKKTLR2GszyW98rRtg7gMVHrUSG2345K0UVK2ZvDc85tppLXxBJFE22OTll7GsjxmiqqyLw6yLgj60UU6XxIuv8Eji5GwWwoHzHpT9zMqncVA6BeB06/Wiiu+XU8Sn0OkgJtQpjPLpyTU+nXMhyjkSBORu9u1FFcB6DH+K7qW6st8hGVEQUDtwK4zVfEerahp8OmXl7NPb2szyx+ZIzEs2OpJ5xt49Mn1oophE//Z", "info": {"video_id": "3647", "label": "putting an ashtray and a glass on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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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tS1ZMorkLenpLNqN750X79pEXbFwBgE/l836V6LHsm8PWFpOgZfLAZD/umvP9Gc6Tq0101wrhwuSFPDDjuT2966j+37JLW3aSRwQPm+Q9SKudTszNxVhdM8J6j54lsb6FUR90ZkzuH5Ctifwx4lmjmWTVYSsoO8b2GRj6Va8NalBeQn7Oxfa2GGOldJM21ZJiZRtiYbf4fXOPWtacm43OKrdSPCfinYWNnHo81tbwxSz+c0zxrjeRtwTwOeT+deayz5BANeifFtv3WigHtN/7JXlz5zW1L4EaNanc/C+fZ4kmjz/rLdv0INe0QvgV4P8ADlyni+Aescg/8dr3O3O4YrzMWv3vyOmlsed+OtDa51D7Tp8QN3NLh0HHmEDOfrgfjWz4Ajn+2PpNyvl3EdwMxk8gMAf8am1+dLTU7WSU8LP268qaxdPu5Lf4hjWbedY7ZplMqFcsygAH+VXGrJwVN7HXhJ+yquouzR7xdS2tpIsbkAYrI1CP7FImrWRDKv3h2IPWs3xRcfb7aK7sZAzhCwAPB46GqHhzVhc27aS7li0XAbsQOlZqN7vqjS1kr9RdS0ldbliuLZ1huWY8noRno3+NX7fwt4hgtBBFqdsse7fgFuuc56Vm6LerbXXlTSAESYUE8mvQbedZoSBv6YOByK6aVSVjysRBQlZHJL4bke8K+IGttQWVPkVwXxtB6ZHHXtXyxdSl2wOlfX+qEJcwqS58u3fl+p4xzXxk7NvYZPU10U3e7M4rQ9S0bSF8TfC9LTA+0WkkpgfHIYHdj6HOK84t0d544iuGzjB7GvU/hVIW8N3kZP3bk/qorJ8VeE7qHVm1myhD2jfvJgvWNu5x3B68e9c9OryVJRZvy3saHhSxTSrkO8jM8iYPoK2dWPnfD69hIjJ+0fL5j7QD5hxz61teGNOt5NFS8+WSQjmoNY0+PV9LutLG2F5CGGV4yDkHH1FcbqycryPXr4elzfulaxzWhy/ZLOWMRwXNwxKRoTuC/LnI9SKvacks2pXvnxfv2kRdsXQYBP5fN+lVtG0SbRdFvbeSZWvpZPlG0qsZGdpz1IO4ggY4FXtGc6Rq8109wrhwuSFOdw47k9vevRVT3UrnmuPvPQ9Ej8ufw3p9pOgK+WAyn/dNZOmeEdSEomsb6FUR8x+ZncPyFPh1i3ktITmQlF+chOASK6Tw9fxTQFULEg8jFZxm+Ywqx0M6fw34llimR9VhKSghwHYZ4+leW/GOzstOTQJraCGKa5W4MzxKF3kbOTwOeT+de/XDbRJMTKNsTDb/AA+ufrXz18b3HleHQOyT5/8AHK0UnJq5jBHmscgOATjIxXffB28/0rULYnkokgH0JH9a83jHmAHnNd18Io2/ty+lAO1LfaT7lhj+RoxOtJm1NanvlhJhX+lcjrE2zxFan1uG/wDQDXS2EnJHrXH+JrhLTWoJJM7Vnzx15U1wR+BM36nJa7FnxzfT7oERpYwxEvzHIGcjqKv6tcTXViyw20EdoxWMyAfMx3bc59fX6VjalpketeMHuxci2tpJV3t5e5wAACQO/wBM1ua1byX8t1tmjhhcDamCfn6kjkADODjBOSfWuyjO0HdlVIq6Ox8Inyta+0LG6xmNwC3rkdKtavow1a6SW2dYrrefmPRhnv8A41m6Nr0MfkxTOcIpyFXPJxWtaarbi8iVjIpDc5XHU1Mpu+hlOKLFv4X8RQ2nkQ6nbLHu34BbrnOelVbzw5K19EniB7e/SVflV8tjbn1HHXtXc28wmgON+CMZUciub8SOEv7KMs52Qty/U9ufyrSU21Y5I/EfLng2YweLdObPWXafxBFeyXaefLEp6AE14n4XCt4p00M20eeDn+Ve3vzhu+K5MV8SOqOhYiKxzoq9lxS+IL0WvhyeYnkYC/U9Kp2xIkLEkkmsTxdqXmQJZqdyx/M6g9WPT9P51jTepozlkmLWzBW4Mme4zWgJpfskqbumOh6/jVWxhfd5ZX5VYk7jnirUyq0bY2sSDwegrRM0WxDbXDABucYyQea2Hn3m1RV4ZskH0xWHE6LHhTlyQOnI/GtFZl823bGFGfmY98dDVGcjp9M1SbTJTJbCONjw3yjBHvU9v8Rri+YW8l0qvJI0Bj2KpODjp1Fc9HO0igkbecAqOvtVaS0szqUWoywL5sZDEqMMMdD9abk4oy5YyepX+KV3FcjSDE2QolB/8drzhjzXY+PrqK6lsHi4VUYEZ78ZNcW55rvou9NGPU6j4fH/AIrC24zhJP8A0GvcrR/mUV4Z8O5UXxYgYDLQuF9jx/TNexverZWz3DkfIpPPc9v1rz8S/wB8dMF7px/jS/EniQwKeIWA/wCBEc1kwzSC4lcNn5s0y7ElzfvcEMz79ztnrnNX44dsYMm1SxJPrSNYM2dH8US6ZqXk3BMtpJkHP8HvXc2OmQ23ii0ukx5Fzb+YCP72QOPzryaVFWZS2FBHYHn3IrvNF8SG4tNHt1T95ZyGNmP8SFgR+gp2uzaNTSzNLVdGC+I763gcOqyKw3cEcZ4x6Zq1feLrjS7VWkmhSVSqM4X+E8c5460l3dvH4nlm2fLcyts3d16VheILNJlnt7pAVAKkN71s48sdDzpS55e8bmn+KY9Xt5Lqa4EpIaJSAPqelfLr8ufqa9t0ea00iynsEjKE7mTnjJ714i2Nx+taYeV0wtaTR6z8KeNE1D3uB/6BXdQ7WTawBUjBB7iuF+FjJ/wj92Afn+0/N9Nox/Wu1hbAH1rgr/xGbx2IYrV9CdpbSZIrGUgCJjwrk9BnsauarCl5YtdQ/JcxDse/+FYPiK8gmgNu7nFvh5FHqen+feqMeuXEMDyOyKjLt8v29z61oqbmrnXCvyK82Wbm8fV9DmcHF1bgFgDyy1z1tcvgNzjGSDzmrGmagDehkYfdIcDnI54NVSY48hMZcgr7DtzWjpyirmEq8aj03O60qzXVbGZN2zybczkkZzg9MfiOa0dEludJSWS3SHyXHziRiFPvVTw0+3SNQ2g+Y9usYz7suR+lXY5lk0lh3jfBIHXg8Voou1+xyzlrYfe+NpYruKx+1xqs4Cqi4PB7AnnFebfGO5ju/wCw/KbO0TA/+OVrX9lZrq0F+8W57c5BHUDOePpk1zfxHY6i2mzWkbMkSsGA5xnGTSpy9+zFypWscBDkHHNd18JZimt6lDjhoQ35N/8AXrkLSyuLiUiKJm+gruvh5Yz6frlyJLdoleI8t35GOarEyShY3pU3K77Hr9lJhxXnXjfUFl8TtCpyIWAxj+LHNdlJfLY20lwxGIwSM9z2H515bqEjT3s107fOG3sxPUmualrHlQNpaslimkFzK4OfmyR61JdTyfbTlmbdz1449qhW5WFdzNHlweuOpp0nlPIjblBI+Yeg9TWvs2kP20WbGkXWJfn5ITOT37V0J0wLJBMMO06CZQQQVGSMcfTOa5bSnWS7IwdhIAAHuK7O1u2juY3kG6NWMK5GRgE8U4RvoZ1JWNiXxNeWFu3nvbxTRR53hssQDjntWOnihNamW5kuBLgeWpGB744qp4jSKcTxSDK72HPcHgj9a5m2+y6TZTWkSGMkFl54ye4qZTaauZqK5W0eQW1w1teRTqSGjcMD9DmvfYphNCkinh1DD8Rmvnsda9o8LXZu/DVhITllj2N9V4qMSrrmNEbLzrbxPK33UyTXF3k5eG6ncbpHy2T1U+1bGt3saoLQk5kO449AeB+f8qw1Ej3LQqyROTtDnlRj+tYwXUq5Rs3lkyNqgg/Me+f61K8lw8J2lQPUnBPPamwTwoQcqwPyMI1IJIPP40RIs6uECKN4RdzYxWpVyRfMx+8j8sp1QnJbPcmr6yYuLc5IQcMDyQPUetQkhcwTGN9o3K4GA+O30xR57efCogCmQblJHT2FBLZpG52psC4XkLkYzio7g5tJBGpLEqCTxjNQ28yzTpGZJDtfILcj3/DjpUdhE+seKpdLudWltY3WTy/JQNvKoWC+gHB5Pp71p0M+pzPiWJ4ZIA5J3AseSeeOM/gK56RsCr+o3k1ykJmlZwMkZOcZ61lsdx47V003amkgtqbvgubyvF2nn+9IV/NSK9W1yYyLFbg/Lne+P0rx3w9IIfEenSE4CzoSfbNd5rV/9qklntlyhZUbd1zjjH4CuapTvUuWpWQzU5il8ESJQgUErjIB9akPnR7eBkk8dcVWy621tLNcQFJVZIonTlWH97Hc1J9uhuFjTBaUNt8zkKRwP/1/Sly2GpDh9oWVnaNZFGMkNlU9zXU+DzFBqCNMQwjkXJI4IIrEjt3h82WNosA7DEPmLYHXHYZrR0uWM3u2NUCzqWZ8/d74/PpTi7MUnodPdaqBexsA8kcU5ZcngAnkfpTfEWrWuqyXV3ApWNpFCg+wrAuJHdnTaWO/jBwB9Kr+IHbTvD8qQsUuPMX5wcHB61o3dGTWpn6hFNPLcOmVEY+UbuSQMjivKXbn3r0zWVhg0KLVdP1nUJy10bbdcxLGtwVTLPEBztUnad3qPcDzA/MxJp0tL2KPR/hZdhbnULUnlo0kA+hwf516FNdJaW8lxIfkiBZvoK8k+Hc5i8VxJniWKRP0z/Su58U38ItfsDli0xDED0B4H4n+Vc1an+8sWnocg+p3TpezygvLNKJOT93LdBWiksv2547iBt4AOx1xjPt/Wsw20jyXEARUkwRkH5SV5xn14xU2oX04uIsglBGoAJ7YrupQTic1eq4ux1KRw2DwXM8O6B4WYGBcYZgQAx6df5Vju6SONhUhEAKr0I6D/wDXVUanNLCq3DHy1wuzsR6Y+vNS6aUJn81AM4KBuMhe361VRJQZjSm3USPR9FlSz093Vtr+ZGwPXPcD+dXbWWB9I1KWRtgOwQqeDuLf4ZNcnFcyPpsUwDRjIXH06focVNBLJPI0fzGMHewHHT29a51LodTQzWRs85EBLNtXrjGai0DQ5NQvZUcFwgVjySATnIz+FZkMsF/41k0vUNVura1nk8tZY5okVO5LF+MYzwOScDvXcfCWCf8AtjxNa3X2g/YpkjVLjG9fmk+9jjPA6cVnJXNKT5WmPPh21s/m8hVI64GM1p2FhaXcRWAqJFHTvmuj1S3inRlXGR2riL+3u9MnF7ZkiWPkx9A49D71jKNtzrjJNGb4qguYoVg/gV9z4HJHavPLibzL28QxFY4WVsqMg5A49q9Zur638QaWLmIYkxh1I5B9DXk+sxT6dq1wVLCOdB0PHHGD61tQj71u5zYtcsOZG1p1qtzGUWGJSsbOC65JwM8d6pXLQwW6usTxuAyyNIfvEjov0rJsdVuIHDxttP3cg84plxK1ySnMjM2Gb2zXaoo87nfU6fQ1BnYtzt2knOMjP/166tb3dAkC53eYWX/ZJAyK5PT5k+1qsabhOPmK9Vz2/lV43DxvIGY7g/pwD7VxqVjtlqbniCWJrq5SM7ljbaW9T3/z7VxeqRSXF1ckblVBwu7rgAjiruvzT2+kGUSPHM7q5IPXJrM8QaNrOg6PpWp3lzc/ar1pPNiZMeQAFKBjj7xV847fXNElcUNDzIV6l8P5Gbw26k8JOwH5A0UUq/wFBqfzahLJ0ZemPYVn2LFuT3IH04zn60UVnHZDK7IGErH+G8EQxxxjP9KIGa5kaNzhcj7vHU4ooqwRaWETzNvdjtUkfgadezPLPabsYiX5QBx1oopdQJ7PEl5NuA4hDjA6HI6fmawrjU7jRtea/tNnnwyMF3rkfMhU5H0Y0UVRPU5SXjCjoOKaoG7FFFdFPoDN7wrDHLrDtIgbyoHdAegbgA/rW5f/ALuSGEElTk5PXO4L/KiilL4hM0LziwtyAATcLH0zxuwTz3NUixsZp/JP3bl0G4ZwFOBRRUPYaNcIRE7h2BkOG5/2c1es82OHhOWkj5LDOOO1FFQMrJcywWUwRvu5YE8kdKZ4kZn0ZZGJZmETHPrgUUU2R1OX8SeKH12KCKXSdNtmtgsUUlskilI16IAXKgcknA5PNcivLUUVpSLOi8EEjxdYf7zf+gmux10BtWkk6Mg4x3wMjNFFTL+L8hPYzdHO+IyEfMSB9MjOfrROikTIwBCXBVc9hgUUV04fdnFjPhTM1GIn44PY9xzV3SovNaQO7kAZ6/Wiiit8IYf4jZe8nBtyr7do2gAcEZ6Vt2t7LFBcCMKpkiG4gc8kcUUVyHWcTfa22kajexnTtPvoZplZo72DzAGUcEEEEdeRnB7g16f8BL+51W98XX17J5txcPBLI+MZY+Znjt9KKKTLR2GszyW98rRtg7gMVHrUSG2345K0UVK2ZvDc85tppLXxBJFE22OTll7GsjxmiqqyLw6yLgj60UU6XxIuv8Eji5GwWwoHzHpT9zMqncVA6BeB06/Wiiu+XU8Sn0OkgJtQpjPLpyTU+nXMhyjkSBORu9u1FFcB6DH+K7qW6st8hGVEQUDtwK4zVfEerahp8OmXl7NPb2szyx+ZIzEs2OpJ5xt49Mn1oophE//Z", "info": {"video_id": "3647", "label": "putting an ashtray and a glass on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b0b39266444abea9e598e15a05f9b1a36e2496ee64bb0718407c342e89380551"} +{"episode": 39042, "episode_seed": 87410729, "split": "train", "timestamp": "2025-10-13T03:15:09.641137", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 87410729, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 3 pin male power plug into 3 pin female power wall socket but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "64601", "label": "plugging 3 pin male power plug into 3 pin female power wall socket but pulling it right out as you remove your hand", "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": "64601", "label": "plugging 3 pin male power plug into 3 pin female power wall socket but pulling it right out as you remove your hand", "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": "3fdcfff469e1e581a08b419c0b450ab29a5d45ba97c061a8935dc398f5faacec"} +{"episode": 39043, "episode_seed": 3499143601, "split": "train", "timestamp": "2025-10-13T03:15:12.870910", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3499143601, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paint brush'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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7r0HZdUePK1XLY881ThQuwVRknoKkmvlhf7NaNunIxJMOiey+/vXvT2OCO5emvBA3lQ/NcnrkZEX+Le3aordPLkY5JZjlmY5JNVoIxGoHU9Saslgj9hXK9ToSsWQcH3FOaUKpJqs0hDH0FUb+/SCJ3dsKoyaluyKSOc1fxBeya9cWsWRDFheGwCcZqtPO1vbm4hQQT9fNjY7gfXINZfnSnWLqbzWjkaUsQBnirlzcSS2zqxUnbya0UUkee5N1N+pebxFeppsOmlomtX2x4RAr4JHAb1zzz3r3XRbO1sbSK5u1juNQO5pLwRKHYtjPI6DgflXzVO7JAGXnBGcV6BafFq7s4k+36FOIwMeYgZFbjryMfrXFUpyl8J3U6iUrSO48fzrO2ntGSR+85/75rl7VWaRQAWJ6Ad6pp4oPi7U5jbALbQKpjTGNmc5LH8KS41AN/otmfkJxLMOrew9BXfQi40UmZTkpTvE0Jr0gmC2I8zo8y/w+y+/v+VJEixkBRj3qtAgjQKoqy7YCn2rN6mq0LOcYoMoRck1WaT7uT0FUL++W3gaRjwoyaTdikRaxqW1PKjJ8xx27Cubj09pLhbi3ka3njOchA272IPWqdlqVzezNO4GWPVz2+mKdqUrm4haQnAJAIOAOKOSyuc6xHM7W0PTPB/hnw1q3hn7JPeXNlqlrIZfMMmzycggFc8Mpzk55ySK7Lw6I9K0iO2gZQ55eTao81+7nHGTXjXgTWodJ8WAXiiSxu4DDOrDd8uQQcH0xXvVxa2S2qXBeKG2ADLcRthCuOM4PH8q4Kylc6qc09ySKa4unMZG0jksOw9a8eDfMcetSeJviFfRRCDSJWgt2O3z1cb3A9BnK/jzTbeMuCxIVVGWduij3ruwNOUU2+tjLESTaLlqrEkAEnr9P8KJb3zmMNsSIzxJKON3svoPfvWfLfC7Y21sClt/Ex6yn39varUKhMKBwK2qPXQmC01J7dFQbVAC+gqwrYNVt+18e9DSYZjn6VkaFl5gik5rmdc1HeTbo/X75H8qs6pqS20LN1Y8KPU1hRyqgZnO+Qkkk85NQ9Sk7Iyf7G2iTMUTW8igCXkyRYOcj144xxXq2q+A9TuPDFrNp3iCOeyaKMyxoTsUhh88TZPbAxxnFcLayZXY+dp5wK9I8DyWl/ZnSTLLFJG5mRY5innA9VIHBx1wazquSV0ETyfxB4e0rTtXvLeTxJIbuFgCJ7Btz8ZBDK3vjNL4IG+W9I5J8vgc8817rqfhTTdSkaaawtrxkXB8+BWkX29a4TxDZaV4fkRtDsILSe6LCRoicKFxj5ScA8npVYeunNRe4qsPdbRBNd/ZNsMRDXX5iL6+rfypkEW0MSSztyzE5JNULJNgJJyxOST1NaMTc/Wuid7mUdEWImHSlEg5+tVg5Ukk9KiknGMCobsWgv74QQtITwo/M+lc0wadWuJpGDtzj+lR6lfefcgK2Y4j17FqjjJdVBP5VBVzXsJZIri3vLSQw3ELBkkGMg/57V7Lb3F9rlpYXO+2aIRht65RzJjDLjoORXhTNLbusiHdH0dNuSPcY/lXY+E/GJ0dpol2X9g5/eRg4w3qCe/rWVWHMroFJJ2PRS7oxWeMgqSN3HGK2La6iZUgjjZehy2PzOfWuNtfHFlf3slpe2rCykYCFi3zp9Tn+tdWunoQrWj/ulHyqSc+/J61yyg47mvMpHiNxqGEa1sm4PEk46t7D2plsoiwQKrwoEQADFWFPNe49ThWhqKQB1pzuA24mqiSAgZps8+Mc8VzvQ3RLJcdcH8a5jVL37VO0anMUZ5OfvH/61WL/AFAwxHB+d+FFYkeEUn36nuaztcdyCW0uvtRubVwGbllPGaLqadbc+dabT0yqk/yq+sm45HBqzA+wjfn86tSexjKjFu5gSSLL5SKwGWUBfXkV7TfePptQshbTWEA8xWiuQCSsyEY247cZ/pXCPBDIVbCFhyCQKp6VHJqviqXTJtTntEKyGLy03FmVCwX2HB5Pp71lyJmi0dzb1HSdO09xc6CPsun30aJJa5JZHjGDlsnIbcD65zUcKhAAB0rC0C9uL0StPK0mApG7tnNbqmuummoq5nJ6mlHJ8ik9akaQBAT27VRjk2rSzz/uzWUtGaRd0OluPmOeK5rVr37TO0AJ8uNTnHdsf0qzqN8YFyDmRuFBrFRtpJJz6+5qCrlbSppYYgFuCMAfLg1Pey+bsZm5DenWq0Vte2zlrcI8THO1jnP51JcR30hjP2Q8Nk7AP1rVtNHFCElLVFdoppb6FIJdkj5AJ7H14rTaw8RW1siwas1wm4AQ7mCjPfBOKgsbaf8Ate3mkt3VFJJZhgdDWvrU0ttYs8DsjBlAwaxTZvyq7ucYY5HnLz3ARmlIlHcEHk16TPePeqsUYMdqvRO7n1Nc74i0XTZdDh1a11G8ndrn7L5lzCsYuMLuZ4gOdqk7Tu55HPUDfjGFFdFO4SSVixAQhGBWkGArLXg1bSXgZomuo4MtySBTu71TkuAASTwOtRz3GCDWBqV8QpgU/M/Ug9BWMjVEN3eG9uGkByinEa/1ohJA54J61SRtijHB7VZUlicrye9SM0kYYGDz7VdtLia0uYp4JGilRgyupwVIrMgbymUFQea0D5chGDg4pWEdc3jrW5bi2lkmj3wjHyrt38/xDvTfGOt22uWumTxpFHOvmecqdQTt6/lXC6Q8WoeLjpl/qN1a28kmxJIpY41j7ksZOMYzwOScClt2uY9V1KzuXuCbaYxqlxgOuCR82OM8DOOKqnTXOmTOXus1YHw4q6knPXpWYrYNT+dtGSa2qLqZwZPPPjPOMVjajfmK1YIfnf5Vqa6uAMsxAABzXNS3BuZTKenRQewrF6mqJY8BVD8rmp0Yj7pqqByv1wBV21QOcgFcetIaL1oVdwGPzVcAZXJDZXvis4YUg9DViKbAIxnPf0pMC5HL9BmtfTfEGoaa6tbXbqF42MdykemDXI6xdyQWLNC5Rg6gMOtP1zSNb0DQtKvry6uVmvTJ5kJTAgwEKBjj7xDZx2+oNHLdCvY0V6U4E4ooruZzkm4hc1XmdioP40UVzT3No7HMTyNNeTFz9xiq+wxSjlR7Ciio6D6lq3+crkD8Kt7BtJ9OlFFJlEkTEOtYb6lPpHiOS/tdnnRO23euR8ylTx9GNFFC3Ey34XAUXIHQBB/OuhycUUV1Q+EwluPBO2qs8jBG59aKKyq7mtPY5u5leS8lZjkqdo+lCscZ7jmiio6FdS3Agyh55HrWgx4yODiiipAYhycVV1xiNLYdRvXrRRS6iKmseJn12C3il0rTrYwIscT2yOpRFzhAC5UDnJwOTzXUr9wfSiiumn1M59BckAU8sQnFFFVP4RQ3KdxKwUEHmuZDtIXkc5Yk/wA8UUVzI2ZN2PtgVctCXlwxziiikMtHjjHepI2KMCp70UUgMaTW20nUrxDp+n3sU0odo7yDzAGUcEEEEdTkZwe4NXNIvbjU77UL67k8y4uHEkj4xljnt2+lFFbU90ZT+E1s/NUczkAc0UVpV+EmnuYeqSu21CeGYA1TP3hRRWC2NmWrfk7jyQKuWpzG+aKKQx8DHb1+8OakxtcYooqQKWsH/iWMe+9efxrOu/EGqajpkGm3d5NNb28jyoJJGYlnxnJJ5xt49Mn1ooqlsSz/2Q==", "info": {"video_id": "210329", "label": "throwing paint brush", "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": "210329", "label": "throwing paint brush", "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": "36ad29fe939778500ac27968ec041944ae6144d9be9ad8cbdaeeb5ed5eaf7b0d"} +{"episode": 39044, "episode_seed": 3511896134, "split": "train", "timestamp": "2025-10-13T03:15:14.380106", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3511896134, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a hair tie from behind of a doll'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "66440", "label": "pulling a hair tie from behind of a doll", "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": "66440", "label": "pulling a hair tie from behind of a doll", "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": "fa8f435f60514ff4103f40479b4f40769f608985302c7a09a900cab9c4aabab0"} +{"episode": 39045, "episode_seed": 72260714, "split": "train", "timestamp": "2025-10-13T03:15:16.636932", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 72260714, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 an ink filler into a small white plastic container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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pNWlKceWJl/Eu8F94jW2Rs/Z1JkI7Fj0/ID864xgFXA6CrJMkm+WV2klkYu7sclie5qs4rOKsdEIcqsV5Dk0wcGnuOaYTVFMbGS3U8VbibHSqiVOvHOaQkakUmQOasrJ71mRyYA+lWBJ70wsakEg3Y61TukQyHgVClwUcHNJLNuJ5p9ASsxf+WeB0qB+h9af5hHIOD6ionNIorP3qBzUznBNaXhbRrbxBr39nXV7JbBoZXjKR7y7qhYL6AcdfakJuxiKe1TI1VlJzTy+0UhXLqXGwYB5qRZO5rLDc5zVgTcdaDOWpdMgFUpj5kmBSmXjNLCuTvP4UDgtSeCMImMVYb5gcVCp4pxOao0ZFL0qs3WrEnSqkhIGaAGNnPtUkfyjArotd0DSLXw1b6tpeoXk4a5Nrm5gEa3JCbneIZztU4U7h/EPcDmwalkpllGwc1ZFz8u0Gs1pccCkWXbQKTuafm4HWo5ZhtI9RVH7Qaa0pK49aDPlBV8x8CtOFQigAdqqW6bVGepq2GwKaN7WQ5wOuRVSTrVhjVaQ80wImNRE4roPCOm6VrPiKHTdXuZraGc7VmSaONYz3LGTjGM8dScDvWRrNkdN1q9sTHPH9nneLZcACRQGIw2CRn1wSKRLZVB+arUL4YVTFTRGlYk2YGzyauq4Uday4HGBVjzO1MaiacM2XAFVLtwXJqssxVwQeaJJN5zV9ClGzDOQB0qtKAOlSk1DJ0NShlZqhY0+UnHHWug8R+DL7w34d0fUb0SrPfGTzYGjIFvgIUDH+8ytnHbp1zgE2c4OKlB6UUUhk8XP41KGI4oopghMnNKx+aiigodngUh60UUCKsnHSnaZqtzomqx6habPPi3Bd67h8ylTx9GNFFImWxn5xSZzzRRQQwpwPFFFIBVJLAHpV1eF4ooplwJF6CnZoopsbGPzVSU498GiigT2NnxB4tk8RW1vDNpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rnyTRRSIEFJRRQIKfGMtzRRQNblxDgCpgaKKaNWLk1WlY0UUEFvSdffRxOh03Tb+KZlcx3tv5gVlzggggjqcjOD3BqjqWoXWralcaheymW5uZDLI5GMsTk8DoPaiikQVqmi60UUFIvRHipCT60UUzQYScA0ockmiimgY7NMkPFFFBJTmJx+NXtQ8T6vqmkW2l3t9NPbW0ryoJJGYlmCjkk8428emT60UVJLP//Z", "info": {"video_id": "3197", "label": "pretending to put an ink filler into a small white plastic container", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "3197", "label": "pretending to put an ink filler into a small white plastic container", "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": "1a73fc877e43e964baf2ec7c4501f73d4bfb3b5cc5b79865dcd28f50aee265ba"} +{"episode": 39046, "episode_seed": 4196994911, "split": "train", "timestamp": "2025-10-13T03:15:17.308194", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4196994911, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 comb 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, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "204561", "label": "pushing comb from right to left", "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": "204561", "label": "pushing comb from right to left", "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": "4df6c4f600762547f62baf865957bdbea4c69d57ddf7ad4c86331d9dee0c9ab1"} +{"episode": 39047, "episode_seed": 1050209354, "split": "train", "timestamp": "2025-10-13T03:15:19.653706", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1050209354, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 earbuds into a monitor 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', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "58614", "label": "plugging earbuds into a monitor but pulling it right out as you remove your hand", "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": "58614", "label": "plugging earbuds into a monitor but pulling it right out as you remove your hand", "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": "5bf278f9bbb7db57d115c5ae5e19568fabdaa77f9676f7c434512b10d7a75b82"} +{"episode": 39048, "episode_seed": 761672150, "split": "train", "timestamp": "2025-10-13T03:15:20.787098", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 761672150, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 red marker 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', [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": "161031", "label": "pulling red marker from right to left", "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": "161031", "label": "pulling red marker from right to left", "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": "08797ad5c6d5cfd6a0a220a1a0ae28e2d4c4fe4d2e92cd933a3c7b8e603828f1"} +{"episode": 39049, "episode_seed": 3173608363, "split": "train", "timestamp": "2025-10-13T03:15:24.475694", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3173608363, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 feather behind 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', [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": "21042", "label": "putting a feather behind a desk", "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": "21042", "label": "putting a feather behind a desk", "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": "dc1785f026cdf5bb6482dd6366457ab3919d4aa69ab2abc8518d24be1ca4a8f9"} +{"episode": 39050, "episode_seed": 3650269232, "split": "train", "timestamp": "2025-10-13T03:15:25.392410", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3650269232, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering color pencils with paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "123727", "label": "covering color pencils with paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "123727", "label": "covering color pencils with paper", "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": "d1d0e5aaf7830d2e1e2fba6a354222325862b01ccc2286ec3c04ecb07bd97b67"} +{"episode": 39051, "episode_seed": 1454220059, "split": "train", "timestamp": "2025-10-13T03:15:27.937550", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1454220059, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lighter behind tape'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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", "info": {"video_id": "2449", "label": "putting lighter behind tape", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "2449", "label": "putting lighter behind tape", "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": "c3babcf56282e0991cb0e547538256122d57fc04fd0de8f6967d1707337aac5d"} +{"episode": 39052, "episode_seed": 3893980256, "split": "train", "timestamp": "2025-10-13T03:15:30.082116", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3893980256, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that 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, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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alyqn0OK3/sJhEjAY5rGurcvHKMZwawjG0mbVJXijJKFoLnH90P8Ar/8AXrrvLW28T3ax/cmtYZP++kRj/M1hNa+XHMCMbrcn/P5Vr2+99aDydRYwjn0Crj9BXWjzZM908I/8ifpGf+fSP+VcD8aUBuPD59PPY/hsNd/4VUp4U0pCOlpHn/vkVwfxlG5tFPpFdH/x1KdiY/EeOpykYP8AFya2YYRKFA6YzWUiEPGPSMfrXSWMBFvux1HFZ1HZHdh4pt3LOmBLeYSKAW7Zo1O5dpCw6d896khhdWXA6cVJPZGRdpHBGBisvZN+8a+2UfdZjwlblt+ByMEetUNQRI9pRcDODWjHYtbXThc7cZxVK/VmEnHQ5qVdSHJpw9Snp0e7ULNT0+1Kn4PxXX+BgYdc0u3ccw37xn8mH9a5eGNof3n8SyQyD8GFdb4Ry/jKFuhOpu+P++jXUjzZM9sSFfl2jawGMj+VLdApEdpZTjjmpIzypzT7pcrg+lDRFzzX4taaZZLO/XB3I8LYHcAkfzNebaNa/aZVH/TT+de2+MbM6ho8sQG50BmT8D0/LNeT6BD5GqmMjhXBH0rWcbmlOVmdNF4ckFoHMR53MH6/SootKDxtu+XC8fX0r0xoUazgjEfymMsCfc1k2uiCS6KclQehGKVKKV0Fabbucgml/vNghy5j69h7+1cnq0KWhuQYiWkK7GH8JByf0r3iz0SGLzrKaEvcy+W5UnGVBORn9a808f6OtnNcbU2ojMAOvA6VLgnLQPae7Y5PwBp/2jWXuXHyRt+ZweP1r1zNeeeGY/7Mt7ODG2WQG4k9fm+6P++Rn8a7uKXzArjkY6U32I8y0fu1RuMKQGPUHFXChc4HrVPUEJOV6jispoEzh/FluXhEg5AyPx6/0rlGiDX4GOGZiPxAP9a9VvNNW80PVkI+dBHLGMdxuyPyzXmrxeXPC2OgH6cfyxVQj7iLvqdV4a0kXVogI5PT61sy6SsBQDn3q94EtGmgdIwC6HIFbj2XmL8y9PXtVQhaVzarUvGxyy6cpKsByOSazdTsJVtg+DtJyBjrXpdrookhAVc9zWVqVnHc2wCRjMaFSPcGrqpNGFOTTPHplEKsvm4wWPl49utVdFtTd6xEijJ8wHHsqk/1Fa/iCz+zzyYHPC1c8D2BNw95Kp27Tt+rH/BR+dZ8tgcru56Zp8IttPt4f7kar+nNX1+6apRyFwG7EdKubSVIXr2oZJTvv9WdxAB/wr55vocXF77sh/OvoTUwRD/P8q8KvId4dh/y0t0b8QQD/I1MVqXEn0W2zeIoHUV3MejM2xlHBGTXM+How1/bn1UCvURbBbZBg9e9TKF3c641LQscylkFcqBSf2eEm3KM49a6P7CWbIHWrJ0r5OhyetdKtynE21I8/wBTgZIMBBtzycVkW5gtnuvOUMJIWVeM/MRxXfaxpw8lUULtK1xV1utXki2KRLhScdMEHiuZwu3Y3dT3NTn77kzcYxEVq/IPO1W7eMYEVrFHx/sxAfzFUbkGaYov/LSRUH5//Wro/D+ni8muX25Se7WIH23D+gatEcx7JpkX2fTLWD/nnCi/korzz4tp5kmkr/0yuQP++Vr0qI7+RwD61558UED3WiN23Sof+BBRTHHc8kS3zOfaJP5Cuw0zT2ltEZRnAzXPW8X+kgHvEB+XFeneFLJXsI2IGMYNZzjzHbQmopmPFYMqplcfhT5NPYkMB8ua6qay3bWAzj0FKmms6btvSt6a9yxzVJe/c4m8soohIx9MDisSGxt5Lmdbg4TymYfUDj9a9E1HSSLVmKEs5IHHSuIvoktnZZIt5Zdq5/hbPX+dc8oe87Gyqe4YN5GonVBwMxL/AOPCum8FQ+d4vSdR8hup5R9AGx/OubkYNfx5Hy+aCfoOf6V6H4A05oY4LiRCD5DSA+7sB/Q1ojlZ6JHjAFPuHO1uaZD60T4YEZobEjLnlV53z/Cg4PNeVXaJZeJHVAAoPy47rnp+HT6Yr0YSEtK7NliAMelea+J5Fj1NSflBPBHGDXQ9g6nufhG4h1LT4o5VVniTahx29K0LfSvs91ICvBJ2kKScH/PWvF/BnxEh0y6+y3+5O3mxjOR7r1/KvX9P8b+HXtAza3Z8c/vJdpH581NuqB+ZpW2nypftPO24hdu89l7Af1ryv4oXVrH5jTE+W8nK55cegro/E3xf0DS7cpYudQuOwjysefdj1/AGvnjxH4pvfEOpTXV5Jvkc4jWP7kY9B/jSvyq7CzbsdJpd/JdTPeS43SSbiRxgdgPYAAfhXounsGiBHTFeV6EwSJAT0xxXo+jTHyPbHFZrcqWxvoSG6496rz/60H1PIpyS5X0BrkVuLrUvGd3pravcWsX7zyRGobLKhYL7Dg80S1IR2VgQjTA4IdkH868+8R6T9ivp4kX92j+Yn+4ev5f0rU8C6ndXz3RvJ3mKeWybjnGc5/pWn4mCkxznHycMfb3rSC92xWxN8OtRFneRyP0+64r1O60qO4iWWEBXOGrxPR86derj/Uv90/0/D+Ve0aDqAuLOJWcZA4J7inyvcJSuP+wytb7ELIwHXGAPWqp0ZLfS7h3X95sO31AroqztavI7TTJ2dgCVPWp+JieiPB/Fti9zqcNlCP3szbfpnv8AgMmrpMFhcQWFtxHHjcR3OAB+lXNRlg0a3l8Q6gcXE37uytz1YHvj36+y/WuX024kuJRLO4LsxYn3zRUsEEz0iz+4MdOK0ojisbTJswc1X8WahcWPh957Sd4ZhKih0ODgk5FT0B7mnfncScfLjFeMeTvtIiR9x3hb6Hkf1rrNYvrmPRYb+z1/UZVa4NvmeNUWYhcs8eOdqn5Tu9R7gY62h8ye2J5lXKkd3Xn9f/ZqIrcqJH4dG2WEn7yPg/hXu0WlJe6LFPGMuSCMfSvDNKHlXoJ+6xz+Ne6+DtQ32aWjn7vKn+lPlLb0KKWWyZVYBT7irtwkcFu+VJyuBxjmuhnsI55N/wB1u5pjaajxFWbLdjjgVV1Yy1ueb3VtIw5U4wfwrhNcgEUjPjhQa95vdIt49KuFjQeYUJ3nqTXjHiuJYY/KBBYn9KIrRsmT2RwkSkXKyMOIUMrfUdP1NeoeFrBLPTdLgdP3qhrmQ45yRhf1Z/yrktC0OS/mt4dhJupA7f8AXJD/AOzNxXotnIjX1xsYMqN5KH1VeM/idx/GoatoO5vRccn0rhfiXGXi091+8hcj/wAdP+frTRqt1L42udLuNYvLS2abZG0UsaLHwDklxjGM8dSaphdR1RtXtb2e6lawk/drcbd6AEgg44zgA8elNLUa3OLkiEd+rAfKWyPo3Ir1vwBaJeWj25OGGSD7EV5ndWx2I2MFDsP0PKn88iu+8BaibOeOT/gLCnymqlodRJprwsVcHrjNaEFjGsSmXAU9fb3ropYIryBC2DkZBqJdPGwoxGzHQCmmrGb1dzhL6NpXkQKWiEhxxXA+I7URyliBgZJxXu0WkwRI5ZQzEED/AGR7V5B4zhEEEgONxJ/+vRFXuxSeyPNra0e6uiigkkCMf7znH8t1exaVEkCmFfuqqoOMZCj/ABJrkvDmlpZwrqVyvCAzbSOrEYQfgMf9911eiy+dCpP3iefrWbXQPM6SDOw5pJE4L57YrA8W3t1p3hx57Sd4ZhKg3p1wTyK5fWpvE+j6Lp93dapeiS7L+ZEVwIcbSoJx94hs4/8Ar0NAbDMfnPc9a888Y48xGwM+tFFbP4Rv4jgbiRvtI+lON7dImFuJQPTcaKKxW5RWkmkIdmYsRjqev1psXzSjPNFFJgtzr9LJWMAe1ei6R/qY/wDdoopxFPY3I/8AV49TXm+q38+k+Mbq9ttvnRStt3jI+Zdp4+jGiighGv4C+Q3yjoPKHP8AwKt7xAc2cmefl70UVpDYp7I57wbcyXl1LYT4eBQCueq89jXomhXU1vK8SuSqMQN3saKK0hsiJHaC+n8sfMPyrCkY6lfXf2v94lpGJUjP3WbP8Q7j2oopy0REdz578Q63fa7ra3V9JvkywUDhVG4jAHbpWxpZP7oe5oorlZ0rY9F0w/uBVHxoceF2/wCu0f8AOiiqM+pxOseIW1iOCOTTbCAwqqRvAjqVQfwAFiAOc8DrzWvfQpCcx5BRmCn02tgfp/IUUVURlW5jWO+k2DAIV8ehIB/rXpPg6ZysLE80UVcdwlsemKcqD6iloorICrqLFNPnI67TXgniJjPqG1zw0mw49M0UVpH4TN/EdTp0SWtpqdxCoWSEPHGf7qptVR/48T9eaj0j5AuPSiis57jhscnrWrNp3ibVUNlZXcck4YpdRbwCo4IIII69M4PcGtTwbez319ql1cv5k1wVeRiOpO40UVS3KIb+1i+1yRY+RtyEe2f/AKw/Kk8Lyst2gB4YAmiitHuPoe3aM7PYqCfu9K0aKKzluJDZSVicjqAa8S19Rf8AiO3tp/mikmCsB3HXFFFVDZky3HeJ5GtobO1iwscrM7+5AGPw5NXdFOAoHtRRWc/iKj8I/wAck/8ACLSf9d4/5mvObzWtQvbCGwubqWWCB2kXfIzElsdcnnGOPTJ9aKKbEj//2Q==", 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", "info": {"video_id": "107641", "label": "showing that vessel is empty", "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": "107641", "label": "showing that vessel is empty", "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": "9f38f8b66b389dfe5b828c85b4db6894718187ac246b1a3e146f6162f4ed77c1"} +{"episode": 39053, "episode_seed": 1500946378, "split": "train", "timestamp": "2025-10-13T03:15:31.325932", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1500946378, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending thermocol until it breaks'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "97938", "label": "bending thermocol until it breaks", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "97938", "label": "bending thermocol until it breaks", "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": "17c582f0ee634f7f8fc2f92ba2be4013d57e155b3fd17e2d760d3bf1d307c053"} +{"episode": 39054, "episode_seed": 3004685226, "split": "train", "timestamp": "2025-10-13T03:15:32.405198", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3004685226, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 padlock across a surface until it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "65524", "label": "moving padlock across a surface until 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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", 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", 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", "info": {"video_id": "65524", "label": "moving padlock across a surface until 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": "e519fd2bb24bd35476b8b682b4a3f54afab419c5fbb7d8b4bae47995d552f76b"} +{"episode": 39055, "episode_seed": 3501548932, "split": "train", "timestamp": "2025-10-13T03:15:34.047394", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3501548932, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping gas lighter into cellphone box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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GaLy4xJhSjZAJwePao9pcOQ4f/hH7y7Xi3kXYN+WKrjH1NdOnhbTJ445ZRNuZQSA+AOOnStd9Mmt7WaQleYjke+f8MUtvZ3DoBhjx6U1JsLJGT/wimkIwzC5HvIa0rPwtom4b7IN/vO3+NaCaVO3/ACzb8qvxWE8ZAZfpVBYkt/CXh7y1ZdLt8++T/WunDAD2ArOt1McQBPNSSSkDHrTTALm44LE4AH5CvnrXL8apr1/doGCSzsy7h1Hb9K94uCJInQ9HUqfx4ryTw9odhdW8xubcSTwzNG25jjA6cUnK2oWucum0dWUfU1dt7WacgQwyyH/YjJr0NNOs7WNfItIY/dYx6jvU89q4tpmDfNsxheo61HtB8hwaaJesxV7cxnuJHC/pya39H8O2tqk9vewwzFXBGCSBkcjtW1ZaS9zHIxcqVwvK85wM1Kumzy3s+1WZd+Mjp0p8zbFZIrrpelxj5bK2U/7gNXLOK3U/u4Ihj0jFXYtDnOMrj61di0SRATkZpoC/pkw27BwD6VpLIEyWNZ1pbeTyTk1LcNgr+NVsK5aact7CuJ+JWoi18MG3ALPdSqoA9Ack/wAq6oMcVxHxJhSXT9OmkXdHFdBXHqrDn+VFwOL8J63FoOupeTKrReW6sDjPI4x6HOKr3Op3OoxNFHEI1MjsFhDNhSc7enau1s9E02Bx5dlAPQ7Mn9auJDuLouI128gDAHUVEazi7xHyXVmefQaHfMhkFnPtHVnAQfqauR+G5pUaaRoU8kb+WLEnPTiutvbJ/tCn5iojxkDjk1cudHaC0l2uWZwqgAdTn/6/6UOpKWrDlSKiaXpi/N9it9x6koDz+NSiC0jYGOCFf92MVet9FuHUZjP41ej0GX+LAp6iI7JhGwwAB7DFdLFL5kStk9OayU0pomGW4PtWnGmxAo7UwuT2/erQb5aoxHBq2DkUAeb+JlKfEK0lx/r7Yxn3IzWgkZwc8D0rpNR8PWOp3ltdzq/nW5JRkfHWrCaJYJgmAP8A75LfzqJRuy0zlVaCAKGlQBFI5PNWrONRKJIbaaQ7duEiOCOvpXST2sEVlcCOGNP3bfdUDtV1CNox6ChQFcwLTTmklknntmjJwqq4GcDv+taKWqL0UVoHBGKjKVaEVhCoPSoZIhE+R901cIrhnvL++8Z3ultrNzawhpPJWNQ2WVNwX2HB5NMTOhu+Xjx71bt4toBPWuO8Hahe6l9qa8uZJ/LCFN56Zzmu2iOVFJgjn/HMRn8KX0QGcx7sfQ5/pXO6LmfR7STs0S8/pXoFxaxXcLwzLujcFWB7g1VsvDumWUCQxWq7EHyhiWA/OpkrlLQ5sGJWLGQbiMdcn8qnjQXG6JLaeUABWCxn+uK62O3hhGI4kT/dUCiHAvbn6R/yNJQQcxjLYXtwscb2ZjiyNzSOucZz0Ga1EtVQY21oA01lyc1drCKvlD0oeEOmMcjpU7LisDxfeXNh4fee0meGUSoAyHnBPIpgX+nB61T8wsMk1yeq311Do8Oo2WvajKGuPs+Z41RZiFyzx99qn5Tu9R9B0sRJ47mkxIdLnbx1rgdLhMHiXWrUDjzRKo9j/wDrr0yG2GMsOarnw7pj6g961spnkUKzbjyB7VNropHN7Y1XZI457E1ZTcTlIJ5N7BRtjOM9uTXVxWVtb/6qCNPooouP9XCfSeP/ANCpKA2zItdN1DDGO1ji3feMsg5/AZrUtNPa2hAlKtISWYqOMk9q0FbAFO4YVaVidyuIwO1KFAOam28VGRimBXmj8ttw6GqF2fmj/GueOpz3Pja50q61e8tbVptkbRSxosfQkkuMYxnjqTim6PcXz6nqdreT3Mn2aXYi3GN68sOccZ4GccUnsI6Ic4rm/Hdo03hW5OMlCsg/A11VtFuwzCprizgu4HgnjWSJxhlPQikM4TTyJdPtpiwAeNWzn2q9Gqvny0eRmGDsUt/KuptNH0+0iVIbSJAowPl6VdChQABgVPIO5y0Fpd3Luq2LfIQD5rBRnGfetWLSL1njNw8CxoQSiZYnHTngVo2523V1/vqf/HBVsPVKKQmyqkIXjFP2D0qYjJzTWFUIjaNXQqaqMCpweorP8X3tzYaA89pO8MolRd6dcE81y2t/8JJpGkade3WpXgmui++IrgQ42lQTj7xDZx/9egTO4Harkf3RRRSQx9PH3aKKCitcn/Q5/wDrm38jU6DgfQUUUyR/elIoopDRHIABxXk2s382meM768t9vmxzNt3DI5XaePoTRRTEzT8AjH28DsIx/wChV3UXSiipYEtSr0oooRQjdahh/wCPu5/4B/I0UUxFsD5acKKKYIRgMVyvjs/8U1J/12j/AJ0UUAzhNW19tYigjk06xgMKqkb26upVB0UAsQBznp15r0K0UFge+BRRUyEjWQcVIP6UUUDFY/LUE5+SH/rvH/6FRRTBlxADmpFUZoopiHEDFRS9KKKQzynWtWbTfEuqobKyu45bjcUuod4DKOCCCCOvTOD3BrS8IXU2o3+p3l0/mTzMsjtjGSc0UUMXU7aHpU460UUkCFHWhutFFUNkdvzPdf76/wDoAq5tAxRRQSPVRSMMGiigZynjv/kWpP8ArvH/ADNeeXetahe2ENhc3UssEDtIu+RmJLY65POMcemT60UUCP/Z", "info": {"video_id": "34694", "label": "dropping gas lighter into cellphone box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "34694", "label": "dropping gas lighter into cellphone box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a78a215c100fc96b2e23b6d4d8e9891752065f756c9a892eee682ed9d938e65c"} +{"episode": 39056, "episode_seed": 3080767880, "split": "train", "timestamp": "2025-10-13T03:15:38.319676", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3080767880, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 knife next to apple'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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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yMF5ySvFDA9J+CiA+MroLkhbE5J7nelcjNpMmr+MdRtocKBdTb3Xoq+Y36/412vwRtQvjC7UuSRp4ZtpxgmRTiqGjlLfVvEV3IArNqEqLuPJwx/xrnr1HTg5Lc1px5mky4nw9tWsHhgmlV2H3i2cn3FcTc2b2GpSWdxHh7f5GUdD7/jXr+g6ql+52EEZwPauX+K+mJp95p2pRoAbmFkkIHVlIwfyP6V52DxVR1fZ1HudVWnHkuuhyduyOse8EAN265zkfpTtzGdii5fJJA5rOt8iQFxkFTtPoT0rQhyowuCxGCOvXnNescRK+BbKE+70bjvUd0JI4VMQ2zEEqvUvzz+GOoqdlEa7GPJALdyeh/nVLUQZYreQMybGPzDgc81UdxMzp5CyRjC4PzfKuCB/n+dZxOImXy+SQQ2a0XTzp3AyMqMd8+wqi8hXYuzJU5bI6jFNiFKIqEjJJHyjPWvV/jWgW38OAgHMMgx36R15ZsMqySE4EYVUHdiTXsvxbtRJqvhC3Ksys0hbJzwNh/pWcnbUqKvocj4f8DRTQJcXrv5x5VVbAQdvxqr4p8LyaEPtcZMlvO2zc3VG/+vXX2+tQxXggVlyzDGD1FdNqelprnhbUIWQE/ZmaPI6OBkH8xXjLG1Y1U57M7/ZQcLWPFLYhGVVXkgg+5qy5QQKF5XJIz0yayEkebO3jb26ZrRjCkKRhU2gYPY9DXtnCW4fv/MCG2/u8jrzS265dmZNwByxz0pVUlWd+FAwP1Gfyp8EqC6+cMyk5faOeTzQIx5Ld4JflcYkIIPU4z146c0zVizXLRv5nEmTwM8nHFXV3MXB3ZRcliOnb/P0qLUrB4Iop92AwVgjcsM+v4YrRkGTJGY9zgZYkAgjGPTiu++C21PiFLJJhALKXr65WuFaQTXSyyBmwNoOeTxjNehfBOFh47lYnP+gSnHcfMlZsa3FikSbxv4utlCsW1GR8n0q14e05LXVyUA+ZtxzXO+ItT/sX4ua5OQPs73bq6r6HHP5109vrWnrm8E6Be2P5V5OMjKMnbZnoUFzx06Fz4r3at4a06wXBluLjIHoFU8/qK8nAEQzI4OMgY78Vs+LtZl1nWY5MEQwoBGueRnnn3NZVrEJWmlZSVRSzHpt9Mf4V14Ki6VFRe5hXkpT0JbDcUYDLLjBA7/jWmq+a7SYKImFA28HHb61l7VhnQEgl8F8Dhc84rWaVZWgijZsMwZl7e3Tj1rrMSHVbSSSKNweeXYHpjv8Al7VTWSRLB5HJwJcgBMjOOnPTqDV69k2RhTIWVXYHPcA9Ki+xSXCzRxtholDEN90c9/f/AAq1sR1MARbwVLH7xByvb2P41FOCUZTHghsVblZ4o5rblgzHj1IPWoXj3RKIyRtUli3QnuakD2LxxLDB8KfBeWQiO4tGYdT/AKo1h6npyXTQTlAhGG47/Wug+JcIHwU8PhVHmKbTBPGP3Rya5jw9r9tqOlQQTOq3KAKwbqcDqK8/GKStNdDsw+vunpXhZvs9gDIQAF3E+1eDXrNeard3qAeXcXDlfXGTXoOt+J0s9DuLSyk3TsmzcD90Hj8+a8zXPlLGSVH+eKzy6i4uVR9SsU0rRJVZTJGEcHAA9s1sBj5ZBU+Y+FzjgepAqi9qEBBHltGoZgcZDHtV3TpoxGXZ2Vgcg9SMdK9M5C5HASHTIbHzFvXPGKxYYpoL2JGUB2kByfvEdvXqK2LZ5Fjjn8wguxJ9+M81nby++UvhlPLgdP8A645qokszr5t1wF3gBSVYhSM5yeR+lVSnlkMyhtx7dB7VqajaT2dwrvx82Vz15Gckdqz2cS3EsxLLuyygDjd64pMR6T8Bwi+LdTdmAAtAAWOP+Wi1Q0pIruXXLfy1dhqNwxPYfOcVrfAiEjxLqrSAECzTGf8AroP8K5e11SLR/iDrkEwCWs17MFyeARI2M1zYmLlTdjeg0panVeEbE2d8yqSVLFjzT/jBOJrXRrGPmZmeQKPQAf5/CprS/tLQtdmVFj9Qe1cH4r1uXWPETXB3CKJPLjB/u9f1zXmYanKpiFU6I66y5KepjgbEJZgpwQo9ef8A69XrAkx4P3c9R1qnbwiRJJXBYJz04B/un61ZhH2a4WB3IBOSBnjvj617ZwGimJJGl4MasPkJ5NV9UtpIxE+xWRDls9A2OKvbvMuIreNxtGXIxjaT/kVBeztKLaORsnnHrnOB+WKI7iZmTyMLCHcV3MhUfL6nrn8MVmLH5qqd27AyRg5+n6VuSWc9xbM0bbkjbac8BMjPHqf8ax5JWa1jh5BU7lI6r681TJIOHlhAG3Lj8ea9v+K00MfiLwidysqi4XAOecLivF1jL3MQiJMYdByPcf1r1/49gwJ4cnhUebHJNz6ABDWU1zKxcHZ3MC70tf7ThuVXyyDnaPevSLC4Sy8OXM0xwsduzNk9gprgtO1ay1e0gkR1D4+YE8g+9M8XeJQvh+XTbVy7S4jlKngL6fpXhSpzqzjTPTS5YufQ87ijkIMhGBJlgx9KsRN/pICMGAwBnpxVcFpPLjySQMY7t7Vba3EDMy5URnHoxJ5x9RX0B5hpbgwVFJDM2ct0UVaggyUwqEowBP8AeOc1XtZ1W088SgSAE5IzyR05/GrMUkttEpVusZbb79P60gKssQhlLTRuCH2SBOi8dB3zj8Kj8RTGbUZNpzGiqoGMZJGf8n2qxcqbu7iASTDMN8eerYyTVG5gMMw3KQSV3Hrg7v1x0rWRmjL8o+e3TgZwRimNd3enSRz2l1NBKcjfDIUbH1FaUiiWWQhSHdixb2q5deFFl0+aeO4KzQIdqEZDkDJHt7VjKSW5rCnKd+U5wTTX08l1PM81zK+Xd23Mx9STUioqXKNvJVDl8Hv6CoLeRUlIMYX92CB/eyOv65p3KSevfHXFULYmVjcSMRnGc/jWjbyhYXjCgblG71bFULXmNiQA6Nzk4NXlx82GUDHTHNADHiMUm4EYJU47VaadonIQbQoxnGCfcU0Q+YyliSMZ+U9B70mjWv8AwkPiiSwvNRmtg0cpiMce4s6oWC+gBxnJ9PegC6EWWNRyNzYYgZOT0GO9TLcLHoN0Yy3ns6J83J9Bj361k6DeTXNnMZZZC+IzF3wxJ/pmrT2zNZF8SYbLZOcMc4H+NWloQ9zHmUlX7kEAnFBiYALwOCT6dK0G2NCVZePOLMAOcj3qW00g6jvzIUDYRR0xu9fwrOTS3KjFydkZE+v6vqNhFpd5qd1NYoylIZZSyqVGBgH0FRqhERIcrjO0jqTUms6UdEvnhdhOuxXjkUY4JxyPrxUchDIpTACLknPfrQmmroppxdnuSGUx2yRFiXyWPpn+tTQKIzl13D64waqRsPNjBT5c4PbrWgoABBIBB4JOcCgW5PdA3DPIOGyCee3akgk8uJ2ZQWDEf/XpwDNuAKj5cnB4FV9Qlks9NZIWIMjAnjn/ACaYGlBIZn2SEfLwABxmpLdIxdxJNIwWRxuGOAQRx059OKh1OwtLHQYNT0vVr+YPcm1zcQrGtwQgZni/i2qcKd3qO+QJbhd95tSR2hQsybV5J7/jk1USWyrrszT6ncAlfLWQqMZxnPNZKId7tt4H6Vqunl3qiX5jvDEvyC23JFVxCJCViyZGYkk+54qWIisfEOseGrn7RpN9LaSyoA5jx84B4BBBqk0s17dSXk7+ZPcSM7kjksTkmtfVPDFxHp82oJOjpAMMh+8VHUj86xrZo0MqhWXbwATyCalST2NJQlDSRZiaWO4G+ZmiQZIySAcdKaGaZ2bOec59SagBKHDrnjOPrVu1AMKuARzhjkD/AD1p2sDk5bl2J4/sjxBSEZgWyevH+NRKjpcASEHL85PcjrmpEXCtjbj1zz9Kk8p/ODucFcOMjj8aBEi3Wx8xjA+7u9/ap5I1EauJNu0FuMk5HJx+FVdAjs9b8WGy1O9uLOCdwElilijWI9SWMnGAM8DknAp/+kWeoapaO06PbytCEuFXzFUZyGxwDgDOMj0qo7ibLt/KsWh2ywMpeaVix6Eeo9PTmuZkXcRgdW5ramidIovmdkQgAepIy3H0qqywmG3zjCoT8vf0zTZJQk3xqzL8pjAbI7EHqKsat4o1vxQLaHV9RlultyzRmQLkZ68gDPQVet9Cn1KNlWZYy7bRnoMckmsG7s302/ltbhczRybNyn5SCO314NZqSbsackkuboSKJUi3xSGNugC8bqmkmPlwxbyzAcg+pqGc/OWTOxOM/pSwFHuFXb2xx607dQ5naxds9sUyM4JKsCMGpZ0Z3Mi8Hflh23fSmouQOAWB5DEflUxR2RwDgA8kc4/zmmISCRVt0wuXbgDP860LeU3DhzgsvCr0Hrj+dY+ozPb6esMbYO4NuA557Vpa14e1fw1oOl31zNcLPemQyQmPAgxsKBjj7zK2cdunrQFzTubOEeFo78Aid5Mkg9PmIwKy5FCLBJyzPuLFjnnFFFaSM0Q2I83U7FWJ2k8j8Sf511tr88zq3KljkUUVx1tz0MHszgr2CNItKkUYaS2UMR3wzAfoBUN2BHK4HPyk8+uaKK2jscs9wLnyIU4xtJ6ehNaFsoberDICg8/7v/16KKoRFFPIMKGwG4NVpNRn0LXTf2ezzoZHCbxuHKlTx9GNFFBLNHwTbx3l6LaXPl5X7pweAavFCb2a38yTyo5G2ru6f5xRRWi2IZRkOIwAAP3Oc+ua3NGGNLt3BO55GJPfjgfyoornrbHVhfjIvEFtHcT4kGc6fMxPurqRXKRoDaMSTwxAoopUvhKxPxhGQty42qQIycEZ5xnNWIOSzEnO5T+ZoorU5yzP+7dSvGVGfzqK9Yz6c0shywkUe2MGiigGM1fxXJryW8Muk6ZamBEiiktUkUpGucIAXKgc5OByea3rgNa2dldQyOssjNuOfpRRVx2IZT27lZ2JYiIsM+ucUmm/PrcEZ+7gHHrgZFFFRPYun8SOimHm6TeI/KmGTj/gJriLyFIdThKDHmwwyN9Sik0UVz0dztxWyIWUBJGHBXGD+NSnAjiCgLlFY7e5/wAiiiug4y8samGXPUbsH8B/jSpM+9os/KzAE96KKAKJ1xtFvLqH+ztOv4ZpQxjvoPMAZM7SCCCOpyM4PcGtLSLqfW77U76+kL3EymaRxgbmIPbsPYUUVUdyGK93PPH+8kLbEwP8/iajvQITIqDAUqBRRRISOj00lLKzZeC0ZYn1JPNYnie2jae+kI+ZFtmB9zvB/SiiuSPxnpT/AIK/roYI5gjz/nkVNEFWWcbQ2wDaT25H+NFFdJwIntRuK7iTlu/0P+FTsTFJ8vTKnB57UUUhkGpkvppmYneW/wAKqz+JNV1HS4NMvLyae3tpHlTzJGYlmxnJJ5xt49Mn1oopks//2Q==", "info": {"video_id": "120651", "label": "holding knife next to apple", "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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yMF5ySvFDA9J+CiA+MroLkhbE5J7nelcjNpMmr+MdRtocKBdTb3Xoq+Y36/412vwRtQvjC7UuSRp4ZtpxgmRTiqGjlLfVvEV3IArNqEqLuPJwx/xrnr1HTg5Lc1px5mky4nw9tWsHhgmlV2H3i2cn3FcTc2b2GpSWdxHh7f5GUdD7/jXr+g6ql+52EEZwPauX+K+mJp95p2pRoAbmFkkIHVlIwfyP6V52DxVR1fZ1HudVWnHkuuhyduyOse8EAN265zkfpTtzGdii5fJJA5rOt8iQFxkFTtPoT0rQhyowuCxGCOvXnNescRK+BbKE+70bjvUd0JI4VMQ2zEEqvUvzz+GOoqdlEa7GPJALdyeh/nVLUQZYreQMybGPzDgc81UdxMzp5CyRjC4PzfKuCB/n+dZxOImXy+SQQ2a0XTzp3AyMqMd8+wqi8hXYuzJU5bI6jFNiFKIqEjJJHyjPWvV/jWgW38OAgHMMgx36R15ZsMqySE4EYVUHdiTXsvxbtRJqvhC3Ksys0hbJzwNh/pWcnbUqKvocj4f8DRTQJcXrv5x5VVbAQdvxqr4p8LyaEPtcZMlvO2zc3VG/+vXX2+tQxXggVlyzDGD1FdNqelprnhbUIWQE/ZmaPI6OBkH8xXjLG1Y1U57M7/ZQcLWPFLYhGVVXkgg+5qy5QQKF5XJIz0yayEkebO3jb26ZrRjCkKRhU2gYPY9DXtnCW4fv/MCG2/u8jrzS265dmZNwByxz0pVUlWd+FAwP1Gfyp8EqC6+cMyk5faOeTzQIx5Ld4JflcYkIIPU4z146c0zVizXLRv5nEmTwM8nHFXV3MXB3ZRcliOnb/P0qLUrB4Iop92AwVgjcsM+v4YrRkGTJGY9zgZYkAgjGPTiu++C21PiFLJJhALKXr65WuFaQTXSyyBmwNoOeTxjNehfBOFh47lYnP+gSnHcfMlZsa3FikSbxv4utlCsW1GR8n0q14e05LXVyUA+ZtxzXO+ItT/sX4ua5OQPs73bq6r6HHP5109vrWnrm8E6Be2P5V5OMjKMnbZnoUFzx06Fz4r3at4a06wXBluLjIHoFU8/qK8nAEQzI4OMgY78Vs+LtZl1nWY5MEQwoBGueRnnn3NZVrEJWmlZSVRSzHpt9Mf4V14Ki6VFRe5hXkpT0JbDcUYDLLjBA7/jWmq+a7SYKImFA28HHb61l7VhnQEgl8F8Dhc84rWaVZWgijZsMwZl7e3Tj1rrMSHVbSSSKNweeXYHpjv8Al7VTWSRLB5HJwJcgBMjOOnPTqDV69k2RhTIWVXYHPcA9Ki+xSXCzRxtholDEN90c9/f/AAq1sR1MARbwVLH7xByvb2P41FOCUZTHghsVblZ4o5rblgzHj1IPWoXj3RKIyRtUli3QnuakD2LxxLDB8KfBeWQiO4tGYdT/AKo1h6npyXTQTlAhGG47/Wug+JcIHwU8PhVHmKbTBPGP3Rya5jw9r9tqOlQQTOq3KAKwbqcDqK8/GKStNdDsw+vunpXhZvs9gDIQAF3E+1eDXrNeard3qAeXcXDlfXGTXoOt+J0s9DuLSyk3TsmzcD90Hj8+a8zXPlLGSVH+eKzy6i4uVR9SsU0rRJVZTJGEcHAA9s1sBj5ZBU+Y+FzjgepAqi9qEBBHltGoZgcZDHtV3TpoxGXZ2Vgcg9SMdK9M5C5HASHTIbHzFvXPGKxYYpoL2JGUB2kByfvEdvXqK2LZ5Fjjn8wguxJ9+M81nby++UvhlPLgdP8A645qokszr5t1wF3gBSVYhSM5yeR+lVSnlkMyhtx7dB7VqajaT2dwrvx82Vz15Gckdqz2cS3EsxLLuyygDjd64pMR6T8Bwi+LdTdmAAtAAWOP+Wi1Q0pIruXXLfy1dhqNwxPYfOcVrfAiEjxLqrSAECzTGf8AroP8K5e11SLR/iDrkEwCWs17MFyeARI2M1zYmLlTdjeg0panVeEbE2d8yqSVLFjzT/jBOJrXRrGPmZmeQKPQAf5/CprS/tLQtdmVFj9Qe1cH4r1uXWPETXB3CKJPLjB/u9f1zXmYanKpiFU6I66y5KepjgbEJZgpwQo9ef8A69XrAkx4P3c9R1qnbwiRJJXBYJz04B/un61ZhH2a4WB3IBOSBnjvj617ZwGimJJGl4MasPkJ5NV9UtpIxE+xWRDls9A2OKvbvMuIreNxtGXIxjaT/kVBeztKLaORsnnHrnOB+WKI7iZmTyMLCHcV3MhUfL6nrn8MVmLH5qqd27AyRg5+n6VuSWc9xbM0bbkjbac8BMjPHqf8ax5JWa1jh5BU7lI6r681TJIOHlhAG3Lj8ea9v+K00MfiLwidysqi4XAOecLivF1jL3MQiJMYdByPcf1r1/49gwJ4cnhUebHJNz6ABDWU1zKxcHZ3MC70tf7ThuVXyyDnaPevSLC4Sy8OXM0xwsduzNk9gprgtO1ay1e0gkR1D4+YE8g+9M8XeJQvh+XTbVy7S4jlKngL6fpXhSpzqzjTPTS5YufQ87ijkIMhGBJlgx9KsRN/pICMGAwBnpxVcFpPLjySQMY7t7Vba3EDMy5URnHoxJ5x9RX0B5hpbgwVFJDM2ct0UVaggyUwqEowBP8AeOc1XtZ1W088SgSAE5IzyR05/GrMUkttEpVusZbb79P60gKssQhlLTRuCH2SBOi8dB3zj8Kj8RTGbUZNpzGiqoGMZJGf8n2qxcqbu7iASTDMN8eerYyTVG5gMMw3KQSV3Hrg7v1x0rWRmjL8o+e3TgZwRimNd3enSRz2l1NBKcjfDIUbH1FaUiiWWQhSHdixb2q5deFFl0+aeO4KzQIdqEZDkDJHt7VjKSW5rCnKd+U5wTTX08l1PM81zK+Xd23Mx9STUioqXKNvJVDl8Hv6CoLeRUlIMYX92CB/eyOv65p3KSevfHXFULYmVjcSMRnGc/jWjbyhYXjCgblG71bFULXmNiQA6Nzk4NXlx82GUDHTHNADHiMUm4EYJU47VaadonIQbQoxnGCfcU0Q+YyliSMZ+U9B70mjWv8AwkPiiSwvNRmtg0cpiMce4s6oWC+gBxnJ9PegC6EWWNRyNzYYgZOT0GO9TLcLHoN0Yy3ns6J83J9Bj361k6DeTXNnMZZZC+IzF3wxJ/pmrT2zNZF8SYbLZOcMc4H+NWloQ9zHmUlX7kEAnFBiYALwOCT6dK0G2NCVZePOLMAOcj3qW00g6jvzIUDYRR0xu9fwrOTS3KjFydkZE+v6vqNhFpd5qd1NYoylIZZSyqVGBgH0FRqhERIcrjO0jqTUms6UdEvnhdhOuxXjkUY4JxyPrxUchDIpTACLknPfrQmmroppxdnuSGUx2yRFiXyWPpn+tTQKIzl13D64waqRsPNjBT5c4PbrWgoABBIBB4JOcCgW5PdA3DPIOGyCee3akgk8uJ2ZQWDEf/XpwDNuAKj5cnB4FV9Qlks9NZIWIMjAnjn/ACaYGlBIZn2SEfLwABxmpLdIxdxJNIwWRxuGOAQRx059OKh1OwtLHQYNT0vVr+YPcm1zcQrGtwQgZni/i2qcKd3qO+QJbhd95tSR2hQsybV5J7/jk1USWyrrszT6ncAlfLWQqMZxnPNZKId7tt4H6Vqunl3qiX5jvDEvyC23JFVxCJCViyZGYkk+54qWIisfEOseGrn7RpN9LaSyoA5jx84B4BBBqk0s17dSXk7+ZPcSM7kjksTkmtfVPDFxHp82oJOjpAMMh+8VHUj86xrZo0MqhWXbwATyCalST2NJQlDSRZiaWO4G+ZmiQZIySAcdKaGaZ2bOec59SagBKHDrnjOPrVu1AMKuARzhjkD/AD1p2sDk5bl2J4/sjxBSEZgWyevH+NRKjpcASEHL85PcjrmpEXCtjbj1zz9Kk8p/ODucFcOMjj8aBEi3Wx8xjA+7u9/ap5I1EauJNu0FuMk5HJx+FVdAjs9b8WGy1O9uLOCdwElilijWI9SWMnGAM8DknAp/+kWeoapaO06PbytCEuFXzFUZyGxwDgDOMj0qo7ibLt/KsWh2ywMpeaVix6Eeo9PTmuZkXcRgdW5ramidIovmdkQgAepIy3H0qqywmG3zjCoT8vf0zTZJQk3xqzL8pjAbI7EHqKsat4o1vxQLaHV9RlultyzRmQLkZ68gDPQVet9Cn1KNlWZYy7bRnoMckmsG7s302/ltbhczRybNyn5SCO314NZqSbsackkuboSKJUi3xSGNugC8bqmkmPlwxbyzAcg+pqGc/OWTOxOM/pSwFHuFXb2xx607dQ5naxds9sUyM4JKsCMGpZ0Z3Mi8Hflh23fSmouQOAWB5DEflUxR2RwDgA8kc4/zmmISCRVt0wuXbgDP860LeU3DhzgsvCr0Hrj+dY+ozPb6esMbYO4NuA557Vpa14e1fw1oOl31zNcLPemQyQmPAgxsKBjj7zK2cdunrQFzTubOEeFo78Aid5Mkg9PmIwKy5FCLBJyzPuLFjnnFFFaSM0Q2I83U7FWJ2k8j8Sf511tr88zq3KljkUUVx1tz0MHszgr2CNItKkUYaS2UMR3wzAfoBUN2BHK4HPyk8+uaKK2jscs9wLnyIU4xtJ6ehNaFsoberDICg8/7v/16KKoRFFPIMKGwG4NVpNRn0LXTf2ezzoZHCbxuHKlTx9GNFFBLNHwTbx3l6LaXPl5X7pweAavFCb2a38yTyo5G2ru6f5xRRWi2IZRkOIwAAP3Oc+ua3NGGNLt3BO55GJPfjgfyoornrbHVhfjIvEFtHcT4kGc6fMxPurqRXKRoDaMSTwxAoopUvhKxPxhGQty42qQIycEZ5xnNWIOSzEnO5T+ZoorU5yzP+7dSvGVGfzqK9Yz6c0shywkUe2MGiigGM1fxXJryW8Muk6ZamBEiiktUkUpGucIAXKgc5OByea3rgNa2dldQyOssjNuOfpRRVx2IZT27lZ2JYiIsM+ucUmm/PrcEZ+7gHHrgZFFFRPYun8SOimHm6TeI/KmGTj/gJriLyFIdThKDHmwwyN9Sik0UVz0dztxWyIWUBJGHBXGD+NSnAjiCgLlFY7e5/wAiiiug4y8samGXPUbsH8B/jSpM+9os/KzAE96KKAKJ1xtFvLqH+ztOv4ZpQxjvoPMAZM7SCCCOpyM4PcGtLSLqfW77U76+kL3EymaRxgbmIPbsPYUUVUdyGK93PPH+8kLbEwP8/iajvQITIqDAUqBRRRISOj00lLKzZeC0ZYn1JPNYnie2jae+kI+ZFtmB9zvB/SiiuSPxnpT/AIK/roYI5gjz/nkVNEFWWcbQ2wDaT25H+NFFdJwIntRuK7iTlu/0P+FTsTFJ8vTKnB57UUUhkGpkvppmYneW/wAKqz+JNV1HS4NMvLyae3tpHlTzJGYlmxnJJ5xt49Mn1oopks//2Q==", "info": {"video_id": "120651", "label": "holding knife next to apple", "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": "c9bac67254563774eca9a560af2bff86f7b80a3cb463140edd991bfcacabbc7b"} +{"episode": 39057, "episode_seed": 4030304016, "split": "train", "timestamp": "2025-10-13T03:15:42.526498", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4030304016, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mint near other mints'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "98908", "label": "putting a mint near other mints", "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": "98908", "label": "putting a mint near other mints", "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": "4b13a81d30dd2016aba54d616a76e24da921b5f11feba57bbe7f5bb7d7fd1e3f"} +{"episode": 39058, "episode_seed": 2478170567, "split": "train", "timestamp": "2025-10-13T03:15:45.832706", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2478170567, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bowel with ball on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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": "220305", "label": "lifting bowel with ball on it", "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": "220305", "label": "lifting bowel with ball on it", "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": "56403987e3d15a6cfe027410bb773f70b2fce9bbb1014e94643c2aa810fa3e84"} +{"episode": 39059, "episode_seed": 4008118231, "split": "train", "timestamp": "2025-10-13T03:15:47.572161", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4008118231, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shaving razor underneath gas stove'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "158654", "label": "pretending to put shaving razor underneath gas stove", "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": "158654", "label": "pretending to put shaving razor underneath gas stove", "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": "373086da1f6673b513639b263e8c735cf523a747699e30e8a15dc3f6eb1dbc60"} +{"episode": 39060, "episode_seed": 1712850105, "split": "train", "timestamp": "2025-10-13T03:15:49.344887", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1712850105, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a notebook so that it spins around'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "63515", "label": "poking a notebook so that it spins around", "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": "63515", "label": "poking a notebook so that it spins around", "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": "db09d98d53b3d1e6303225b5c86d0335738a809a13b0adcce5cf3cb8f071f43e"} +{"episode": 39061, "episode_seed": 843343148, "split": "train", "timestamp": "2025-10-13T03:15:52.730400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 843343148, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a watch from a bed'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "31933", "label": "pretending to take a watch from a bed", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "31933", "label": "pretending to take a watch from a bed", "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": "a174bf2fd906eceb627cfa31ce85d2900f6d622f604184ea4bc447a67fbddcbc"} +{"episode": 39062, "episode_seed": 1057348817, "split": "train", "timestamp": "2025-10-13T03:15:55.459672", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1057348817, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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Q8GsKjV2jtoJ6M2Jc5Jzxj1pbaIzkYFOWIzThA+PYV1GnaSVUFwMVEVc62ypY2bKSxXgDjIrp7S1Cxrx2pLaFEO0DDehFaCIy4444q7WEh0SAcDjmr1qvzCoEXpV21Ubh9KzkaRRz/idkF6uAN4iAJ74ySBXJXByhNW/HDT2/iWS7gZpNsaI8Q6bQOn15rDe+Wa3EsZyh9e3tXTC3KjysVCSqN9xbYZuW9gazPCsW6a5m7IoUfUn/AOtVuwugbh8nnbirHhGxaHSJ3kA3STE5HPAAqZ9DTDIvKpLk52gd6tqPlGOeM0Iof5QGX1OKnjQY4fdjvUHYRoB5mCBgDOav2uDGpCgAnoKhjQEDDA/jVuNeQCR1pDLEa5xmr9uoUDHpVOELnBcZ9M1oRR8DoeKllRIfEVpbXemwfaYw4jlDrnscVyV2+WNdF4xW4fw+sdvII3MoBcnGAATx+VcDa6o04MU5P2hOp7OP7w/rW1K3KcOMjLm5ugXp+Y1j+I/kisf91v6Vfu7oFyD61m+J1knisfLUsAG3Y/Cqm7RuYUV71jMicHHNdR4alBNxH6qDXFo5jbnt+ldJ4VuN2plM53xsP61g2dcVZo6GQbnIAJxWewAnUYzzWu+BuA61mttFxgkL9TWLZ2RNPTyCnyjAz9a3bVMkGsiyjwFxjn0rfs0bjINI1RuacmAo+lZvjFlF1bjA3iE898Fv/rVr2KkEZBrh/iHLc23iGK5icsq26IYQeGGST/P9K1pfEc+Ki5UmkZVw2Vas2AZvB7A043yTW/mxElT69R7H3qrZ3Sm7OT2NdXU8dJkmi3EGmaoZbp9sYQjcBnniulh1nSr1swX1tJ6fOAfyNeaPqVu5ZIg8efvQsOB7r/hWTORFM+SmxT25AHp9a4YTcdD3IwU3roe2YDkOuT9DxTdpLZDkGvH0vp4LSGWGaWIlcjY5WtGy8VaxErYv5JNvaQBv5iux02cirR17HrUO4ABSCfU1qQ5wv7vd68jivKbLx5qKSkTW1vKoHXBU/pXSWHxGtSALiwmQ+sbhh+uKl05FqtDqz0KE8geW4J/z61B4lilm8OyxQAGQuhGTjoc/0rm4/iFpgQOba6AyOoXv+NbcWu22r6eklqWxu5DAZB9KzUJKSua+1g4tpnnGqW0t5ALmUhWUBHVeCCOhz2Irnbq4k3tDMR50fUjow7MPrXaa/p5szLOsj/ZpzhxjOw+lcBb2A1bxfJps2qzW6BJTAyJvLFULBfYcEkn0rV+6znnTVRaGpCxntx32dvrWdqt49pJEYG2ylSCR6Vk6Fq6tBK93JMThSki8mM4Ofwq1qEouU81SmVON3TcPYe9clX4+ZG1CNrRZHb3EhnD72LHndk5Fb2leONW07aryi5iBA2TcnHsetc1ayA3Pl9W2Fj7VC8mJgOwauvDx/d3fUzxU17blh0R7XovjjStQZY5mNnOf4ZT8pPs3T867GHBXcjZ3cg5yK+cmfHQZ4FdFo/ijUtIZDa3JEfeGT5kP4dvwqnTujONfWzPclOMb0I915FXLdRwwPGK8+0v4kW8qqL6xeMnq0LbgPwPNdhpfiPSdTbZa3sTSDrEx2uPwNYThKO6OqnVhP4Wcn4mS5/t68Rgot7k7QxOcEACuFvoptNeVmO6MECYD9H/oa9Q1+yGqRyxq5jkDlkYcc+hryrxW00NncSCZ47qNwjrtAyK0s0kzGVp3RXtrkpc7geDXV6bq9jYaYltMzpImSx2ZHXNef6na2ljoMGo6Zq9/KjXX2UG5hWNZyE3M8Xfapwp3eo56gWX1C2kQxxTFkPBjfO5M/XqKyqyejQqVNwumd7D4r0Wbhb5Af9sFf6Vcj1fTGAZb61wf+mgFePSZgldWwqr75wP8afLIDaRPj7y5H41VH95e/Q1r8tNRtuz2eK7snbKXFs2O4kWrcc0LMCHjJ9QwNeIQlShJA/KiO4C3HynjNbezXc5/avse/QBGOdqsT7A1oQxqpDBADjFeCW9zIhLJK446qxFdRpXiS6tLYiS9uMFlI+Ykn2BPTNTKi7XuOnik5crR6H4sSSTREMMZkkjmVwoGegNecarBNOyXsSiLONpH8LdPy7GvRYL9b+zjkV/Nicbhu6//AK64rWrOayaSJ5l+zzNuR2B+WkoOKNOeM2cpc3Zlzldkina6f3TUkkjT28Z/555rOs7e3v8Axw2narqNxbRyv5YnimijVO+WMnGMZ4HJOB3qO3ley1PU7K5uZ4Ht5zHGl1tzwSMOBxnp0P0qKjvFoyhRcJ3Qas6xRxyADeTt+tS+Fbgp4htc9HJX8xVPUz543hCXj6hTkDPU57io9En8nWrE9CZhj6d65ouV+U7oxp8jkz1SdR+PWuYm17T47xkMjNgnJVMjitXxLff2fpFzPuwxXy4/qeK84DDZk/3etb06alqznqVXDY9LsPEWkOqk3aJj++pGP0rqrDUNOmAdb2AjHUTAf1rwu3mGwjPGa07duVBHetfq8XszJ4ycN0fQmn3NuxylzG/0lB/rXHeL5Jj4imxGGt540jDnGM7awPD19YSXUcE4zKYljDfdA9jjrn1rp9R09LvTjbQ7YSPuEevoaSo8r3NXiFNLoedXkU+mvKzcoMecB39GHuO/tVCK4xchg3B7irfih7iG1lbzzHcxsqOoGCR3zWHrmgat4Z0TSb26nuElvjJvhMZAt8bCiscfeYNnHbp1Bou1uZVKXM+ZFK4YojOvDYqlOP8AQZW7qFx+Joorlp7ndH4WahUG1hUjjYv8qp2hO6X60UV6k/iPHpfAy9bHMh/3atRn95RRVRIqFi5kdLRWViCGGCPxrqPCdxJbzWaox2zAI6nkHqc/Wiis6nxo2oP90/X/ACO3uY0mheOVFdHGGUjgivEdWun8PeMr2exC77aZ1j8wbhhkKnP4MaKKyq7I3pbmJoyBftSDou0D9annYtLtJ4VeKKK45/EddH4kSWChNUvAP4UAH6VHfKEIK8ZaiivRh/CR51T/AHmReQ8J/u1dxwPpRRVrYwluXrYkRZHoaksXZ9VdCzbVDFeeh46UUUq3wl4T+Iz1TRLmW70mN5jucEoW7nHGT71yXxLs4DoJvfLHnrNGhb+8pPQ0UVlP4WbU90eaeJ/Eja3BbRSaVp1s0CpFFJbI6lIxnCAFyoHOeB15p0pMe51+8F60UVxVOh2Izbgk2bknnIrVmUG2jUjgIuPyoorrwvwMwx/8SBFAx8t+elEf/HyP96iiujojkluzTTgHHpUt3I0VtEy4znuM9qKKJfCZ03+9R2/gu5mSRbXeWia3WTDdmx1FdPqFpDfWz2865RhnjqD6g+tFFYw+E7Z6TPELrWP7K1K/ifT9Pv4pZslL6DzACn3SCCCOvIzg9way7e/udWvL+9vZPNuLmTzZWIAyxJzx0H0oorln8LN4bIllYqiRqcLg5A74pdKJ/wCEhiP90ZH6UUVND4y638BnX/ESVxa2sQPyksxHvXKW53Wy5/umiiuuhsceIH2vf8K1bfgqaKK3jscdXdDrV3bV1j3EKMtx14U/4V6noV1Ld6NDJM258FS3c47miisvts64/wAKP9djmPiRaQnQvtu3E6TRpuB6gnvXmOs69qeoaVb6dd3k01vbStKgklZiS+Ad2Tzjbx6ZPrRRWNT4jen8J//Z", 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", "info": {"video_id": "131006", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "131006", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8f346e7984cefe61e93722e38572279e2072f3bb24e9e48e7b4e06cfaa654253"} +{"episode": 39063, "episode_seed": 1372290269, "split": "train", "timestamp": "2025-10-13T03:15:57.150269", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1372290269, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 token into bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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"info": {"video_id": "160481", "label": "pretending to put token into bottle", "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": "160481", "label": "pretending to put token into bottle", "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": "aaff88eabea2d609bbfbebae5baaeea89fe1e92222db5cc67a053b43e8a089b7"} +{"episode": 39064, "episode_seed": 2249639187, "split": "train", "timestamp": "2025-10-13T03:15:59.315102", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2249639187, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book in front of a book 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, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "210609", "label": "holding a book in front of a book shelf", "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": "210609", "label": "holding a book in front of a book shelf", "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": "15cc8159dc6f9961aaf92c49538056b3b3bb9c861a96ee2d6b2196b21e5424af"} +{"episode": 39065, "episode_seed": 3923135826, "split": "train", "timestamp": "2025-10-13T03:16:02.071654", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3923135826, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tv remote falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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JIr3M5a5Zs5LEEnv611NktxqEaQ3VzNci2jXYJpWcIW5OMnjsPwrj4jvvjnoOv4V15vBG8KGMt5EjrII12lozgjJ7n0p9D0MRHmgzcg1gbRmGUcdcD/GrC6zlSIoWY9yxwBWat/o0qfu55oiOAskef5YqP7bbQPmN1cbRnqMHv2rKdapHQ4ItM1DrVwi/PAM57Nio4vEFpMrFm2uDxlvzqg19aSwTbmAbBxkk1X0+xibT4MovKZORms44ip11Lsjpk1a2KACZST1wadFqEbkkSK2OAQw/KuUutLkZmMUmwnpxx+lFvYJb2wjZVyByQo61r9Z8iWkaPinUhBa2jDkJLvx6sB8v6nNYc10RZ3EtlmdktMH/AGgXG4+/AJ/OkvfJ2LbuoI3bz/L/ABrMjlimS8DfKr5iQgdOD/jV+1ur2Ia1ILidvJhLvvZckFjnrk/4Vv6L4l8RWNnGLLWNQQNJhIllZhgDspz3P6VydySojTOdvy/kMV2Ph2+h00QNKI1UglJGDZV1bsV5H1q0z1HCPLZq9ir4cdFup0uHbdkFgORwOD9CMj8a6y80WGeIIXKgHO5a4i30y6dlkiLRbX2RMAQzKT0IPbr1r1M2+YthGCOPrXPVkjyo3OTbRbSMfflbHfPWpo9Ns7ZhKpUHbwzN0Breks1J6cVWbTYN2/AFYpLcu7M3dHt+VgxxxgVDIknXAAxWr9jWJuM81FJGAOoK/XrT5W9QuYVxG5RuAcg4rmGg3PaI6na7NJuI4YqTx+f8q7ieAEcAVgXWmBLgTpj5c4X0z1xVx0RLMG9UxKfmb5jwM8fWqmnLuupWPQEZ/n/Sr2po7OoVCVA5IHAqvpULyl0jGZJZAiD1J4/rWsdj0qCSjFGpeoJLG2lcFJp2Yh/4RtIVWb6nI+gzXTeE9SF7utHT97GhLIRjac/yyTiqt3Yw39rFbQsDBGfLyADlVwOPTpz7k1v+G9GSKae4VAqlQifgcmicrKxw17yqNstTQlWIRFz6kdKplZFYsYy646cV0MkXzc8noTUDQjPAFcxBz7PKwBEAA/2jzQYWkwZPyAxW4YhnBXAqs6Acd6p6gYstqBwFyO9Y+pWwBichtiPl8ckL3IrqJEx24qhPErZyKcdGD1ONtIs2zbh96Rjk9SKxr590kh7dq7G6tANxjUKPSuV1CyaEqmdzOfTGK1jvc6MPKMU03qaWiwGSe0iDMg4d3XqqgZOPfGfzq3oU8NrqMiuu4OCUJOMqM4/EHGam0plsrWS6KFi58teMhUUbmJ9s7B+dRx6E90rEhgHkzFGDkrnvmr5ktwxmrSO3uNPtbiAbk3RnDen0qhJptnGDtthjsWrpltSkAjIyAAAcdMCoXtVY5xXK9Wc6uYCx2MOGRVVsdAvI9qA6sCEVyfcYxWw1pFkMUGfpUZtUQghRj1o8h3Md4ZCMk9u1UpoWKn5uo6Gt2SMD6VUmiUjjHPtRYLnCvD+8tUbGx5XJ55yPUfWob9FjUsBy/FdLeacnneeOJB+RrA1O3ldlKr8igkn0rZbmmHsp3kZungNdyMegx/n9K3LhSllYTysUEkpJcD7qAgKT687vwxWVpNu88jRxj95NII0+v+TXR6oi3q2cViFkiUvGMg4MYAU5/IfjnFaLQ6cQ/wB1Y6fT7aC7tvMH3hjcG6gkZI/PNVJPD9qrszSyEsSdo7VN4MsZ7e0uFldpEEgRS3YAdB+JroJLQEtx1rCo02efG6OXTRrI7wd2B2ZsZFWdsEQWNHUBBjA5xWs+nxONrqDUR0+ID5R930qUrFXuZcgZs7Bx6kVVljfkZGa3GhCgYHaqskQOc4NLlHc4/Uon+1hgu4rEz4Ht3rPigVbGJskHG9iOOT1/wrqr/T1uUKng9mHUVg3ds0Nq0KLkhdq49K1XQIazSexzj/PcxD1f+tddoNmt/cNbyrugRATzg7z0we3c/QVyyQsl/EjjDKdxHpXV290ul6HPKP8Aj4aF7ng4IB+RP16f71bI9OUvdbR22m6QFuEkdcKnIB9a3XQsAAvPtVnyFRRhsgnsKidM4H9a5L3PLRT8vPHaoniAHI6VfVMGmyRBuMHJ5zSAx7hMpgZFZkkZWXcRu966D7OJWPzfKP1qrPGsTBWAHPFCbWwGPLGQKzrlTjpmuhkgbGSBWTfKscLSPwB1q0xM5nUEH2eY4x8pqDw5bqblZADtijaQ4PO4naMe/JP4VPfXEUltMq7gcYOVxVLwdCdR1waZLqM1osiPInlpuMjIjME9h1JNbR3NaM/Zp3Ow8NwJcazqNqqhYrSKGMKvTcS5b9c/lXbxQLDGEAwBXn/wmupbu51meZvMeTymLN6ncT+telPjcc4xWVTciUuaTZUcKQTg5zTTENlWNoGc80KBjv8AhWYjNmRlJHoKzR9omk/1IijB5LHLH8uBW7Mp3FM5OeT1xUZjBj27cY7+tUpWTQNGPJCBVCaA4NbJgbcfMA2jkYqrcRY6DgUIDmbmPBOc+tc1qpCXtvu6V0etvcQtuQMIwOoTdz3zXG6tdNOVkQnKdTjHNaocPdkpHSarttPDDWoYeZtWBh3Dty3/ALPXf6fpSxSpM46DivM9fsrRfDVtqVjq9/co9+YibqBY1uX2AvLFj5tqnCnd6jvkD2pY0WJSAcHHWnU6DnU55XKzLuAGR16mofKyT6VbdOnH/wBamhACawZJRkj2g8VRupoIF3TvsUdgMs3sB3rakQEYIGD1NU/s8Ukm5wOPuk04tJ6q4O5kJumhWQxtHu/hbqPrVeaIjpWvcKIj93IJ4wKryQELknNK4HPXKEDpWJfr+4lJH8Jrpb/bFA8jAnaOgrlr68VoZlKFDgjkitIis2yLw5ArTebgFYoycE4yzHb/AC3flW/pFu19r+pQoBttY4Yl29Afm3f+PZrmfBn2W78QwaXqF9cWlvPKrLJHNHGqMMnLmTjaATx3Jx3rsvh3ayRa/wCJref7QskNwqFbkDzOGcfNt43cc4OPStJfCbVaylHlOwsbRLS1SJQMY5470rxEYOOvSrjIAOKi8vvWDMSq0Peq7qozgYrUKcdM45xVWaMA8dT2FIEZLqdxGKryxHGcYrZlthGu4HJ7mqRTzRleg65p3GYk0Zx0rHuU45X6101xF1Fc3f3MUczR7XODgkDgGriS7s5uSDzNTkRB+8bai/UkCtHxi4ttEEUIUebIq8c5jQcfzX/vmsbULqS3v2uoHKSRkEEdjWl4q8Pato/hnQby/kuBLcrIHgdDi3+6yhj/AHmD5x24HUHG0Njd1UqfKe2v9wDtjNRMSWIJoormZkN/ipJztWMAD53waKKkCHaOPbmopVVhkqDxmiihAVpVB/Ksi9hSRCjLlW60UVSEcbrGlwxbmWSbB6qWyK5221GfRdda/tAnnQFgm9cj5lKnj6MaKK2juD+E7X4RzNDe31sqqUk2ZJGT8oJGPzr1GUZP40UVNXcmI1uBx6VHExMaN3IzRRWLLBwA20AY61A/r6iiigCA8mqrgHOfSiihAZN3GuCa4TxOc7UIGNyg+9FFbRIW5Dr3iVtehtYJdJ022MCpFFJapIpSNeiAFyoHOTgcnmveZECIoGccjmiiqqBErKd2c0Y+aiiudljmUNtXJAPzHHeq7qAvHrRRSAhc5z9KrSgYzjtRRVAZV5GpUgqCD1B71yuoaRZMkkgh2sAT8pIH5UUVpEl7nL22tnSLm8jOm6dfQyyBjHeweYFZPukEEEdTkZwe4NegfC+/udT1HxDf3cnmXNw8csj4xlm3E8DoPaiitH8In8R6E+RnB71G3SiisGUhU6Z9OagUb1Dnqc0UUhjWACHgVXdR83AH0oopiZQuEBBOO1c1qOm2t0SZEIY9WViDRRVREcVrdpHaKY49xBkHLHJqG/8AEOqanp1rpd5ezz21vK8iCSRmJZwM5JJzjbx6ZPrRRW0BS6H/2Q==", 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", 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", "info": {"video_id": "145210", "label": "tv remote falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "145210", "label": "tv remote falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a232bee719f187eebc587ea598df07843c774c7827f7dcc9ddf2832d7a65308f"} +{"episode": 39066, "episode_seed": 2024429396, "split": "train", "timestamp": "2025-10-13T03:16:04.938976", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2024429396, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing a piece of 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, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "150364", "label": "tearing a piece of paper into two pieces", "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": "150364", "label": "tearing a piece of paper into two pieces", "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": "e477f6f97175204c142765ac177e8e60059f5ffd51c9243db0d256f807ccfef1"} +{"episode": 39067, "episode_seed": 2621112458, "split": "train", "timestamp": "2025-10-13T03:16:06.725240", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2621112458, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flosser upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "138119", "label": "putting flosser upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "138119", "label": "putting flosser upright on the table, so it falls on its side", "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": "11ee432a51858be3ccee0f3ee792e58bd6fd5f313b75f30a3de90eb93940eb5d"} +{"episode": 39068, "episode_seed": 87190102, "split": "train", "timestamp": "2025-10-13T03:16:09.455161", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 87190102, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 white plastic box out of hand bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "162353", "label": "pretending to take white plastic box out of hand bag", "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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a3sS4a4gwww2eTt2xjJxyTXntzc29/IgiEgfsuM0lqZ7WN0nt7eSFjkpMwGD7EcioLi+UBkgSKBT18nkn8TQkJsinZI28iJuT/rG/oKX7TIEdM+WhXaqnjP1qBSx4jURg9z1NW7fT2mYfKWJ5JfgUxFZlicAqXZ8chVpixM5wikn06mush0qwttJ+2XFyJk8wKIYjgEn6dRWOs0aNPGkSoCp2gduaATMwwbPvHn0FMm2iTC9MVYMM0022JGdj6fXFXLfRi3mpeB4ZSMRZHyk56571Lko7lGdbqzZ2qT06CvTPDul/2h8I9XtS8UVz/a0MwWVtpChAufp8xrh5rm5tLKKLaqYBTcB97Hf+VXfDM0F9q62eoXDRpdFIzIx44YHB9jjFK91caK+s6fPp2oyW9xGI5IjsYD1HGa3NJ0O1Ojfa5pc3EhHlrnhV/wAa7T4geEDqlt/a1lgSW0PlzJ/eQfdb6jofbHpXA6fqENppht7tnWWMsqxquWJ6gewz3p30FY9p+GXj+LyhoOrSgSRfLFI5+8vYV6wqxyqGRgQe4NfFxuZftPn7ysmcgg9K6+w+JGv2enywJdFhsKKT1GRjiqRLO6+JPxMmgv59E0STDRHZNOpz83cLXjl1JulMt0zT3DHkE5x9femvK1vlmIe5k5JY9Pc+9Zs91tBVDlj1amKwy9md3PmNz6elUCac5JbJNMxQUhO9dXHDb2+jtdXkazXUy7labJ2IDhVX3ODzzgAAd65VceYvpkV0WsyzS6eNxyscxXAHCrztA9qljIYPEF1a6ffafZhIba+KGdByW2ElRnsMmvVfDHgrRPFmj6npRsnsJbJ0SLU1cu8zsoJLoeCPTbjANeIA813PhD4nax4XUWzbbyxJGYpOGX/dbr+BpNdhnRah4c1HwrDFZ63PHDFGSEulJaORAeCvcn/Z6/zrlZLxodRW9tEkhjhkEieZ99yDnJ9PpXrcXxU8OaraNLdRw3EI2RyaddRjdg8tIpOQSOPy+leM6hq1ve3ksdraz7C7LGO5XPGfwpJA27WPoLUvHmnJ4Ah8QJNGbiSPZFCTy0mO49B1NfP13rT3lzNe3TtNO53/ALw53H1NZ1zM5jW0iJZU+9tOVB9Af51RIwTucZPYc1oZ2Jru5mu3MjsSRxVMozZwOla9nAGYB7cyE9FdiM/8BX5j+YrY/sM29qt1dkQxsSFAXB46hR0H6n3oGcrHYzSkAIc/y+tX9MzaTSNGwdguHx0+n6VdkvoksZoIo1UOMe/51X0YJFFdtMSMlVUYySTkVLKRWgtrN7lVXzJAzhdpGAoJ7nvXpGn/AA/8PO0i3r3gVYGmEsLDBOOF575xXniz2CSHdBIrp0YPzuB/LFewXPl/8KBXUF3pMY1DSBsOVMxGM/Tj6UmwseOXDLb3UsNpAGRHKrIy7iwBwDz69aaWuHwJp9gP8Kjk/gKhe7lZcBzimxXRhDH7zHuaoRZW1UtvYlV/2zk1cMlpbKhAaZj0HQViPM8r5ZifT2qVJN0iAngetAjqrnWZJLG0tIlWInO4pxn2qG0unuITYMSw8zKjryap6RZX2p6rHDa2zzP/AAgCuuAsvB89xtSG+1tgB5o5itj3AH8Te9ROaihqNwg0Wz0a1S41iJVlIBS0H33PZj/dFczr2uLG0iWyJHPL97Z/yzX0HvUWq6pMGe4uZnlupD1Y5OfWuZdmdyzHJPUmphG/vMbPdtKf+zr9tR/su3uLSa2cQpKuFQgHgjBB5FeUeI7h7jXbw2MMkVkZCYYkU7VU9hjtnOK9Lt5Eu/hw8ayO6fZWCMwywGSTj0ryD7XPjCyybT0G7FODvcckJ9jkHzTsIR/tfeP4VNFGMDyI9oPSRxuZv91aqF8nLtnntzTpLqR1KgkAgBuclse/p7dK0JLJlht24Akk7kNnn3b+g/OlubuSZUj3bV6lV4B+vr+NZw61KrZkXJoA03mItYrdWP3xxRqUZguFc/xDtViw0O/vp1mCeTAMEPKMZ+g7112n+For24Me9ZpgMme4YLHCP7x7AVMpJE31Oa0TTL68uIY7G3eeS4BjKL1Axzn0A4OenFdJNeWnhyE2dlcLe6iRi4vCoaOL/YiB+vL9+1O1rX7bTraTQvDZAt2Gy6vgMPdHuAf4Y89u/euf8OabFrPiA6dcX8tqpjkaMpHvLyKhYL7DjJJ9PesEvaO5psjM12RC0EZJ85QWdf7oOMD696yBxSgTXBlnbdISwLt15NSNbTogdoZAvqVNdGxJ6/4E8ZNqdrBY3rqz2p33Yfnz7YDDYHc4OD7c1zXxA03TtI8UzLpcnmWMqI8Lg54ZQQM9+DXCwXL28yyxSFHXoVOK1PtBuGYyP50MuNyFsFCOhFKw2yB5MdOlXcLZWSyykGZuUT+v4VTZba0YPvaRu2egqjPcPNIWZifSqRJJNcM7li2WPU1WY89abk7qXHI96YCbc1LDbvcS+VEhZz0Ap0Nu8xARSxByQPSuql05LfRV1TyktrdiFtmDYlm/vBR/dHdjx25qJStoikYelaXHcT2rMHkJkIljxjaB0z9Tir12C8V/ZtgM0mVz/eB6Vq63Y2Nh4eh1XSdVvpDPd/ZS1xCsYuMIC8kWPm2qSFO7nke4EPiGxIv7+OLLFZ2XceBwSOaWqeo1sc7Z6Lc3lytuu1Zn+7HnLH8B0rcf4ceJE06e/S1je1gG6WRZR8g9x+tQaNFd6VqMd0saOI2Kho2DYJ7Zr03x6k3hjw0PJL41JyHMbEBQUOSc+zEfrTbEeMhLeEgtcs5HP7tePzNXE1S4kRo7aNiCMMzHqPc1QP2SPGEdz6MeP0qUSqU3THCD7sYHA/Dv/KqEKIprggE7lzgbeF/D1/CrqW9tZ7TcP1HEcfU/X0rNe+d2wnyJ04PJ/H+g4pRJ5k6DrjigR1txqEFvb20GmwiF5UJlYdSc9M/SoU1B72xSymJbymYJntmsa3uA+oR7zwgNdBofh251K/nuC62tjAN81xKcLEOuT7+i9TSckldisVLTQluruK3ginnupTkLHghcdc+3ck1bvNOjM8tjHe27ySgb5oQdu4Z4B74z1FXtIvNN1LxVPoi6he2OmXr+X9pWWKFmA5zIX4C4BwoPJwOtcpqMk2leIbmzYXCG1neIrcACRQCQAwHGcDnHHpWXK371yyS48Ga1Fbm5SBLhANx8lwxA+nWvV5lH/DOIjPX7IjflJXC2WqS2kkd1byEEYPB6+1dFra3et+H2u9OuXFr9la3l09ThFkPQgdgTk/Wlz62ZdtLnj5NGCRn0pZopIJGSWNkZTghhjFIqM54BwOp9K2Mx8KeZIqKru7HAVR1rqNL8MSmVPPcRySEKsUY3sSe2axbA/Y7k45lJwp64HevQdLnOnadNq5VWliHlW7/9NWHX/gIyfrionOwJXZV1HU49CibSdFldSRi7um/1kj91B7KOnFc5NcLbQvK5y3vUZkM9y0jOSBk5J6nuax9Qu2uJSoPyqe3eohG7uy27KxXuJ2uJTI3ft6VHigAmuo8R+Cr3w14d0fUbwSrPfGTzYWjIFvgIUVj/AHmVs47dOucbkHceDyZfAZRidqxPwO/JryHHT6UUVlT3ZcugUlFFaEk9nCs9ysbEgH0rqdAsbZfPn8oGSJ9qlucUUUS2Jew7U9WvEnVFkwCcHiuu+ISjQbHTNBsB5dpPbrdzseXmkPGWbuB2HSiiueYU9zh4VHlM2OeazIdWutE8QC+tChmh3BfMXcPmQqePoxoorWlsXLco2UskbMY5GTOAdpxmu+8NIv8AYP2gjdN9oEe8nJ2k9KKKtkk/jTwzpWj62UtbfCtErkMcjJ68VyuqQQLAHigSI452ZGaKKOgjALE9STSHrRRTAcPvU4/eT6UUUDO3+HelWmoanI11H5iwxyTBM4DFVyAcc49azdc1K51SR7m6YM2VCoo2oijoqgdAOmBRRWD/AIha2Kmv+LpfEcNtFPpGmWrW6pHFJaJIhSNc4QAuVA5zwOTz60uoXk11eXcUjfuoUYqgJwSD1Pqec0UVsyUZCO3mKNxxuB617d8aiW8IaIT2n/8AZDRRUvcZ4WWNIe9FFUSNAqzZIJLxVJIB9KKKYjrfDuk219rS2r740MiqxjOGIJ9eta3jphY67PoFmiwabp7bIoU/iJAJdj1Zj6miiueqXDc5WHXW0SW4i/s3Tr6GZ1Yx30HmBWToQQQR1ORnB7g1j3uoXWraldaheymW5uZDLK+MZYnJ4HT6UUVsvhE9zV0iRmt9pOQK6vwpdSR62lmMNBdjypUboR6/XjrRRWNXYqJJc2kGofaYLmJXEe4K+Pm496qaRo9raeHbm5j3l7iSW3kDEEFAI8Dp6sT+AoopUn7opGF9hhtr4LHuwDnJOSeK3vFbGz07TbCD5beO3Vwvqz5LE+/SiinU3Q4bnK3LGC3YJx2rCPWiitokMevArU1HxNq+qaTbaXe3009tbSvKgkkZiWYKOSTzjbx6ZPrRRVAf/9k=", 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", 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", "info": {"video_id": "162353", "label": "pretending to take white plastic box out of hand bag", "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": "9b4977368c53b13f0e8695b6060385697f5ec96853741c05363ed8a867b543bd"} +{"episode": 39069, "episode_seed": 701251547, "split": "train", "timestamp": "2025-10-13T03:16:12.205539", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 701251547, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'piling plastic bowls up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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TZfm6iNM5JwMdyev5VT1vy447e1Tb+7Dbj/tcZq3LcC0tmv2wXb5IVPr6/h1/KuTgvWvbu4ZmLbcAfrU0YtyuPETtDlJBEhbkHFV3gByeh9auEYQ4/Oq252JUYx/eNdhwFRbYqTlia9l8CWQ03Qo42GJJj5rfU9vyxXk4A35xmvarEqIYih+UoCCPTFb0Y8zZ6OXwTcmzZaVVUknivLfiNbC9dL6Nc+Sdh9Sp/wDr13UhLA5Jrl/E4VdGuy39zA9yTxTnGyPQq0o+ylfseVGPIB29KYYxk/LVoNl2VlKketIRzj+Vc588QBcHABGKS3zHdK4POcdexqcYwc44qFxg5Hejcadnc1ZIFPGOKryWgZ85OB71BLcyytnccegpELrznv0qrE3Oy8C2QOvLdEZWBc/ieP5Zr2BHVlBB4ry3wDMrC7U4D/K2Pbmu+Mn7pRmt6cbxPbwlNOig1uZZbUwLzn71eNa5py2eqSKg2o3zgfXrXrdxgrXmfikC61aQRsQIwI8jpkdf1NRVVhY6MVRS8znzEuMdKb5a8VODztb7wFRvkYAHXrzWJ4xFKmBwelWtPu4I4/KuJliGeHY9vQe+aryfrVSaNZEIYZFJxUlZlRm4u6OkS8W+up0Q/wCpVQFz90c/5NdN4ZhCh5P4g3WvPtDieCeWSJiCcZJOc9a9H8Ox3j6YbuG2V1ZyrKpOQR3xXbh5R5PZ9UcdbD1J1HVir3N9UDEt396wNUhTWbpbbGYhwXHXPqK0PI1O6bZIhhTvuG0f4mtCy02OFvk5CdWPdq1qq0bHXl2DnUqqc42iu/U8ou9PbTr+S2lO5lOAcdQehpRGRH90Z9q6HxksSa3jjcIl3fXn+lZYQbBjHSvLlozorQUKkoruVRETgE8Zps0WMH86tEBQoJ5PSmyrUkEtlq9tZJGJ3Kyqf3XBwSemT0GP8KybFZfEerTQWyF5UYlVz1XuafPEsiEMAynrml0mY6dqUM8JEbqQQyjpUumrPl3Zqq7TXNsjoYPCstjfQxttMkq7sD+E/wCHeuZxhzluc13/ANovLq8uGVQZ5W2uyHKxp6Kff+VefyWv7wuzMecUYenOEb1N2LFVYTlaGyOm0TxFcNBJDLG1wkIBLkZIXpzWwniSOI/JAM/Sk+Hdink38zqGWQiIgjqMcj9a1brwnZLcGTe+w8hAentXTHLsPU9+UfuOynPGeyXJNfNHM30t5r5YTE/Z1ByB0+n1rkG017CZoZASgOYyw6r/AJzXr6aYjIsEKBIl64HQVyHjZIYNRt4xgFIOn4nFa1acacUoqyM6+H5aXPJ3lfVnJRxFT90VOIjt4wM+1SKnAZelSbflBPFc55xWkiIUZHetDSyZEMSkBwevYDuTVeTp+FZ91biWPYSV9CDgiplHmVi4T5Hcv6/qIubr7PCchI8Iv91fXHqapafZtbrI4+4+ME+3/wCuqlhEYdYivJn85gw3Bxww9D7V3fiK4sLhbFbCNUVULOgH3ScfKfcYNZ6wnGKWjNuaM6cm90c4Yyy4wfekMZCYBFWhGO9K0POcCtbnOUGUgjA6V2nhnxRFb2yWV++zyxiOXqMeh/xrlJUHUcH3qEcGtITcXdGlKrKlLmiepyazp6RlzeQbfZwf0FcT4j1oao4htwRbIc/N1c+v0rIQ+lLsyOnApzquR0VsZOrHl2RmzQlunB7GoNrbeRyODWnIgHPWqkoABHQnvWZxMphdqnrUbjuRUp4JNRuM5HSqQhY8AA4pwOajycVNaxGWUKOaozRu6DfTaZcpcRjIHDKf4h6V6BB4k02eEMbgRHusgIIrz9YTGgGKeoOOaIVXHY7aGJnSVlsdbqfiSFYzHZEvI3HmY4X3Hqa5No8licnPJyamRc4xzVlLSWQDZE7k9Nqk1E6jk7sVWrKq7yMeW3B5AwR0NVZo9hxjn0rfl0+eP/WRmMdt5C/zrNuI41B3TQj6NuP6UkYPQy2HGRVOXhunWr7+UBkMzHpgLUWhaamu+JG02e9ntUZJDEUj3FnVCwX0A4PJ9PerSZDaJtEGTPk+n9a9V8ETKdEMSnDxSsGH15Brybwsszx3DTA8hCM/jXZaVqM2lXPmwgMrDDxnowohPkqXZ24SooO72PSZ4hOQQxHqcVFM0VpbtI5CxRjLNWKfGloIhiznD/3dwx+dYGq65c6sVRx5cIOREvTPqT3rpq4iFtHc9CWKhFaambfO2pahPdSKP3jEhT2HQD8qg+zPGQQMp+oq/HGC3Tmp/KyOn1rzHLU856u7MZ4cDJ59xUTR8Z61ryW5PAHtxVWaAQgmZ1jHox5/LrTTuS0Yc6EN061FHAWbdWsltLfSCOztpJmJ4OOKuar4Q1az0b7VcSCAl0UIvXBrZRZi5I7b4Y2MWpwTNJgtbfJJnuCOP8+1eXOvzHcD1PFdvah/DOgfaND1q/CzXHlSNJGqC4IXJZO+1Scc+o+lciYzjJ9etaT2REdTq/AF2iC6s2IDswlQHuMYP9K7WWJZSpYcD0NeQRyS28qTQu0cqHIdTyDXQR+Ob+GALLBbyP8A3sEZ/AV0UcRGMbSPUw2KjCHLLod7PPBaWrTSsscUYyxPYV5dqdy+q6lPduMBzhVPZR0H5Ut7rN9rDqLiT5AcrGgwo/CnQxjgEc1z16vO9DLEYj2ui2M5rdo2GE/dj9BSvBlRuAra+z5ByOOlV5oeOmAOKxTORoyXT8qpSjaT6d61mibJAUkfyqlcQgDLMAR6n+lUtSWZZUlh9a6GGZ7i2if7KJ3jHlsASMYHHTr/APWrJ8PW1pqfioabf3tzbQTPtSaKSKNY+5LGTjGM8DknA713HgDT7u11HxBb3UVwqwzLHGtyq+YAC4+bHGcYzjitLWWpCd2YDTyxYB0bOfWRs037bdhSV8OxEZxlnb/Gu71RGkvvJhX54ohLuA+6c4H9aiNwLuO1iQBJpJCrD+7tBJ/z71OnYvU4GWfVpD8ugQL9Mn+tVGk1oNxo8YP/AFzJr1eyY3MBPQqcH61HPAfN5o0CzPMFm18HjSIQPeDNX4W8ROB/xLoQD2Fsv9RXdSQ5wPSrVtGRilddhtM4FrLxBKMfYAPpbr/hUUmia/L1s/8AyEB/SvUlTil2ciqTXYh37nkh8Ka6zZNqw/4DQPButk5MJH4D/GvQvFl1cWWhPPbTNFKJUG5euCea53W18RaHounXt1qN4st2X8yIrgQ42lQTj7xDZx/9eqTJZ5tuOK6LRoI3UEjn1ooqZbBHc6A2MRi3Evn61mXkwswSkUbY/v5P9aKKyRsY7eI9QDbYzFEP9iMCnw6zqVy22W9nZT23kD8hRRW0UjNtmxZ6dDcsDIXJPfI/wrrNP8I6VOitIkrfV6KKbbuJJG1D4Y0e3GUskJ/2ua891W5Oi+L7y6sookkhmYICmQMrtPH0Y0UUITKGkD5ZfYgD8K1yoFFFYVfjOin8JHgGrEagYoorMtF2FRnFbek2EN5OUl3Y2k/KcZoorORojmr/AFCY3NzDEEhSMkDyxgnnuTzW74U8N6dqcgkukdzjJG7g0UV1x0grHM9Z6nf29ja2KeXbQJEoH8I5/OsrxlGv/CETzkZka5jBJ9A3SiinT3JqbHneq642qRRRvYWcJiVUR4FcFUH8IBYgDnPTrWQBlgD0ooqqhMBu0FsHpVB2LykHscUUVkaF+2AH51r2qjcBRRUS3KRohF3AY69aZq0EdhZieNA7kfx8j9KKKI7ilscubme4Ch5SFc8quFH6V2Xhvwnpd789wkjkDOC3H8qKK7Hpscy13MTUZbfRPFOp2cWmWFxbNPny7mHftKjgg5BHU8Zwe4NdR4Lupr+61a6uX3zTMju2OpO6iilL4SofEXYZXbxNfQs25GXOCOnsPaoZWMOrxomAscoAGP7w5oornN2W7NAmpXoXgb147dKmuUXcOKKKY0UXHNTwAZoooEy6gyKeAKKKaMznfHH/ACLTn/ptH/M1wL6xf6lZxWN3dSzQW0jSIHkZiS2OuTzjHHpk+tFFa0zOR//Z", 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", 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1PY2ZbK22SsgYEcjnPFWfDmpQ2L3n2pwLTyGL56HH+TWXCZjhRuOeorm/F+rLYWh023kzcy8zFf4F9Pqa9WNGVd+zN8Q6cKMubZnFTaNZSXLyNvcFyRvYk4znHNILSziUbI1HGahW4Mj7WY596nCgE4z75r6Q+YO2+HMSyT3AReImzx/tAf4VB4guje+OXiPKWiKn0PU/qR+VZnh/X7rw/NK9skbiVQGSRT17Hiqtteyzand3UvMtwd5Pqe9c9SOjZ00Zq6TOoYqFyvzBOB7mm2u1Ha7fBWPhN3Qt/n+VRQs0qJbKPnb0/WsTxLq4hjNrbtiJMoCp++e5/wA+lc0YuTsjslPlVyIKQeRn1xR5R3ZNTrHkCniIEcYrvueWUihySat6RqE2k36XMYBA4dSfvKeooMYAwRVZlweuaadncqMnF3R6fa+ItNvIVZLlEPdJTtI/OqWq+JbO2hYQyLPMR8qocgH3NefKfX8qm5OD1rWVZtHc8fUcbJala5aSeZ5ZDukdizMe5NUDE0bZByh4x6GtZ4+OeD6VVkQc8cCsbnAzPdDkdse9Mbk47VNNySf0qFjwc54pkk9jGH83I5GKma3BU9QT6VTjneIOFPL4pu6R25YnHcmqsK5aS1CEjkn617Z4TgWw0O2tOjKuT7k8n+deKWcpWZQ3IDA5Ne3WUi7UZWG0jI+la0o3Z6WXwUuZm08yRoWY8CvOfGVkt/BNcFfnT51Ppj/61dg75zzXOeJZEi0m4JPLjYo9SaqcbI9CpCMaUr9jy8RDoecUhjGfXNTNE0LltxKHrntSEAgMMYxXMfPEWxcEjjmokYwzqxzwckDuKmBJBJBHtmoH+v50WC9nc2H1W1t7KaWKdWdhg7D9xfT2J/QVeihDXMQP3SR+NcXPbI7HIYZ6gHGa7TRxPJe2tphWMjgKTxtP1rfDONJtPqY4qnPENOO6O9gQLAsf8PpTb6dLS2bPJYYVfU1HINVjAjW0IYcFlG78j0pYdMlZhNdsWk/hTOTn3/wrtcbK7M6WErVZ+zUWu7fQ4zWdBb7F/aK5DBv3qjv71iQxg4wBgdcivVNZtY4PD10HxhYWz9f/ANdebW6oXbGOK8upoz2sZRhSklDsRCM7jxjHSniHgkmrBT5hyKaNrA4PFZHKVreX7JcK5BOPvD2pNb8Q2v2CKO1kZ1D4PGDn+I4PI9KdIOcEis6a3jMhcxpu7kilyRbuylVlGPKjd07whc3tl9qKhbcoZY3J+8OtM1axa0sbN+iyF8e+Mc1paHqE7aE9l5gW3EihufmUH+6O4OP85qHxPHc3ENq0yGJSGWOMdFUYx+Pf8azpUqqqOUtkbVq1OVJRjuzGsdTm0qYTQyHn7y9mHvXZDXlUAz2pRyobDLzg8iuItbHzbmKAEkvIqc+5r2HUNCttRtY1cbJI1Cq4649K61g6WId5orCTxCi/ZSt5PVHKz+Jp5YfKtU2FuMgc/hXK61ok7BLs7jcLy46/L3r0K00K0sHLoGeTHDN2+lS3dglvpt5cTAA+S/HoMGuj6rTowapqx0ewqVE5YiV307I8kWHgYUHHtU6R5AGBwM1IgRm2gjOKmVDkDGa5TyCIRNknjH8qji/czqxwAG5q3jGcGq8q89ORSavoNOzubcl2LCwnn37S6FYz3C92/HtXJSW7ahKNo6geWBzUdzaFg6rK6pJjco5Bx9eldn4GudOs7CWG8iRniBaKVl5P+z+PasJxdODlHU6qdSNWajLQgXzkHGklsf7bU37ZPnCaErnP/PRj/WvUb9Ut7SaVlAVELE49BWFas1pPGsybYpwDyPusR/I11adjksziZLzUGyqeHYAR/tMT/wChVSlfWcZGiRKP90n+tei2sx3pN/yznkdVH0OOvvitOeBtho0Qankay65/Do8X4wk1agm8QnhdLhH/AG7ivRhDhabFCVfPNK67Dszili8Qyj5tPTPtbIP6U1tL8QSZP2LGf+mC/wCFelQp8tT7OKat2Jd+55M/hvXpgc2Z/BAP6VH/AMIhrjDH2dh/wGvXQvBrjVub2+8Z3emHWLm0izJ5QjUNllTcF9hweT/WqTIZweraLe6QYPtibfN3benbGf51RLAAACr2rapeal5Bu7l5igJXefu5xmszPPWhiLduuZRjnFeg6B4kjt7ZLW+JGzhJAM8ehri9Ptm2byKu7SDSU3F3R00KsqT5onoE2v6aiFhdK5x92MEmuS1bUn1SYMVKRJ9xM/qfeqKDnGeferEcTP0BNE6rlobVcTOqrPYpPCD2zVR7cKGwPlHT2reOnXTLuS3kx6lcD8zVOe22D52iT2aQVmmczRhsvJHQetQTDjGKvTiINjzlPuoJrM1KQpbFod+4EDIFaJMhtEDZJ4+ldxo0iW+t2ErkbRIAx9M8ZrnNW0Wzh0GDU9K1C/uA119m/wBJgEazkJuZ4gOdqnCnd6j3A3hGB19Kmb5WmaUJWlddD1wMChQngjFQrbBHLk5PYHtXLaV4tNtAsV7A8xUYEqHnHuD1qS88Zl0K2dsUY/8ALSUgkfQV2/WKfLuez9Zp2vcPF97i2XToyPMkIaTn7qjoD9f6VyAs84Kj5vUd6t7nnkeWUs7u2SzHkmrEcYKjA4NebUqc0rnBVm6k+Yy/JfG1gMjr71EYscdK2nh4OQKrPaO2SF4z949B+NQmZNGNPH8uMVQdCx/Stqcwo23f5j9MR8/rVvTvDGraoxa3tTDGerv2/GtopmcmjM0Xba6jbmU4iZwj+wPeu7+J2mLptjoUYADss27H/AP8a5nR/DUI8XvZapqE8aLNtR43RFUjByxfjHt3NT+J7/Ur7UDbahdXM32WV0RbjbuTnHOOM8DOK1taNjK95HNwP5FzFKgOY3D/AJHNey21xHdWyTRMGjkXcp9jXkGzkjHFaWla9f6T+7hZHgJz5UgyB9PSroVlB6nbha6pNqWzPTooUiOcZb1Ncz4x1VUtTpsLAyykebj+FfQ+5rDufG+oXAKQpFB23ICW/AnpWVEHlcySZZm5JY5JPrV166krROivi1KPLAhNrn5gBu7EelNjibGGTBHUVrxw7l4FK8AXJ28+1cVzz2jF8rbngZNV5U+U5JyK1JYSG9warSwsVyVwPfiqRDMeXJPuParWkTG3uCpxslGxsjoDVPVf3Fuxjkw24fd5rQ1fwvrmj6JpN5K1z9ovvMMsBjIFuBsKBj/eIbOO3TrmtYpmbZ7H4jZk0aYxuUIKnIxVaZs6TFdbVEqqhHHAzxRRWZ0Mp4DaG6n/AJZThVbv94f41t4DRYPpRRQJGfIoAqJAN1FFA2X4hwKnAGKKKZmxxAAryrW9Qn0rxjeXltt82Odgu4ZHzLtPH0Jooq47kSOX1ONYUgVOgB/HpUFkA9wAwyKKKqZCOxs7SNowPmAx2p1xaxQ5IBOPU0UVz9ToMK71me1bEUNuCO5jyf1NVh4i1VgMXboD2j+X+VFFaxSIk2XraSW/P+kTyyf7zk/zro9M8P2VywEnmYPowH9KKKqTtsQtdzp7bwdoqAMbcuf9pqoeMNK0+z8NuYLSJD50fOOetFFJDZx2s+IG1iO2gfTbC28pVjje2R1KIM/IAWIA5zwOvNXkUHPtRRUVtkXR6gwFLGozmiisTctxKP1q/AisBkdqKKzkWi5rqR6VpNvcwxq8svUy8gfQf41zsKHUr5Y7mR3XA44AH0HSiitqC91sxrbpHpuj+GNJsbWOaO2DyEZ3SfNW1GiyTxQEYjc4IHHFFFXH4iXseaeJdR/s7xbrEYs7O5ie4B2XEW4AqBgjBBHXp0PeuavLqa+u5bu4cvNMxd26ZJooraWxjHcrkDYD61XuSUiBXqx5NFFYGpFCoJz71r24HH1ooqZFI14EHl1ctrOK5BEm7gdjRRUlHN6ldyRXht4gkar/ABBct+ZzSaXYx6ncf6U8rc4+9RRXXBJROWT946fxN4X0rTPCLXEFvmXzY/mc5PWubbV7+60qCyuLqWWKJ2kXzJGYktjrk84xx6ZPrRRVREz/2Q==", "info": {"video_id": "213030", "label": "piling plastic bowls up", "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": "213030", "label": "piling plastic bowls up", "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": "4a225f6c9adffafd9cddcb3b7336f8a10905022c4278d638bc8ce052352d09f5"} +{"episode": 39070, "episode_seed": 2725838131, "split": "train", "timestamp": "2025-10-13T03:16:13.096832", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2725838131, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'removing a card, revealing a tin can behind'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "3701", "label": "removing a card, revealing a tin can behind", "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": "3701", "label": "removing a card, revealing a tin can behind", "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": "de6eade387c75febcd635342654bb718bf5428ecf5705ce7719f42426000de34"} +{"episode": 39071, "episode_seed": 3899964660, "split": "train", "timestamp": "2025-10-13T03:16:15.819608", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3899964660, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coffee stain off of counter top'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "189030", "label": "pretending or failing to wipe coffee stain off of counter top", "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": "189030", "label": "pretending or failing to wipe coffee stain off of counter top", "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": "6b0c208a8509a6f21d6b5187146c1091697479bfe137e8f5ecf8021bc445e3fc"} +{"episode": 39072, "episode_seed": 3985309603, "split": "train", "timestamp": "2025-10-13T03:16:19.585293", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3985309603, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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": "220428", "label": "turning the camera downwards while filming pencil", "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": "220428", "label": "turning the camera downwards while filming pencil", "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": "7c26e264d6ff1ac317cd551374c5229452033d972ae06795b473b3eab0c4c257"} +{"episode": 39073, "episode_seed": 930875937, "split": "train", "timestamp": "2025-10-13T03:16:21.542627", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 930875937, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pack of staples and a masker 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, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "22136", "label": "moving a pack of staples and a masker closer to each other", "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": "22136", "label": "moving a pack of staples and a masker closer to each other", "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": "c9985259e2fa0e618c37f2430a2fc4baba8f6d6706c726b5c2d7bca5732b8041"} +{"episode": 39074, "episode_seed": 3817545921, "split": "train", "timestamp": "2025-10-13T03:16:23.792579", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3817545921, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting piece of mail, piece of mail and piece of mail on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "14282", "label": "putting piece of mail, piece of mail and piece of mail on the table", "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": "14282", "label": "putting piece of mail, piece of mail and piece of mail on the table", "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": "b133ae00f3ff693e91f724c3868dcaf0b4f41d59465e76f7c7a2b1ff1351505b"} +{"episode": 39075, "episode_seed": 3468672841, "split": "train", "timestamp": "2025-10-13T03:16:25.708500", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3468672841, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put sewing thread behind tea cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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RM8h+DUSq0+c0VKdtifS9XkXSI0jto1BjK/vpQp7/AMIyag8NXWp3epqsDEZRuIIv/Zn4Fbmi3Nna6VFFb220hSOVA5570QXl1p0yGAQhyPmZskIvrWirUop3ZHJKTI9e0C/uLyFpsMDHz5twz9/QYFb9zpCWunW6zSjd5ABVFCKM47Dnt3rF1KS61dXdmfzYOdu7BZPXApmmvO0BJ5j+4Sec56c+2KxljE0opF/V3ZybN7wxHZIJEeQknAAz1rM1S8hh1KQwxkAOetS6WVt/Kbq+4jbj3pdR08NeYkGMtkrnk81nKvNvQtUoLU00F3d28aEqtuDvLDJYsR0FVNl1c6h9lhmuDbQufNRnwOfp1q7b6xbadbrG8TySrnocAZNZVrrZt9QklaEFZ3ywBxg5rCVb7NzSnS0vYq6x4bilma4tgnkj/WqpyQR1xXO614cNhEJ4ZRLCe+MYr0G4jttMtZ7gbgJjznkAkfyrjlvoILWaC6ufPhPCooOR9D6Um1fUqN+hztjYxSxb5JmQ7sYUgf0rvtLstJTR4wZJJW8s8+a+c88cVzOnzi+numUiCJQuQgwQMGuk0xM2kXzA/L1raOKcIKK6GU6V5NsZo9loml3qT3Nu7FgUQOrPkn0zV/XrvTjPDLFpsciBSmQEBBHaqtzjM8scgEkG0HuQvfHvVqO1ja0n80RokxHkxk87sdaUsfUcuYqOHjbU1m8TWsuixRx2oiCyRoqswPseB9ar6DqBtLi6TyfvP1zjNZ0FiLXRrx50IkDLgHsQQRTicSyhQM+ZwcVnHETkndlOjFS0DXdRlGpSlUUfNkBTk59qtWkVzcWKAlU6eaSCTnsAPzpL9cyjCoCcglVAzU0Wrx6YWR7cyOTkHOMDFN1ZLVsHTTskipLPfw3n2Gynm2q+ZF8tcgHHOaxvEejXXnrcRy3Ei4yWJyUPc8Vow62ItTmupYTtm+8F6itfyVhe4unuCYJiDsboualVHO+pUocltDy7UbLVNP3edLOElO4nflWP1rbs9DW7ERvnZwBwigIo/Adaus815BPYXFuQgB8qRugx0zW9DCir8wHFJ1JRVkxxjFvVFe10mG1KvCNoXt7Vt+XH5AYiqZYKh28getRtqtvESjvkqOAO9YNtm6M/VZo4rYAc7Zdje2O/5YrY0vXp7eGSGPbGgjwCfUCuauXd5plfaFlRZkX05wf6Vo6CWkvMgKcHHKg9vet4vS5z3s2kQXaT6nqUdzcvkAj5sY3egHt711NlNZQWcTXNwinG7aepPrWWIHkv1LEsT60240G/eSRo7d2T7wb1FTJtK6BJTlqyKPVrWHWLi5bcIpejYzj8K0vsyLdS6iLhvJdMlD0HvXJ3ETJwwx7VeGvumktZmLMm3ZvJ4xUQqfzGlSn/AClaa5uINXmdJYRayOWKtIOR6j3pujpZT3d0lmN2wgs+OpOawLsbiWxyetbvgRV86/yMfc/9mp890OMLO5stYHqayr5Y7a5jYHkHPWuqufuNj0rl5kEt60ZjEjyIfLB6A+prO9ma30NCPxXdWl0kTW6PHHxh2IyafqeqtfwyOm0MsgOVU4wec81Xv7H7RHFHGUluIU/ekEZP4VZvoordUhQAHyFJ98Gto1pXsc9SKkubqalpe3P9mTQM4GIjj5ckfnXMwQTyXyElvLQ5JJ647CtrSyzzyMgG3Zk5GaVY2mu3zknBquZvqQ0kmrGpb6aqo1wqbZGBd5D1Y46D0FZWk2gmL38zs0w3DAGOB7DvVK61K+dGia4cR4xtHAxVOxvprO9RhKyRs/7xR0NZOqro2VJqJdurSy1CJ9TSFvMQ5dH6NjqPyrm9f0izktBfafjZnDKpz1/l9K7LxBeJa2SooRhMCHVTgkeoxXDjVFsY5Vt7Y5frvfcPY49a0bV7MiKe6JdKUG1jwcgfpU7mO7kubdULyKoK9hkf/XqvZrPDAy+UExli5PH5U3TEupZ5vszBXK8u1ZSmOFO6ci8t7Hah4whluZMLK3QfQVfnjWw0ctFE6rLIrbW/hxgn+VUJ4l0o2+0K9xjc5Izgmnx3U80EiSys6SYz+FK9iuTm2JrIbr3aRwGrcntDJe7l5RT19q5qORkZUX7zN1/Cuvhgnjt0JX5WIJ9q6o2ZzSukOn8Kx3MbXP2gruXcFxwDiuKvLZ4JNrqwPuMV6m7BrK1h5HmEDPsBmqGt6VBe2shdCZVQ7COo71nOmnsXTqtaM86ub++u7BY3YtDGccL3x3rn7pevAruNBkaGe5tlUb2G5Q46kdqZ4g0eC709r62RUkUZZV6Ed/xFQotq5s5KLtY5Lw+wjmuMZZ2C7UHc8109m0ttbMn2dgyAks33fXNYHhqJRqE24jOABmuvjUXE3kld0YGT6EjtWc5dBW94ydNmeOS4lW3ad2HYcD1zVo2YSWN9QlI8wFyoHP0rU0u3WDVriCOP93gMf9mofEEGy9R9zHeoIz29hWUdrmzacrIW7uYLzT/KhMiGM4Csc7xj+lVYHCyNK7YDY/lREjdO45qHyme7SL3rek9WTUgkkdK1st03n543dDV648OWl3ALiR3RinUHgVJJpZtrZcSHjBb3rQlYNaWkJwVcj8gM10SSa1RyJtS0Z5ff2clrIUkRlPbIxketE+s3UmmfZCilFwC/OT6A16Lq+lwX1s4lTLqp2MOoriNGSNLy4tZIVkLrkK46kVg6bi9Op0qanG7WxxdyWDHDMM+hr0HdhR9KyNd8PxNZ/bbJCoAy0XoO/wCVWby7W3hJ6kDgDvQ1bcSalsR6jqBDC1hJ3vxx1rJiWOG6E93KUKtwqnJJroNP0+PyxdqnmTlS2c9Se1ctKrm8kLD5iTkEd6zbKWuho3TRTXdvdRM37xCjqf4f8kCtLQ5/sl5H03kAg56HNZkcZKHaK0dEtjcawsZOBkflWlOWliJwszqo9nyOAAxPP9K6aUmOwjKYLkBV+prMubCOGMOq/MnTHerhbetiQeOT1/2a6G2kcqV2YGseF0nUPaja4BLAn7xrmNJtIW1F4LpMrIhG0+tepMFcZ5AI715vrCR6frjPbsT5bZznn3FY1IJWkjenNyTiyLUfDFtcWzTaczBlzmN+ckdqyvCxNpLfK/ynKA568Zrs1uAzLdQ7vs84BbI+4fX+hrl9XtTa6pK0TBUnAc49eaUkrXQ4Sd7Mt6jraRwGKM5c1nrObiCG1tkPmsPnlIx7kUPpqy2Bn3EFV3AH+ta+nqLrT1aP5Ds2qSOh9a5nK7sdDaUbmXYXFpZTGWUvLKpIULxj61YvZluLsXEW7bIh3A/wnHT9KyYYmW4ZRyQa10gzHuA461SlZoHC6bNDSLgW8nl53M0ZU/Q1v2lvElzHt6sRmsDw3Z/bNSwx4GfyArqntEtbuJwSMsFx75rticc0S6tptvNbNbpDGskv3Tt6Y7157q2lz2E7rIvyg4DDoa9OLbtRcMeFRQPxJqlrVj9s02WNQpbAYbvas501LUunUcdGeaR6Nd3tiJ4F8zBIK55GPSuev7WWCVklVkcHkHg13Whu5a4sxIVfl4yPUUeILKLVNJadUxcRAnpyPUGojBNXRq5tSszChxJOkRUFcEt9e1WrSExa66xgBDGGcdqq6JAxs4XKlmZsk57Gkm1L7Nf3bY+cjYvtjvWTTYlGzaRY8RPAzwtGyFypDbaqWzIQB2x+tVRYzyWRvD9xT+J96fHuAHyj602aQ0Vi+i7buOQAYB5HUDPevRQ0F1D5cbZ+QcgV57YyyRXsLxMQ24Lj1Gehr02MRwwCV8IFHTgYrroTi469DkrwaZlSXcVrNb21w+14s/N2K44P1qR9WLKfKtJ5D0U4wGqhqllJe3aXkaFYQBuLcHA5zj0reQKIgByDSV22hNRSTPNtQ+16dqwuGXY7HzOPQ9RW1HNFNF50I8yGb768fKfp/Op/EWnm+vUUuseI8qX6HmvPtPstQk8ZXWlyavc2MS+ZsMI3b2VCwX0A4JyfT3pRi1KxpKScU2PntJtPu5kZCqO+UPrjP+NdjpkHkWtsSMkryQfXmvPLbUr3UGD3dy821QV3npnr/Su+ttRtzaRfvVDFMAd8gVzVVabRqm3SQ1NVSCS+kHMsjbYwPyrPnlublI5ZS7J90M38qq2kZvLxIwCAzYJHYV1F9Gz6YY4Yf3cbjAA6ADrUJaGrtGSsY8UhAGGznsat2kSz3iKHWOXcCgYfK3qCe1V0jzgle3XNWbPyxeQNI2EWRcnvjPNVTlyyuVUjzRsd4iTXAeOeNcEYG08Vl3l+lheRWsilo48kMOoBGMVuSXJhRYoomllYcbeg9CTWVqekvdN9qmceZGASFXggc4+tdlSV17pwU4pP3hDqFzsyLCRgcbfmH61w+rfa7HVhdvHsdm8wDqPpXo8ZBhUoOCK4P4lCdNPSWCQxOCoVs9cnkVMotrcqEknsWllieEzKym2n6gdFY9f8+tc+V861ubpvuqpWMfzNYeoG50zRYr3Stb1KRHufszC4jVEnITc0kQHO1ThTu9R7gbd9J5GliLgZbaMenWsq90kh03eWhq2t3Fpem2/mBiW7DrnrXKyT79RkdVwC5IHWrKyz6rcQwj+BdqgdAB1NNvrBbS7CxuWVlBzWPQ3SSl5ss28vAQggHn0re0GIyagkkIj81DkIz43D2965+3jfcOc5zXS+HYt2sW4RioyefoKqnLlkOpG8Wd3Gk8rnzdoBAOBzisPUr2Ww1NYohiNfmVG5ALdcfnXQT3iwosMaM9w65VQP1J7CqN5pQuc3E7FpkG4YAwcchfzrrqNyWhxU0ou7GJpstym+W8m3MBkK2B9MelYPibSre3s4njU7gxGSeTXXwOJbdGGACAcCs7WoC9uJtgkMJLlD0YY5/Gk4JxGptSPPbPVpNODwyp5lu3VSenrinXc0V5Np3kqyoS/3/QYrGS7sdY8bTWF3e3NjbyTFYzHLHGkfTJYuMYxnjqTxUmi3N0fEN9Z3MlyVsneKNLgDemDjBxxngZxWU4SjTepqpJy21Nu9dbfRJVBGceXx9ary6t9gtbWG3Zd2zJ4zgY/nUPiGTbaxqOAz7j9ao6NbC6neSbmKIZPuewrltrc2ily3YkEjyXJdick9TW3FJgbWAIHoeKrXqJ/anyoFyFyAParEUagZGce9M2i7o3vDUbfbDNBJHvAIeNxjb7j1zXXLbtPCROA3rgYPPpXK+FVQak+Ww5jJUdM8811slxLNJ5NshUKfmlPT8PWu6nUvDU4KtO09Dn4tUuG1CSEKrOfkVm4xjuauTWupzRFGuowrA5Kpg1JJpsVpdpecs5fa2emT/FWgeRx0xSjF6pjlJdDzLVLZ9J1UlG3GNgy57/WtSC+gu0Ets6KX4ljJ5zjrVP4iAWllNcmV4pXkjEci+nQiuN1nRdZ8P6Xpuo3d/cia5Zy8W3Hk42lATj7xDZx/9elGnJNtDlNNK+53Xh22iFkny9FFcZrAH9vXCY48zFFFVV+BGy+Jm5efJYSxrwq7UA9s1mxD7nPWiiuRjp7E8LshDqcMOQfpXo8QF3NEZlDbY1cA9MnqaKK1o9SK/Q05okeJlI4YFT9KpWRLWkZPXbRRXT1ORbGJ4tUHR2Yj5g4wa8UutYvNL8Ry31vIDNHI2PMG4crtOR9CaKKX2zRfATaf8gKjoABW5CSE4PWiiuWt8bOyh/DR2ekRJb6XDJEMPKw3N3rWsGIl8jOY33bge9FFIxl1MC5+R5AvQMcUkRJB+uKKKze51LY7vw0xk0S3lclpGJyx5PHArYZQwII4zRRXdT+BHn1PjZl2wCQhR0UkD8DiuP8AigAfBsrkZInix+ZooqlsT1PKtZ8W3GsW1vC+nafbGFVjje3R1KovRQC5AHOeByea63WWItocev8AhRRWGJ6GlH4kSeH1AS6l/jVQAfTii9QNLC567FoorBm/2yVFEasVHYn8q0LWV4JBKh+eMhlPvRRUmvQ9I0tjPb/aH5kcnJ+nFaIAIOR0NFFd8NjzZ7lC2+RXjX7qOyj6A0y6AMEoPIKH+VFFNbBLc+eNR1g6Tr+pRHT7C9hlmDGO8h3gMo4IIII6nIzg9wafo+q3lzfXepTS77qeXzJHI6k9ePT2oorKr/DOil/ENO8uprkJ5rlsknmuotLSK10uMxg5kK7iTnrRRXIjeZq6rbxfYopggDqcZHf61luSCB6j+tFFJlUfhLNvPJAVlico6sMEe9emQqEVVUAAKKKK6MPuzHE9BLtFeyl3DopP5c/0qBWLRgnuM0UV09TmWxwXxYUHwmrd1uUwfzrx+91/U9Q0+3067u5pre3kaRBJIzElsZySecbePTJ9aKKBrY//2Q==", 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jkyEuR7n0rn4Tp0eqq0fllAxziPtXO3C7dzRKVtja8P6dYLqaGe6kKgNgb9obj2Arc1TS9LuZ4dkczhVOdruRyfrVG2iK30e6XLlCSvYD2FbE22O1Ys+0HC5zjqawePknzI1VBbF/TrnQ4tI+zW1ojOqeV80YALY6ZPWqnh/W7LTrxgumBHYbAVZQBz34qsluz3MlrHsJUq8TDhY19fc1Nd6elzqCSQBWiLBZWQ9/WsHjajTSe5vHDwvqWdY1JL26lkjiUrHc9Ac8EA/zNaupas8ujuViAIK8lqxr1I4765WMYw0RP124P8qsWvzRzAohTIwGXNCrSaWpKpRT2M3T7qa4vNrLmIZ3Y6EntWpcxz2kb3c8+2VGBzEm5VPpz1qvbt5W6VlyqkEgccA/pRq2vJeWf2aO28tM5PzZ6UnWlHrqUqSk9FoM8jUtU0+U3V1OjkkxEAKDxwcVxs+h6ntkjiE6+WQxj3YPsQO9dzb3Q1mxNsrPbzxbSWHTPtVbXLiW1eF7ZfOmjysg9iB1/nS5m1uDVnaxzvhKOe4ur43Du8i7Mlzk966hrA9TTdDiRry4uvL8szIhZD1BGc5rXufuNj0rGo9TopvRWOVvljtrmNgeQc9a0o/Fd1aXSRNbo8cfGHYjJrPmQS3rRmMSPIh8sHoD6mrd/Y/aI4o4yktxCn70gjJ/ClGo47DlroyxqeqtfwyOm0MsgOVU4wec81q2l7c/2ZNAzgYiOPlyR+dZd9FFbqkKAA+QpPvg1Y0ss88jIBt2ZORmtlUlJbnMoJN6GLBBPJfISW8tDkknrjsK6+301VRrhU2yMC7yHqxx0HoKy1jaa7fOScGqN1qV86NE1w4jxjaOBiplPl3KjDnloXdJtBMXv5nZphuGAMcD2Heqd1aWWoRPqaQt5iHLo/RsdR+VUrG+ms71GErJGz/vFHQ1t+ILxLWyVFCMJgQ6qcEj1GKUJJxKnFqRxuv6RZyWovtPxszhlU56/wAvpTbTQ1uxEb52fA4RQEUfgOtRjVFsklWC2OX6733D2OPWuwhhQL8wFNVWl7ocn8xWtdJhtSrwjaF7e1bflx+QGIqmWCodvIHrUbarbxEo75KjgDvWTbZqjP1WaOK2AHO2XY3tjv8AlitjS9ent4ZIY9saCPAJ9QK5q5d3mmV9oWVFmRfTnB/pWjoJaS8yApwccqD2963i9LnPezaRBdpPqepR3Ny+QCPmxjd6Ae3vXU2U1lBZxNc3CKcbtp6k+tZYgeS/UsSxPrTbjQb95JGjt3ZPvBvUVMm0roElOWrIo9WtYdYuLltwil6NjOPwrS+zIt1LqIuG8l0yUPQe9cncRMnDDHtV4a+6aS1mYsybdm8njFRCp/MaVKf8pWmubiDV5nSWEWsjlirSDkeo965+e+srbWoVs4TN/rC0mQo5weSe1JdjcS2OT1qHSBax6vHJcQbyudny5xkVvQmnNX2MqsLQ0DW9WupJrfYlsh2kcM0p6+wrpdOstXv9AXe0+1oDjdIIR0PYAn86S8nFyY2jRESNTktx+gp0OuXws/KfasI+XanBCH+Ju9ehLEU4xVtWcipSkxnhTw7MlzPLM0MeIiSwUu3/AH0/T8qku7S2jvYgZCABt69qynguLG/AyXDnK5YkMK0mjc3EAnPKZRjj0/8ArVlLGc8rxRf1fltdnQ61JYppUboGkJYYbOe1Y2jX0zSstuo3xfMqk9TngfrV3Z9q0wqoykbfePA6VV0uOGwm+0PkruyxHfjHFYutJ6PYr2cVtuXLpZrKFrqSWRZ9/WDorHPHPWoG0hrvTWXUW3XDn5Hkkyc9hS6xrkV3bJbwQFERt2WPcVYtJ4tethHNGyPCwOVbqf8ACsva80tzX2fLG9jlX8J7zLFLKsc6/MuBlWFcvPYPDf8A2aX5W37TXd+IbtftsflXIgeAlTkHnn9RXP6vqtq28woHmdQHkI449BU3Wxa5jZhJkkiljieWOP8AjXqSe/uKk1SV5BHG6FF+8FPX8at2WyGxjK4PygADufSrFzZxvp/2l0/e/K273PauSpK60NaVlJXIilxehYkhaCGNNxLDlgOlTaZcWVhh/wB5JK/DbeFFbZhM+jtkNGzRbiB9OlcvAp3HHQdaS0Vy42ldE90o+0TBJC6uRhz35/8Ar1qae6So8AY7iy1lzIViDdhWx4X003KSSsSNuPzrppP3TOrGzZo2OkxTGS2kzhgc4rI1/wAPJZBWtfMkGCXB5x7/AErqdNia3v3Vm3HBOT6VNConE0pHLuQfp0rScFLQxpzcdTy21vpdNufOjAbI2lW6GqGrXUt5cySzLtcnkDt7V1PirSobOaOWFCFZclccZFTSWNlqttFvtwrSx5WZeue4PrWKg17tzdyjpKxznhCfynvizH+DqfrW1qOtpHAYozlzWCthPpd9c2xbCnaQ394c4NXn01ZbAz7iCq7gD/Ws5touDjowWc3EENrbIfNYfPKRj3Ip9hcWllMZZS8sqkhQvGPrWpp6i609Wj+Q7NqkjofWudhiZbhlHJBrNPqNato1r2Zbi7FxFu2yIdwP8Jx0/StHSLgW8nl53M0ZU/Q1npBmPcBx1rQ8N2f2zUsMeBn8gK6KLujKrBJm/aW8SXMe3qxGa0NW023mtmt0hjWSX7p29Md6ie0S1u4nBIywXHvmtEtu1Fwx4VFA/Emt5JNWZzRbTujzHVtLnsJ3WRflBwGHQ1Vj0a7vbETwL5mCQVzyMelel61Y/bNNljUKWwGG72rjdDdy1xZiQq/LxkeorB01GVjqVRyjfqcLf2ssEzJKrI4PIPBruS2FH0p3iCyi1TSjOqYuIhnpyPUGs+8u1ghJ6nHAHehx5RKXMR6jqBDC1hJ3vxx1rJiWOG6E93KUKtwqnJJroNP0+PyxdqnmTlS2c9Se1ctKrm8kLD5iTkEd6zbKWuho3TRTXdvdRM37xCjqf4f8kCtLQ5/sl5H03kAg56HNZkcZKHaK0dEtjcawsZOBkflWlOWliJwszqo9nyOAAxPP9K6aUmOwjKYLkBV+prMubCOGMOq/MnTHerhbetiQeOT1/wBmuhtpHKldmBrHhdJ1D2o2uASwJ+8a5jSbSFtReC6TKyIRtPrXqTBXGeQCO9eb6wken64z27E+W2c559xWNSCVpI3pzck4si1HwxbXFs02nMwZc5jfnJHauLt4jFqaq2VYZGD/ACr1JbgMy3UO77POAWyPuH1/oa43xDYNBrSzQxCRX/eYHHPT/wCvTst0JSfwsinkSCzZm78Y9aR0iSVrhwy2soVmHdm9Kpai0hCLINvGQgOcfWtSGwmmVJr11+zxR7gg6CsnO7sjVQUYpsns2TVrtSbd08ogxuDkADsRUV7OZLy5O0rtkGAevTH8xVWG9m2rBE3lID0Xgmpp5Gmm86Q5Y43fhVQl71iZwdrm5YRBtOfH3yRx61dsNG+2Qvbu2wn5gfSsvQhNdSSFRwDke3NdZpAdbxvMXBwRiulJNHPJtM5XXPD/APZwUxu0qlSWO3p/9asG1vLiwnLW52s/y4IzmvU0RblZpCMrIxXB9OlcN4l0yPT7xJYI2CEBsdsg1hKnb3onRTqc3uyOVv8AzpJpGnz5hJLbh3rCuU654r1lhBqMMaTxRvFMmUPfPcV554i0s6dfPEDlPvKfUUnG2pSlfQ3tBU3WoM5xtALEe5rc1CYRafHGQQWcAg+grnvDlzHb3Dh2ChlwCav6zdxTiHynDjnkfWuaxs1+8XYt3mqy3NwIbQyeXt2AD+Ks+HcjsHyrZ5z2rU0GARQm4K5ldtqZHQZ60y8hkXUJt8ZXcxYA8ZpvYcGk7IhEmYzkBsdK6nw7HLDaStbPHLE7DBbhh7Ee1cwFCgdj6V13hJoo7WfLcq+WHYDHB/nW+HnyuxliYXjdGldL9lia/VcOi5IOTuHcGsyy1UvDiC3eSQZLLnAAJz1/GtiYzahE6CIxW7Lg71+ZvoO1ULCwTTrmSHcWZwHB6cdMVtJtyujniko2Zla+bvULJols3RU+YljycVzuj3PmRtYyOqOG8yEkchq9BugzW0u1cttOB68V4zFY3F/4wuLFtWntox5hiMK7jvVNwX2HB5Pp70nBuV0NTXLY6fUys+o2S4w+WWT8MGnXrrb6JKoIzjy+PrXLeD9U1HUb131K4klKRApv6jPWtvxDJttY1HAZ9x+tctb42a09eVE0urfYLW1ht2XdsyeM4GP51lQSPJcl2JyT1NLo1sLqd5JuYohk+57CtG9RP7U+VAuQuQB7VFtDZWUrFmKTA2sAQPQ8Vu+Go2+2GaCSPeAQ8bjG33HrmsGKNQMjOPeui8Kqg1J8thzGSo6Z55rWjPlkKvG8LnVLbtPCROA3rgYPPpWFFqlw2oSQhVZz8is3GMdzXQSXEs0nk2yFQp+aU9Pw9az5NNitLtLzlnL7Wz0yf4q6ajctUcdNJKzI5rXU5oijXUYVgclUwa4bVLZ9J1UlG3GNgy57/WvTTyOOmK86+Ig+yWU9z5rxSvJGI5F6Y6EVM4XWhcJ23LkF9BdoJbZ0UuMSxk85x1rmyvnWtzdN91VKxj+ZrF1O1Sz0mDVbHXL+YfafIzPGsazkLlnixztU/Kd3qPoNm+k8jSxFwMttGPTrWdZSikmODTloatrdxaXptv5gYluw6561ysk+/UZHVcAuSB1qyss+q3EMI/gXaoHQAdTTb6wW0uwsbllZQc1j0NkkpebLNvLwEIIB59K3tBiMmoJJCI/NQ5CM+Nw9veuft433DnOc10vh2LdrFuEYqMnn6Cqpy5ZDqRvFndxpPK583aAQDgc4rD1K9lsNTWKIYjX5lRuQC3XH510E94sKLDGjPcOuVUD9SewqjeaULnNxOxaZBuGAMHHIX8666jclocVNKLuxiabLcpvlvJtzAZCtgfTHpWD4m0q3t7OJ41O4MRknk118DiW3RhgAgHArO1qAvbibYJDCS5Q9GGOfxpOCcRqbUjz2z1aTTg8MqeZbt1Unp64p2oXMM1vbSxKyr8wAfr2xWMl3Y6x42msLu9ubG3kmKxmOWONI+mSxcYxjPHUniqlvNeTeIZtPuJLlkspnjWO4wHXBxzjjPTpWbg4wNLxlLY2HgWTSpJXUbtm4+uc1r2jINKRbtk+aM53fSs6/zb6S67SFZtoPtnNZ891JqU8MEA4VdoHv3NYWd9TRK8fmQwsolbnjsa0AFaLjA45PpVB7WS0uXhfBKnn3qxESQeMZp3s7mu6Or8IyxwQzpMQrAYAxye9dC4FvKL0ZMar+8XHOO/4isjweXltnST5lRtqscHHHTPWtzUDHJbyWSDdIyHp/D7mu5Si4XRwSi1OzKVtqkCWyiMPKxJyiDnr1NZfiFrnUrMiO1dI4suS/BOK0NEsXs3lSfAkJB29fl9a0L9S1nMFXLFDgDvWaTlHUttRlocHo94rxmxnkKkHdCeOD9ai8T2M2oWsbRwfvo22kDuP8KzPFWmXNno3220uFJ3oCUOGGaq6laeJfD+g6dd3mpXgnvPM8yFl4gwFKAnH3iGzjt+dKEW1ZlTkk7op2zFm59a3dFhS61ONJRuUc49aKK5Fud09mdYWYuDnHlyHaB0HFLqp82ytpnwZDkFvUUUVb2OaHxIw9x8zHuK2NBZjrltFuOx8hl7NgZGaKKiHxI6J/Cd+v3fxqleoouIJAPmyw/TP9KKK73sechj8rivBPEmpXGifEPUryz2iWK4faGGV+Zdp4+jGiimCKPhy9njuJXV/mQKBx25rcvLqa5Cea5bJJ5ooriq/xGdtNLkR1FpaRWulxmMHMhXcSc9a1dVt4vsUUwQB1OMjv9aKKz6GafvIy3JBA9R/WrNvPJAVlico6sMEe9FFT1Op7HpkKhFVVAACiku0V7KXcOik/lz/SiivSXwnl9SBWLRgnuM1wPxYUHwmr45W5X+tFFLoUtzynWvEr65HbRS6Xp9uYAkcb2yOpVF6IAXKgc5OByea7DWWItocep/pRRWGI6GlL4kP8PqAl1L/GqgA+nFF6gaWFz12LRRWLNvtkqKI1YqOxP5VoWsrwSCVD88ZDKfeiipNeh6RpbGe3+0PzI5OT9OK0QAQcjoaKK74bHmz3KFt8ivGv3UdlH0Bpl0AYJQeQUP8AKiimtglufPGo6wdJ1/Uojp9hewyzBjHeQ7wGUcEEEEdTkZwe4Nang65m1bWLy+vXMtzO5kkfGMsevHb6UUULZG0fjO18WRJFoQKqB8wrndBAEdxKPvjCA+xoorGv8Rt9lkt7zqcoJ6cfpTV6Lz1oorne5pDZHUeFrmSNLxVPAjDjjoeldhY28UUJCIBk8+/1oorpo7I5a27IbhQuoxEdWRgfwIx/OpJPu0UVqt2ZPZHj3j12gku0iYovnrwD71yy+INU1KwTT7y8mngt5GkTzJGYkvjOcnnG3j0yfWiilDqXPZH/2Q==", "info": {"video_id": "117729", "label": "pretending to put sewing thread behind tea cup", "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": "117729", "label": "pretending to put sewing thread behind tea cup", "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": "3ddf196b9b63709f417e4d4285e18472bc3af503d6c8ecf180aa5568dc74df0f"} +{"episode": 39076, "episode_seed": 3023427120, "split": "train", "timestamp": "2025-10-13T03:16:26.746917", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3023427120, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that earphone is inside tea cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "41575", "label": "showing that earphone is inside tea 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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", 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", 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", "info": {"video_id": "41575", "label": "showing that earphone is inside tea 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": "f24dda2c18afbb54181f712d60f9837b3368604969af06dba9e234b1a272ae7f"} +{"episode": 39077, "episode_seed": 2044731879, "split": "train", "timestamp": "2025-10-13T03:16:27.986033", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2044731879, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 whistle 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, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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2OGsP+B/+y00J7HC6p4V07Vm87YYLkciaH5WB9fek0+wu55xZ+IdYvb6zTGLbPlpKB03kcsPat62hkmA2jj1PStFNCNwFZyeOQelVcixbN7amARpbqiqMIqkYUDpjHSmR75f9UmMd81ftdIgQDcSzVqQ28cY+Vce9TcozILS+DKdxUDsXrYt1dUIc5OfXNPCU8CkAuKXtR+FGKAGkUw080wnJoA8m0/SZ7hhuBA9BXXafpcNsoyAT+lWo4Qg7AVaQDFMB6J0AGB2qwiimIKsKvHNIYQrgkVZC8daZGuD07VOo4HFAgUYOKdt4pyj3oPFAEbdKhJ596lbJFefyX2oXnje90z+2rq0hDSeSsahslU3BfYcHk00ribsbXiaw+3vZ84Cb8jPrj/CoLLTYoVAIBx2xgVkeFNSvtVW5N7dSz7AhXefu5znFdOigGn1FcmjGBgCpgoIzTEx61OozSYx0Yqwq9KjRTn8KsIPakUhAlSAcCjHfAFPxx1oAaVqJuB7VK31rm/Gl5c6f4ekntJ3hmEqAOh5wSc0CZtk5U/Q18/W8Us0uyNSzE9BXd6jqV5Do8V9Za/qUoa4+z5nRUWYhcs8ffap+U59R9BqafolrYqvlRDd6nrTeglI5rTPCUswEl05QH+Eda6e08M6dABm3Vz6vzWvFGAKtxx56Clcq5Ut9Nt4SDHAie6qBWlFbAD61JFFxVyOMj3oGQJAOuKtRR7RjmnqmB0FPA45NAhmOKYwqU8ZqJ+RQMhY81z/iSyF7JaZAOzd1PrisKTVbmfx1daXcaxeWlqZykbRSxosfQ5JcYxjPuTipNFudQn1HU7a+uLmT7LLsRbjG9OT1xxngZxxTtbUlyvoadrZRxYz8xH5CtJFyKgQYNWkGOooEKFweKsJ2qNRUyD60DJFHtSilVTx3p231pANxSHin4xTWxQBE3uaZ+NYfjK9ubDw889pM8MwlQb1POCeRXLau/ibRtI068udTvVlui++IrgQ42lQTj7xDZx/9eqSuS3Y7AgZXjqKfGAcUUVLKJ4hkZ9qtoBwMUUUhk0SgjNPUZbB6UUUASgYOPbNIyjNFFAEPU49q8i1y+m03xvf3dvt82Kdtu4ZHK7T+hNFFVHciRqeAlAW+HYCMfzrrs4/Ciim9wROnb3qwgFFFSNFhB8oqcDj8KKKBj1GSfanD6UUUhjCMDPtXKfEDjwo5/wCm8f8AM0UU1uJ7HAanrzavHBHJp1jAYVVI3gV1KoP4QCxAHOenXmvS2UbFOOuKKKcyIksKj8hmrcKDbRRUll2JQSOOlWEAHaiikUSkBcenTFDcMR7UUUxDCASPxqJ/6UUUAeQa9qp07xXq8ZsrO7jkuAxS6i3gFRwQcgjr0zg9wa1vB1zNf3eqXdy5eeZ0d26ZJ3UUVo9jNfEdSPvAVOpOaKKktlhO/tU0YBPNFFIEWEUYB9qG4oooAG7/AFqFziiikBy/j0/8UxJ/13i/ma86uNZ1C+sYbC5upZYIXaRd8jMSWx1yecY49Mn1oorSOxEtz//Z", 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", "info": {"video_id": "170613", "label": "lifting whistle up completely, then 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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", 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"info": {"video_id": "170613", "label": "lifting whistle up completely, then 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": "ad6151a0adb984d732abcc89b21548f69dbd6f8000fff01fe81184adc0a7fd7d"} +{"episode": 39078, "episode_seed": 876178970, "split": "train", "timestamp": "2025-10-13T03:16:31.415875", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 876178970, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hand wash pack 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, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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NKw+XPekD5HFIGA4GasghvbHUItWuZJSsdox3iXcEBB9+uRXLeKPEcSf6BEGEe3IJ4L57n613+oWU2vvaWoj2wiTdJ83ROASTXnniSPTvtOqao4BTP2eFGGAMcDH5V6mCw9KEnUd3J/gcFGioty7nmWv6tE2r3EbRhiAgVyv3ePWq9hc8GJsZxmrNrqVlbTTQ3SliJMF3TIb3zWbNbmK6a5jP7qQ5XBzxXlY33q0j2aLtFFr7fPp17Fe2z7Jom3Kf6V7j4d1y217SYr23YZYYkXurdwa8Au5N0IwM+tXPCniefw1qm9CXtpDiaPPUeo96zpOwq0ObVH0R5wGR3oD57c1Bp11bahZw3UDh45FDKw7irpjXsMH1FbHHYYpkC8LUgJIwaQ7lI5GPWlUrnJYH6UFFG9RnvbdVgV22v82zcVHH4dcdayNZ8SW9qfsUb5GM7uzZ7j2/wrob2KS5hS0hLATSDzCpx8neuZ1nTtJjm1XUJSGt4B5ESN/Cw+VefXIH516WBoxX72bbvsui/wCHOb2fvyk/60K3h6QXnje6kBykFkqg+hYr/hXbt8o68CuB+HdtLHPq1y7lwXSFWPXgZP8AMV2u93bC8nP6VyYp/vpLtp92h0WJQ+W4p4HPNMQgfdIIz19akxnkViSI7hRg85rPubSK5ycc9vrWhtzncuc07YuOlJgcre6XLAC6KGHtWNcbTGRcRq3qCtdfe7huAPHvXLarY3E8bmPkn3qGjRM4PXxpUTYFjbbux8sZP5V6rYz21jpy3jxRwxomVAU5J69TzjGOnavCfEa3ttq225hkjXI271xn8a951Wy+16Rf3VzIY2ldbW1DcKqnk4/75xXVg6LqTvKTUVul1McRTUpRae1/0OZ1fxAl1aX9wrDcsJx+JrrPDUHkeGtNQ8FbdCfqRn+teceLNMhsWhsLB/35VEnUHO9mPHHb1r1CM/Z7aGIYGxVX8hiuvMHFOKj6/wBfcVFaEzNt64P1qjqDy/ZmaIE8cgCrKksMt0z8o9alzhfpXnbgeL+LNYu4ZWhAkGe2DXBS3EpcmSNgSepFfQevWVlqVqySxIZByrkcg1wzXsVqTa3kK7Rxu29Kxlo9TeM7rQ4GC43JUyy7JFkB5Bq54htoY2+0W6qFz/AODWOkgKiot1Nk7o9M8OakJYk+bpxXo+izGSJ+OmK8I8Pal9nuRGxwD0r2jwtcCeCY56Bf61rFmE1Zm855JqGQ4Rz6Kac7Ek+lMkUCI8YJxxn3q4/EiGbGo6Za6lpsbXO5Wt/nVlODwOR+NcD4m1iex0e3WzicR3EhVA3LyAdW47dh+NehT21uUnkkuExg5A+Yjt0HNeb+JtYU6gZPs6iKCLy7NUHoMA+3XnNenhqMOd1eW8u5yRpxU3K2p5frV61xMySQu1s6KC4XIBGc1Hbzq0qgN8uBg1fjlu7AG4lty1pLIQjjkcHkfWsS7lka6keNPlL5Bx2rysY+arL1PWotKJtJdPp+o299EPnhcPj1HcflXs2n31vqNlDdW5DRSruHt7V4Ysomj/Cuo8A+I10/UG0q6kKwXDZiYnhH9Px/nWVN20FWjdXR61H14qQpjk4qDa45Dkj6VL85WtjlKlx4qnumDQJHGUUgpDcqzEfTvXn+om1lvmMytDJgsqSpjn27VLe+HtYspdwTzk7Mi7v0rPlj113WNEmwDwnkZB/Ag16NLMFBWcPuM1CzNXwpoljqfhOeO9tkmVrmRgSORzjg1w/i3S/7AvxYojrbkbombuPTNeu+GtOm07Qo7a4TbKSzMOO5z2rH8eaYt74eklI+eBgwz6dK82q+duR0Qlys8Ydt0ePSqLghqtvlCVPBBxUcoBFYxdjpWqPQfhb4qNnef2NdSfuJTmHcfut3H417SgB5618oQyvbzpLGxV0YMCOxr6H8EeJo/EWixyFlFzFhJlHr6/Q1tF9Dnqxs7nWFVYYxUTQqRnABqTOBnNcP9v1C+8Z3mmHWbq0hBk8lY1DZKpuC+w4PJqjE6m6vJbJoXhUscknGCQB7HrXD3klncXp89nhO4uIplKjPXgHisqC81jWV8xpJrvygD8y7tm76fT9Kc6687CONJtueEMG4fkwIruoY1Uo8riTyts6j4fqV0y/YjO68b9ABXTszGbphRkHmsvwrp9zpmjtHcIqzSytK4GBjOPStZl3Pkgc81xzlzycu7LF80L24HQAUbiBkceppfLAIznrThGD16UEWHI5wN6fiKlJXbuzxQqEAA8nFEifIwP40mFiJkgmXBAJqnLppHzKAR6VjanqEmmS/e+Ung1l6r4xm/sdxbzvDceYm10ODjPIqL62KRr6hpkF1GYriFJAOzKDVbXdX32EVtN5kHluXjfyyMduvT1rJ1a+uY9Fiv7LXdRmDXH2fM8aos5C5Z4++1T8p3eo9wMP7TqlqhQLIh6YO7+VdeFxEaDbauKSbEu4Y2vNPeKYTPPdxl5N24k7hjJr1ORsISFzzivMtGs9S1PVrV5baPyop1leRYNnT3716dISykFcdxRia6ryUl2sNKxBGzeWC4G4DAB7UrvlSuOMULGD04pwQDJXkZrnWxLRxOv3cltISuSp4xnpXHXsrXWd/UV6XrmirdIXGMEc15/qOlzWMhyMqehFYVU9yonKXBKK9vJzG/TPY1ghzFIyHscV0GqI3fpXNOTvPOaIamylYvJIVZXU8jmvZ/hleG9srw7gdvl59uteV+DdP0vWfEEOnatdTW0M5CrMk0caxnuWMnGMZ46k4HevRvhfbPp2seJ9PZJ4xbTpGI7gASLguPmAyM8c4JHpVqLQTkmj0ksOg496guVWWB4iRllIyRUjMM89KYzAjpTTadzI88utV1LRrww3NpbMP4ZIkKFh6gg9ap3GsQXToUnIOceVcjoPZ/wDGvQruwttRBhuIg69s9voa5268B28su6G5dEzyGUNXRDF1o9b+ouVD/DunQ3XhiKC4iWWGRnLKeQcsef8A69cP4q02LQ717NCTE4DoW64NetabYx6dZRWkefLiG0FuprifiZpsc5s7gg9GTcOvqK5qvvXbNacuVnmsLkOQOO9Qzkq+7ccg5BHag7opSjdQcUMCw/GsTe90eweAPFo1qx+xXbj7ZAuMk/6xfX6+tdurjbivmS1vrrSrtLq1leKZG4ZTzXrOpf8ACSaRoGlX93f3sc16HMkDLjyMBSoY4+8Q2cdvrmtou6OacbM9E/hphHU0UVbM0REnAOaqX0MdxYzwyLlHQgiiikykfPGpoI9QmVegc1VcfIfrRRXOjsjsVWrq/h7qNzY+KrVIJMJOwjkU9GBoorUmezPoLe2OteX6tqE+meMr29t9vmxzNt3DI5XaePoTRRWhyG58NxgaiPQRj/0Ku6f0oooYERJyeaQnkUUUmPqTkZKj2pwX5xyelFFHQCVT0NQXDsEJBoopgcV4iYvEd3NeeatI32E89JF/nRRWMviQLY1b3xJJrlnbLLpthbtCqxxvbI6lUHRQCxAHOenXmvWgoKrkA/KOtFFbANb5QSOKTJPU0UUgEj+8fpTwPloooQMp3hIgBrhfEEzp8oPB7UUUqmwonDaqo8snFcdJ/rG+tFFRTNGamja82jJNGdN02/ilZHMd9b+YFZc4IIII6nIzg9wa9L+FWo3Wq6j4i1C9lMtzcyRSyvjGWJfPA6D2oorRk9D03rn6UzAoopCAcEkdc4p+OAO1FFJAKOFwK5vxhBHNoMjOOYiGXHY0UU3sETxjU1Au8juoqBCS3WiisDqjsV7sYjz3zXQ6Z4n1fU7BdLvb2ae3tnaZPMkZmLPgHJJ5A28emT60UVrAyqH/2Q==", 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", "info": {"video_id": "167114", "label": "pushing hand wash pack from right to left", "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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fugTWdqc98JmaeCWPJ/jU1ltK7dTSSZbUUfWzH5agY4zinu2F4PNQ43N8wyO5pmZo6OcXbjGQEUfqazr3TrXS9TWOzjkkluGLrGW+RPXPfA5NXdOjST7SrSqgynLNx3qp4juY9Ms5xahJbuSLywdv3UPLEHpmu6jQhVcVNXOWpCMpptbHkniLXru/e8ZlZyd6QkD7/OOK49bhWmmmaNop3Hzqy46V1muySX8tpa6dBl0PyjGNznJbGawdQvmntPKaFknR+VI7dMVOZyvJK3Q9DD2SJIWWS3POfWuy+HusRx+do87ANuMkGe/qP6151ZzujMsgwD0qybiW0uIrqBissTB1YdiK8uHus6KiUonv6kHoKsKpYD0rC8O61Dr+kxXcD7XxiSPujdxWxHvBIJzXScL0H3Frd3OmXC2ah5UZX24BJAz0z3rPnvDo1nJNdN5lwibhGG3bfVj2Fb+mTyQtIAgYtjGTwKwNd0lYNAl+1ArcapPtU9SIx82fbNdeGw9OpOM6jenTocU6SlW52eZ+I9fFxp97cdSVVcevzVxJvkkn82JBGinlQMYrrPGD2VlexxW67o7crFIqDO5vUjvWHqE1nq1sI7XAnByeNpI96eaNOUUu1z0sNogmmEsIIxyK6j4eeKVs706NeygQSHMBY8K3p+NcTCxjHltk4GKzZ3Im3g7WU5BB5FeXT0Z0VEpx1PqHzAoyaDLk8VwPw88ZDWoBYX7D7ZEuAT/y0X1+tehpGhX1rpvc4XGzsR5ZiCF/WpAz5+YUoQjJU/gelICf4mA/GgY452kisGyntrGw+2PHHDGi5UBTknr1POMY6dq6BNh4zWFq9l9r0rUbq4kMbSyC1tVbhVUnJx/3ziunC0faT1k1FbpdTnq0+aUXfRXOY1fxAl1aX9wrDcsJx+JrrPDUHkeGtNQ8FbdCfqRn+teceLNMhsWhsLB/35VEnUHO9mPHHb1r1CM/Z7aGIYGxVX8hiunMHFOKj6/19xrFaEzNt64P1qjqDy/ZmaIE8cgCrKksMt0z8o9alzhfpXnbgeL+LNYu4ZWhAkGe2DXBS3EpcmSNgSepFfQevWVlqVqySxIZByrkcg1wzXsVqTa3kK7Rxu29Kxlo9TeM7rQ4GC43JUyy7JFkB5Bq54htoY2+0W6qFz/AODWOkgKiot1Nk7o9M8OakJYk+bpxXcWbNczRKsCuQrfNs3FQcfh6dfSvF/D2pfZ7kRscA9K9j8PvJqNlJaxM2JZIxIVOMJg5roowdWXIpct+pxYmm3GyHaz4kt7U/Yo3yMZ3dmz3Ht/hVHw9ILzxvdSA5SCyVQfQsV/wqzrOnaTHNquoSkNbwDyIkb+Fh8q8+uQPzrP+HdtLHPq1y7lwXSFWPXgZP8xXr4mMKeHtBdl+v6CpxS2O+b5R14FRh8txUW93bC8nP6VKhA+6QRnr615F7lMeBzzQ7hRg85pcZ5FJtzncuc0yTPubSK5ycc9vrWPe6XLAC6KGHtXVbFx0rLvdw3AHj3qXqXFtHIXG0xkXEat6grXEeIBpURIFjbbscERjJ/Ku91WxuJ43MfJPvXkHiZb211NhcQyRj+HeuM/Q1Dv0NY2e59JE7R83WmFu5PHpSlvl96ZvAPQE1Rmc34njvUVbyxit5to/eRyR7jj1HNcwPEwli8u5SW3I4DQcr75QnH5Yr0aQgg8ViX/hSwvwZArQyt1KdD+FbQxFWHwyFZHJaO63ev2BSSKTZI5ynBPynqp5Fbfifw7bXFjNqKR7bqFS7EDhwPUeuO9W9G8Ix6RffazM00gBVQFAAB9a6K4gWe0mhbo6MuPYipq1JVXeRSdtj58vJVeYsuM5pkjFoRzUupWItJpCgIAYqw96qBtygVxpHWpX1Nfwr4lk8N6uJAS1tKQs0ft6j3Fe8211DdQRXEDh43UMrDuDXzRMh+9jvXZ/DzVby91VdDk1i5tIjHI0AjXdlwpbb7DgnPt71rB9DCpHqe0Ta5/ZIICQt5wI3SzBAv8Aj1rmPEGpTXlkqXMczxoCVdCJFXPbIrm9NTWPEtvM/wBqaZoApCyEfxZ6flUb2mtWeQIJEYdxEf5ivQw+LVFW5bnM4a3KsUFrLruirbsjobgMcDvz1rb8V+EbLyp9SsLMpdxrvKxcBh349ag8PaXq11rVtdXcbGG3cuXeIIckHvgE13sqbiPfg1jiqyrz5rGsfdPnDz90hf17elVbgEkmum8Z6YNN8QXKoBsLbh+PNc5nOc9K4tmdcXcZp9/caZfw3ls5SWJgykV9I+Gdbh8QaLBeREbmX51B+63cV80SAZ4rtPhz4p/sLVha3D4tLkgHP8LdjWsWZ1YXVz39QMUjRKT90c02Jw6Aggg9KxfF9/c2GgPNaTvFKJUAdDzgnkVocxsCMI3Fctr2r77GO3n8yDY5eN/LIx269PWsvVNSuoNFiv7LX9SlDXBt8zxqizELlnj77VPynd6j3AwftOqWqFAsiH0O7+VdOGxEaLbauTJNiXcMbXmnvFMJnnu4y8m7cSdwxk16nI2EJC55xXmWjWepanq1q8ttH5UU6yvIsGzp7969OkJZSCuO4pYmuq8lJdrFJWII2bywXA3AYAPald8qVxxihYwenFOCAZK8jNc62JaOJ1+7ktpCVyVPGM9K469la6zv6ivS9c0VbpC4xgjmvP8AUdLmsZDkZU9CKwqp7lROUuCUV7eTmN+mexrBDmKRkPY4roNURu/Suacneec0Q1NlKxeSQqyup5HNewfDrWpRazyRAuylCduCR17HrXmXg3T9L1nxBDp2rXU1tDOQqzJNHGsZ7ljJxjGeOpOB3roPDmmX1rq+t2VvbXOLOfyykyDzEwWA3BSQDxzgkVvQl7Kala4qj5onZ3klncXp89nhO4uIplKjPXgHitX4fqV0y/YjO68b9ABXLuuvOwjjSbbnhDBuH5MCK7vwrp9zpmjtHcIqzSytK4GBjOPSuvE4xVoqKVtTJKyNRmYzdMKMg80/zQvbgdABSMu58kDnmneWARnPWuNAxNxAyOPU1KjnA3p+IpojB69KnVCAAeTiqJsBK7d2eKiZIJlwQCalkT5GB/GuV1PUJNMl+98pPBqG7AjZl00j5lAI9KyNR0yC6iMVxCki4xhlzWTqvjCb+x3FvcPDceYmHQ84zyKr62PEekaNp15d6jeCa73+ZEVwIcbSoJx94hs4/wDr0lqWdnng0OBmiigBpAxTl5P04FFFIBR94HvSSHGD7UUVQdTyDxlbRQaneoi4U/Nj3PNcUvHSiisHudFMkIygzUWnatc6FrMeo2ezz4S2zeu4cqVPH0Y0UVUNwqbHsHwzJMN9n+7F/Jq71xnNFFbHM9yNsg8Goic8UUUho81+KNtEEt7gLiRhtJ9cV5gvX8aKKwluzppbEMowxqIEhsjqKKKtbFs+gfh1qV1f+FIWuZN7RsYwx64HTNWvG7k+Gnz/AM9o/wCdFFaR2OSW5xWreIH1iKCOTTrG3MKqkb26upVB0UAsQBznp15r1UKCq5APyjrRRVCGt8oJHFJknqaKKkBI/vH6U8D5aKKEDKd4SIAa4XxBM6fKDwe1FFKpsKJw2qqPLJxXHSf6xvrRRUUzRmpo2vNoyTRnTdNv4pWRzHfW/mBWXOCCCCOpyM4PcGvU/hBqF1q2o+JdQvZTLc3DxSyPjGWJcngdPpRRWpL2PUn9KiJOTzRRSJQhPIqcjJUe1FFHUfQcF+ccnpUqnoaKKYEFw7BCQa4rxExeI7uaKKmWwjzzVpG+xdf+Wi/zq5/bupahpFvY3d3LNDA7SL5kjMSWx1yecY49Mn1ooqaexTP/2Q==", 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", "info": {"video_id": "167114", "label": "pushing hand wash pack from right to left", "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": "2a97cf7f7c401ceca7b8ca183226a93a50cf20401e6638c3710ab4f0e1608f3e"} +{"episode": 39079, "episode_seed": 2739346291, "split": "train", "timestamp": "2025-10-13T03:16:33.588028", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2739346291, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 thumb tack out of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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wGxyKyqS1sS9QtItuQ+Dt6e4p8sg5TnFNnfC8cODnHr7VWZ1lAZSfUe4rJknDfEqYFtIXn/lt1/4DXEB9td/450t9TFjKj4W3EhJPvt/wrzyUuH2jnHGRXTR+BHXT+G5Zib5smu00DT7y60u7u2RhHFHlMjG4+34Vh+Ezawams9/bi4jVSQjdM+tes2epW17b77cqEH8PTb7YrnxVVxVkUtTlYIj4jshvRiIVeNij7SWxx+YNJd+GrwQslk+5AoWOAsBtAB/iJz371ptYC0e7FirAMyTKiSbTyCDj+YBqvBqF0pRZLScyZA3yBSq885wc9K2pz5oJnPLRsP8AhEoZxqJvoTcRSpviXcQVY5LDg+y0nh1Suk20UiMktvGqMjggqfQ59sVctNauVGHtJPpHE3pn16VrRW6PcGRgVEnztkYOSO/vTqStEybvoQRoZEEikEj9RWioVIg3tnio4LaG0i2woFXOSB2qN5QsmM/K33fr3FYkbCyS87gT9K8pjgSPOAK9PY4JO75a81PU1mtDooO9xQRjHSgyBRTSwAqtIxYYFB0iPdmKRZAqnYwbDDIOK7aw0ixt1OyZd7SGZiBhtzc/oDVPRtHgt9MkmvEUvcoVAbkhSOw9fftVi4tZZVgaFl8xEQOrQk8hcHDDmtKM90ZVWkyeDw9pq3Uk32p3DqyvEygKd2M8D6U7W9Emk8M2Wn6e/m/ZZo2+dwPkUk/1qpt1NF27lQgfLsyoPJPOQfatLTJb6WVEcxtHn5iZPmxz2xz2/Wt+ZGLkPVxHaid0cZwWAGTya04oh8kozjHP0qaGNUUrt5JyD6CkubiO2Xe5AX0rn5m2yZD5pdo+TH1rzf4lENJpTf8AXX/2WuzXUrbeY/MBGNwJPb0rivHvl3NzpccbjLeaRz/u1VL40On8SOIKgrxQseSKuPaFeFOccE9qWC1eVhtHy+vaulySR1M6PR7+ey0Y26SERyBlZexBNT6PcxveGOdVaN22YbGMsCO9ZTYiiCDoBge9FhcQm7ETyqhZl2kjcM5/WueF3JszqWSO4uvDtpcZZJ1imZAisASmMY6A4q/pvh+3t7p7gmKXzIVjdWTIYjHzYPsKyLYX9uoRGtgvRnXcpAyOmcgcZq5a3OpLLjesgJ43TKOM/wC7xxnit7o52yPQbG406BrK6iVZIWYjaQV+ZiQBj2/nWzbbLlXEcgZlbBI7GrMERYxSTqA+0eYAcjOPXvVkIqAlEAJ5Nc8neRm9dQj2rCCRz3HpUEku4EkcjoKbNNtcOOVPykfyNRPjdu5GODUSA0NwXqaXdkcV5vJrN9I2TcNn9K39F13zrRopW/eqcjnlh/QVwOhLoepzJLU3ru5WBeuM9COp9h/nismR2uSCfujoo6D/AOvTTMJrjdK44HHsPQU9Z4UBAkX610U6SgctSo5aLYcsUKD/AFSflTltI5ckJgH0JHNVftMLOcyDHXrVyO8t1cKXGPXPeuhXMS7bxLGuBuwOoJzUryCMZx17VnyajACMSDB9Kz9Q1u3igkAkG/Hy1Qi3eazbacJGnG9mUgAdjWCPFMSuF2nawyPY9xXOXV1JdyNJISSegqloll/bXiN9MuNRmtVZZGi8uPcWdULBfYcHJPp71caXNoB1mpapFf6ZN5XGwDI+teflB5n41e0G6muNNvjI7NkRnnt1qtt+bNaQjy6HXDSmi9p/7snPpWpo+qSx61CkJ+82D3A/+vWH55CFE4z1Na3hqJf7Yt3bAC5Y5+lZTpqV2zKdS2iO9WFZGzINxPOW9fWphFCRt8tR9Khku4QnEg6dqdBcwfM3mDpnNZq6MdSzFZIsisd68dmNaSKAuDyfU1QivYNhzIAe4PY1G+qwKrMZRxVCLtxcKsZGcDua56/8S2ieXDEv7xM5b37GsvXtc81/KtpPlIwcVx+qyyQ2heJyr7hyKqMLgd1F4qgkX5lx1yPQ1yTy7QSKj1iytLXQYNV03Vr6ZXuvspNxCsa3BCbneIDnapwp3eo9wEYgrz0P60Tp8pvQW4LKHXcDx61qaHYpPOLiZN8aH5U7Mff2rIhUSyGOMYROXI52j/Gp49cljfZbqFiHAz3qOS5pKpbRHdqGmYs3J/QfSrCt5a4zgiuD/wCElvE6Y5qF/EN7JJncPShQaOZ6npER83BZunOatQIqdl9c15qniG+UDDjjk1aPiS8CYDCq5WI9EuLpbe2eViMKK8+1vXpr+Uqp2xjoPWqk+uXdym15CFPUDvWeWDH9apRAluLp5yXUlXXkc9fWqslhNq8sJWUjy8kEnpn/APVUmgQ2ep+K107Ub64tIJn2pLFLFGsZ6ksZOMYzwOScCrGnebp2q6xZyicGGcxqlwAJFwzD5gvGemccVpycq5jWivfRA3h242yPPc/u06Y70WoWG2K54DHGa09SuStiQXG5j0zXPNI7rsxhfT1qH72hvVkohcXDSMdpOOmfX/61a+h6Bd3EkNyF2Q7gdx9BRo9jZsVmvXGAcrHnk49a6w61YrEER1AAwAKT00Rxyk2bSOSdmc8VOlrHkMUViPasGDxBZKCxcdKtxeI7NVw7jI4JB61KuRY6GLaihQAB6VWvL1YY23EAY5NYjeJ7Qbjv5HvXOa1rf9oFFiJVFGD707CNG+8WFh9nhQbAx+b1FUovFNyCUdQSpxnNcvqkjxWZaNirBhyKs+IPD2reH9C0jUbya4W4vfMEsJjIEAGwoGOPvENnHbp1Bq1S5kNIlmlZIZCOq9KteG3Y6g5JySpzmiisl8J11hmo3k5vnXzCBnHFVDczlv8AWt+dFFNbGI/zZMj943504TSjne350UUCHW0rtcxqzEgvjBNMuf8Aj8kXtmiirW4EJJ3GsdNTuNI15r+12efC7bd65HzKVPH0Y0UVrDcCxoA22l6o6YQfzpDRRR9pnVH+Gh0airEUrxjKMQcY4ooqZbHI9yxFcTMrZlb86kSeULjzGx9aKKyGPa4mx/rG9c5qVSXsZnYksGGDn6UUVSEUwfk3d6o6qf8AiXk9fmWiitI7oQ3W/E769b28Muk6bbGBFjie1SRSka5wgBcqBzk4HJ5p1xIyxJg/fHNFFOpujan8LOjFtFa+GJXiXDOgLHuc1zHQACiis49SRCeKfjAoooES/wBKUMS3NFFMRcuwBb2zAcleart0oooEZ6a42kXl1GdO06+hmkDmO9g8wKyZwQQQR1ORnB7g1a07ULrUtRvr67lMlzct5sr4xljk9ug9qKK0l8BcPiEkleaQ72zjpRGBub2FFFQhS3Y4kjHPUUR9aKKTIJV4yBTtxAx2ooqQ6Fy1Aa1ucgHCgiqqn5Ce+aKKoRS1Mn7Aef4xVW88RarqOmW+m3l7NPb20jyoJJGYlnxnJJ5xt49Mn1oorWGw0f/Z", 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", 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", "info": {"video_id": "60590", "label": "taking thumb tack out of 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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XNxHbLvcgL6VmrqVtvMfmAjG4Ent6VkzM4z4lENJpTf8AXX/2WuGKgrxXb+PfLubnS443GW80jn/drlHtCvCnOOCe1dVJ+4jqpfAU1jyRXYaPfz2WjG3SQiOQMrL2IJrnILV5WG0fL69q1WxFEEHQDA96zrSvoijV0e5je8Mc6q0btsw2MZYEd66O68O2lxlknWKZkCKwBKYxjoDiuHsLiE3YieVULMu0kbhnP612FsL+3UIjWwXozruUgZHTOQOM1cXZanPNq5r6b4ft7e6e4Jil8yFY3VkyGIx82D7CqGg2Nxp0DWV1EqyQsxG0gr8zEgDHt/OpLW51JZcb1kBPG6ZRxn/d44zxW9BEWMUk6gPtHmAHIzj170qkrR0Mm7la22XKuI5AzK2CR2NaUe1YQSOe49KAioCUQAnk1Wmm2uHHKn5SP5GsSNhZpdyMSOQDgV4DE+6PI9a93kAyW5GBg14pe6TLpACM4LN2rSg9zqw3Ug354xWnpYnkuUito2d2ONqjNZEKvI4HTmvV/CupaXZ2EFslukM7KN0pHLn6060+SNze92QymXQ9TgtpRuWeNVJ7bjxn8DTj4YPMil4bloghkL7guSdwAJxzW5rdtDfWm9gPNh/exNnGCOefas28lvLS8YJFcPCxYja6sOeeh6VjhqnNF3M6qszP/wCEZ1GVbpS2GyrxSBh87DdnIzwORUl7o1roviS1urWzeOOS3eOVxuYZyAo56Gri6tcIFaOzZV3EbWQlgOOeD6nrWpDdPqMTRywSpswwLIQCQe2fzrpbsjBsbGoRljBGP1PrV21h2uVOMAZH0oWxt3ELuoMkeSD/AHTUsrYUheH7VzXvqZtWHSSBflH50lrOFcocnjgmqrSCVMqSD2+tS23Lk5yR1rCv8LZrRfvpF0MZH64FOUHPSkQZpxbYR39q4UdxleJFcaJOY87l2ucegNcv9k/4SO0Ezo+wRmNgkm3LZGRx2Irs5pAyHdjb0OemK5o2JsoblLFZMLLvVEk2kBk56+46Gu7CT96xnVWlzOufDt8GBtn8xA67YiwGxRgdc5PAp114QibSNV+0WzXMh3Pb4J3dM44PPzVYj1G6DYa0lL45kkA2jg56H2/Wr1rq95t2tZys3TEcRGPzP0r0EznuQaY26xjdgVkjQRsGGMEKM1pRJuCyqQfX3FTx2sXmyBh8hzxjqSaniiitYQkSBY17AcCudyu2Q+5IdsScdar+cBKH5qNpQJCnJB5X6dxUW4Ichjg8is5CTseaPLtBxUSyh13A8etDEFeeh/WmQqJZDHGMInLkc7R/jWnLc7G1Hc19DsUnnFxMm+ND8qdmPv7V1ahpmLNyf0H0rhI9cljfZbqFiHAz3qf/AISW8Tpjmk6buc85uR3it5a4zgipoj5uCzdOc15u/iG9kkzuHpVhPEN8oGHHHJquVmdj0qBFTsvrmpLi6W3tnlYjCivOz4kvAmAwqvPrl3cpteQhT1A70+ViLet69NfylVO2MdB61k3F085LqSrryOevrURYMf1pmh2a6z4ofT5tRmtEZJGiMce4s6oWC+gHB5Pp71rGFwGyWE2rywlZSPLyQSemf/1VK3h242yPPc/u06Y71F4XvZDHdNI5beEKg9ic5rY1K5K2JBcbmPTNDfLodtPSmmZlqFhtiueAxxmqNxcNIx2k46Z9f/rUNI7rsxhfT1rX0exs2KzXrjAOVjzycetRy2d2c86nRBoegXdxJDchdkO4HcfQV6MjknZnPFYp1qxWIIjqABgAU+DxBZKCxcdKltswd2byWseQxRWI9qvRbUUKAAPSuei8R2arh3GRwSD1pjeJ7Qbjv5HvQKxt3l6sMbbiAMcmuSvvFhYfZ4UGwMfm9RWdrWt/2gUWIlUUYPvXNapI8VkWiYq4YciqjG4HUxeKbkMUdQSDgmsLxOfM1A55wKbrFlaW2g2+rabq19ODc/Zc3MKxrcYTczxAc7VJCnd6j3ATXCWvj9K0UOSR1YdWTMuBMMDWu1yIIF5wcf5xWZGwj6jPtT9zTy5b8PapnHmeo5Tsd9oF3Pf6RH5pO1WICj+Z9TWwkMKDJiU9zxWT4caK20aBWdQSCf1rQN1CzkGUevWsOXldkc7k3qWxaRyklVwMYOCRV21gEShQXPqCSappdwKyrvGDjn0PapZNRgTpKOaq7EaDOqDOOtZd5q9tYyebcYI6Bc/rVW+1u2ihcCUFsYFcNd3kl7KZJWJpqNxHR/8ACVQrICFIRie3Q1u6DqcWoicpx5e0n8c15joMNpqnigaXqd9c2tvM+1JY5Yo1iPUljJxjGeByTgd6t6Xd32lapq9iJLmPyZ/KKXAUSLtLABscZx1xx6Uq9C9Ns1pL30euBxng0O2FJNee2WuXNvdRvLIZEzkgmumudRE0Z8qT5T/EO49B7V5v1eV7HbKaitSW5vSz7I2GfUchfp7+9VUgRjl1DHrlhmhWgVFJdfpmklu4gvEg/CuyEFHY45zcndk3lQuNgiUH2FTxWcaSbyGB9mPWqkVzAqsfMUnt71bS/t/Lz5gB9PQ1qrkF8AAYxz1qtc3ChDk7VHU1TfVYFQkyVy2ua0biUxW7/uyOcU7XEauoeKLUyqkKYZFxkdMiq8fii3kTcQRxXD6nLJFbeZGxVgw+YVZ1/wAPar4e0LSr+8muFmvzIZYTGQIMBCgY/wB5g2cdunUGtFR5kBTuZGWJMH745rohbRWvhiV4lwzoCx7nNFFHQ2q7nMdAAKQniiiqZmx+MCpf6UUUAKGJbmrl2ALe2YDkrzRRQIrt0rKj1O40bXjf2uzzoWbbvXI+ZSp4+jGiirhuIn8P5TzVU8BR+mankleaQ72zjpRRUv4jRv3EEYG5vYU4kjHPUUUUPYzYR9alXjIFFFQIduIGO1XLUBrW5yAcKCKKKaBlVT8hPfNUtUP+gN3+cUUVS3EhNa8UPr0NvFLpOm2xt0WOKS1SRSka5wgBcqF5ycDk81d1Q5ucn0ooq5/EjqobMz8ZNTp8pAHeiipZjU+IsC5mG0CRgBjjNTmaXcP3jfnRRWT3JJBcTf8APRvzoSeVpVBdiCw4z70UUIGLeDbeMg+7VcnDY7Yooq0Iy11xtJvbuNtO0++imkDmO9g8wBk6EEEEdTkZwe4NWtP1C51G/v8AULuTzLm4cSSORjLHPYdPpRRV1f4ZrS+NE11I5nMe47Rj8a6O6uJItCgKHBKjJoormlshz3MIXc5XJlb86FnlIOZG/OiiqMx4mkAA8xvzpGnlAA3tx70UULcOhYdidMLkncHIzVP/AJZ57miiqQMo6qx+wf8AA1qnfeIdU1LS4NMvLyae3tpHlQSSMxLNjqSecbePTJ9aKK3hsB//2Q==", 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", "info": {"video_id": "60590", "label": "taking thumb tack out of 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": "6071c1646089f8d50bbc7e9f882fa1e42002b9e75fec167892dcdca7884b3b30"} +{"episode": 39080, "episode_seed": 3592860864, "split": "train", "timestamp": "2025-10-13T03:16:36.311793", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3592860864, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching oven 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', [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": "73744", "label": "approaching oven with your camera", "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": "73744", "label": "approaching oven with your camera", "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": "c5b6bade6b7f0be97a1794945c3daf8d4edf9905a0d593134fdfd3ee6ee5faf4"} +{"episode": 39081, "episode_seed": 1033835362, "split": "train", "timestamp": "2025-10-13T03:16:37.675788", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1033835362, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen onto wallet 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, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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t3qE2iXMktx+6+UFF4BywrC8DXkcfimC2mjV45ww+ZQdrAZBH5V1niiDPgy5laRI8SIFhJG5huGT+HpXnOhTG28QWN1niK5jDfQnFXBSdNqXUUrKa5T3tU2Wjz5SOMj5d2cuR/CMdD7Vwfi3QJZy9/ZITJjMsQGC3+0Pf1FdmCMDC89+e9JOiyBldRnGPlNcHtFFrkVjo5W78x88zQyJksjADuQcVDXt/2Q7rqC4WIxHBG/ChlI5HPBNePazaCw1e6tV+7HIVX6dv0r1YSUopo57vmaZ2Hw1IH9pfWL/2avRFc8Y61558L/s7z6lFNIysUWQKoyWChifoB6138N3tDsE+U8qNuSB/jU1Kypq7I5HOWhaBZVDEYA7moft4+2Lbom/KMzPuAC46dfWsu81VVkJfLAc7e+PwrEurh7mUJ09MntWKxU27taGnsFbfU2brXbiVStsPKPQnqfSvOPEM0razcNPIzyDALE89BXeaXbu8sSqBlj94ngVwvjONYPE19GkqyqGXEidGG0c06MpOXM9hVIxSstz0zwZJHqHhqxeGBfPcMGCgDcwOOvqcVpa3ZxX1vNZyssqMgy0YPyn8ejCuV+HMo/sOe2cZ8i5YY9iARXZDO0naMd8nmuOq4wk0lrfc3gm0tdDxbXtD1C1vRb+S83BKNGpO5fWudkR45CrqysOoYYIr3XVbZwnm26kuuCVIznnnpXF/EGwjNnBfL5ZkD7CyMCSpyRn8RXdhqnPDzRjU92Vjz1fvD6175E/FeBD7w+or3wSW4trZ7d2kMyCQOwG0r049fr7GtpSUFdmclzNJFlCzngE/SnNKIY2ZzjaCcVHJd4i6beB2wMVmXGorsIjUhhyW5wR7e1cjxcn8KNFQX2maUmo/Z7O3nlhZPPUnYXGV69ce1cb4p1m4utNuI1lxAcAheAeRTLy4LsAp65703WLPPg24unkRCHQJESNzfMAT+HpVc8qk7rYOWMI2Zz/hH7LL4otra6hWWKYnhhkBgMg/pXs8MIhs2mXy4ocfID/ER/CMdD7V4Lokxt9esbrPEdxHn6E4r3MYwAFOQeee/wD+qoxTippyV9CqV3GyZyni3w9NcltRsEJkC5lixgsPUe/qO9eU3cUqTOXjZQTnJUivoR+4YDOMfKe9Y7WRd7lJFhKcMBJgBhjnrwTSwlXmfKx1lyq6PCRXe/DU4OpfWL/2auc8U6bHpmuzQwrtiYCRB6A9vzzXTfC/7O8+pRTSMGKK6ogGWChifoB6137GMneJ6Er+lSb/AC1DN8o9TVeO7KpI4TC4JAwCQK57UNUd5Dwzd8dSBXK8U2+WCBUdLyZtza3Gl0tvGm/KszOWChcdOvrWd/bV/fgi3xAM445J/GsQW0t1IoYYHUZ9K6DS7ZoPKVAAzN99jgL71E60pJRjuaRpRV29jzrxK8sevXImlaSVCuXY89Aa9Q8FXK6l4asXjhjFw+5GAAXcynHX1OK8x8bRpF4nv1SZZkDLiQfxDaOa7L4bzY0O4tnG7yLluPZgCKqul7JOWthU/jdjstXtYb6GazkYSqV5ZFxtb8ejCvG/FemXelzrFcDcmSY5B0cf0PtXsykhCcDHv1rK1vT47+zKGFJcEExuu4HBrlpVlGppojZxfL5ngzZzR1r0jxh4bsIdIkubSG3ikgw+YSOVJxggd+a82716mxzxlc9sucC0wsZDdBjoB6VmRwhhKZS32hSrW+eV4Oefy/Wtp2DouRxjtUK27Sygoh2g5+gryqVXld2bzjdWIzbvNcmeRcMwwAOgHpVuSeG3CrhFIHJXuatpCAMt8xI2rk9K597OUyX226KpNuEaqBt27gT1756n6Y6VpSh7VtyexMpKmtEVvFl7E/h65KhQWZBnucEV5tFP5Zlx1yrA+4Oa2tTMtxbSLKzEjOBnPINc6vzKT2rqow5U1czqS5nc98tL/wA+HI3BGww3Lg4PI/THPepmfndk4xk5FYfh24+06FaTSO7O0KgsTk5UbR+GBWujq0sZnDSQj5WQHHHqPeuCUYuq0tFc3i2oX3JJVju22+QwV/ublwG+mfoa5HxT4Oj1eF7q22R3ycAk4Eo9G9D712OpXgvXFssvnQR4be6lZOn3WPc8ZzXI2tzdX/jO60x9VuLWE+Z5QRA24qm4L7Dg8n+ta+zcZ2pshSvG8kYXgC3ktrvU4LiFklQxq6kYYfeyK7K7MixM0asq9wDztzyPyrD8KXs13PdzzyGSRkQbm645wM+2a37qXMBUA7s/pWdSbdS78ikvd0My+ulVbm3ss/ZpSHyc7s4w3PocCqVoigb2UEAYG41cks5OQwKlqiubEy2saRN5cm8YK8tjB3FffB69q2UnVkl3ISUFcuwXcIj8shWB4wa858WTrN4gvGUg/MBx/uiuk1oTxSQOsxdJEC8EcALx06/X6VxWpJtvNwz84yfrW1OmoT0ZEp80djtfAF/tuNRVQ2W8uTAGR0Kn6ckc16GZfMDEk5PPArybwLO0WvPCXZVmhIKg4DbSGGfXkV6iHI+4zDcuD9a5sWlzK25rRvbUnEoCshRpHYZUKuSMck/pVK90y2vbZklhR4ZvldWHDY/kRWlaXsVjZyyq7R3IHO5S8co7Z77uw+voK5vxLdXFno891AxiuHlUkxnoCTwM/lSdKMUnF6sFNtu60PO/FHhSfQboyREy2LNhZOpQ/wB1v6HvXqMIHkjbGd2AAewHpXPa1IG8Ox3Vvq99cxSTm1YXUKolxhNzNGOu1ThTu55H0HTRSjYmemB0orynaKkELO7Q+NF8i4MzN9qjKPbZ5XjnkDtwfzrntWu5Lm8kkfh24wOgHoK6Nw8ysUU7QM/QVz09md5ZuSeBz0oVVtKO1hcivcxhJH5wyFHbip/EVxF/wjM6qFBZkHucEVDa6azPe4mKrJnYBjaRu9++e9c/qAkntJFlJJGcc55BrpdKzTuQql7qxiRTeWJMdcqQfcHNe6WV958AILBHAYblwcHkfpjnvXgqAlCcV7J4cuPtOh2k0kjs7QqCxOTlRtH4YGKMXbk1QUb8xvO/O4E4xkkjH1pWMdy+3yGCv93K8N9M/Q1AjqZYzOGkhHDIDjj1HvVjUrz7Y4tVl86CPDb3UrJ0+6x7nvmuSnSi4OTeprKUuZJI5PxX4RTWoGuoGVL2IbVycCQeh9D71geALeS2u9TguIWSRDGroRhh97Irfs757rxtNpl5qV1a20kuyN45Y0VBwSWLjGMZ46k4FLo7Tx65q8VyZjLFJ5P+kBRIApYANt4zWjdSNJ3d0K6cjWuUlaGQxKyjHIB5K55H5VTubdQs8NmD9lkZX5+9nGG59DgVreYGjKhSW9fak+xOFIfK7u3tWVOq4x5UEoKTuylbwRQJvdUxjADf0pDfQ/MhwwPGD/Wn6za/aLaKGF/KkLgAoPmwAdxX0OD17Vz+r2F7Kv2m3kaWKOFfM+YZVQMDAHUD17cVvChzw5r6ilV5ZWscf4tuFn1+9ZSD84HH+6K6L4f35S51FUDZYRycDI4BU59OSOa4vUkC3mR/GMn61veBZzFrzQlmCzQkFQcBsEMM+vIrpslSs9dDLVz0PXDN5m4kkk88CmrL8rIImlcjICLkjvn9DUAfH3GYZXB/rVu1vo7GzlkVniuVHXG9JR2BHXd2z7+grz6NOM3aTsdFSTitEUryxgvbZ0liRopgUcN0b6+hrybxV4Sm0G4aaHMtizYEnUofRv6HvXofiW5uLPSJrqBjFcPMu4x9gT0HsOlZev2muab4f06fUbu4LXwkWWB4+IlwpVWOPvENnHb6g1tRUotuD0Ik1onudHZIJRhvSp/9UoC/xdaKK41uUMLMVJye1YOuAv5aF28ttzNHn5SQQM4/L8hRRXRRdpaBPVanJ3yLgjFZOnWENx8r7sYc8H0oorto7owqHonhOBV8OEZY+W7KuT2DGtmMZdV7ZFFFebW/iy9WdVL4CWZdkroC20EjrXn99qVxp3iy4voNvnRStt3DI5Xacj6MaKK0wu5NXYveEwI5blR0AQc/jXZSQoIo25yRzRRUVfjJjsUp2L8nr61Go+VgCQQcgg4IOM5FFFOOmxXQ5KdAR5jEs7AFmPU1zt/EjXUII/iNFFd0X7zMXsa2iWMUGr6bOjOHkJDc9iG/wr0WZBHMwXOMDvRRXPjtJL0NMNsSogNs8mSCGA4NYXit2XQ35zmRM5780UVz0/jNZ/CzndU8QNrVvBHLplhbmBVjje3R1KoM/KAWIA5zwOTzXdacolwG7DtRRW+LMKezLhYxxkL0bg1l3Kggn6UUVgjVGFqkYJRdzCNgxZM/KSCO3+elc9fRrtIxxRRXZFt2MmtzI0+xhuBtfdj5zwfSvQvCcKr4dIyx8t2VcnoAxooqsV/C+ZFL4zajHzKPpU067JXQE7QccmiivMi9DtlucJf60+n67qCPY2N5HJMGKXcO8BlHBBBBHU5GcHuDWhoN5Pfalf3lzJ5k87iSRiByTmiiu6p/COVfGdkkSqsZGeRk0ySV35J59aKK44bGhWmJYkZI5yCDgggZBH41ycc8tpeR3UcjGYsAzNzuBIBB9qKK7KLaWnciaRx+qbZ9YkJRVH2iRQqDAABPStvRNOhg1PTLiNnDyNhueMEN/hRRXdNfF6HPHdHoUyBJmC5wBmpo0BtXkyQwYDg0UV4Sb/I9D7KMHxWzJoj4J5lTP51yk+t6jf6bDYXV3NNBbyNInmSMxJbGc5PONvHpk+tFFd9D4Dnq7n//2Q==", "info": {"video_id": "76297", "label": "putting pen onto wallet so it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "76297", "label": "putting pen onto wallet so it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "83062353fddc63966c63b4585e44ead075554170357fac195b07d69eec78ed93"} +{"episode": 39082, "episode_seed": 3325847573, "split": "train", "timestamp": "2025-10-13T03:16:38.427519", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3325847573, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 thread so that it separates into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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eGbSNMtTboscUlqkilI1zhAC5UDkk4GSefWregQpFYI6j5pOWPrRRSZR0EbGraOcUUUCLKu2BzT/MbHWiimhDt7etAkbIoopgeTz8ajc4/wCerfzq0CfKz7UUVlLc1jsO0/Xn0d7iM6bp1/FM6uY76DzArLnBBBBHU5GcHuDVqw1K71TU7/ULyUy3NzIJZXxjLEk9B0HtRRVrYg2o3OBVyFjRRQIuQsatK5oopgx4dvWl3t60UUxDS7Y60xnNFFAGRrrH+zTz/Gv86wtV8Q6pqGix6bd3k01vbs8qCSRmJZ8ZySecbePTJ9aKKQz/2Q==", 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aKKYFa5c+Wa4rXz+6PfkUUUmCI9d8WyeIre3hm0jTLU26LHFJapIpSNc4QAuVA5JOBknn1rVhc4HNFFIotxuauxseKKKBFxGOKmDtjrRRTQhwdvWgu3rRRTAjLmo2YmiigDnJNcbSdQvY20/T76KaQOY72DzAGUcEEEEdTkZwe4NU4b+51PWb6+u5DJcXBEkj4xliT2HT6UUUmNGtCxwKvxMemaKKQFlHORzUokbNFFUA7zG9aUuaKKAGM7VGzGiigRy/jFj9gt/+uv8AQ1h3vibV9U0m30y9vpp7a2keVBJIzEswUcknnG3j0yfWiikNH//Z", "info": {"video_id": "216641", "label": "pulling two ends of thread so that it separates into two pieces", "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": "216641", "label": "pulling two ends of thread so that it separates into two pieces", "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": "7abb26732955ae67bd5d3384894878920c66727d9856c34929aae0151f63aa20"} +{"episode": 39083, "episode_seed": 484402754, "split": "train", "timestamp": "2025-10-13T03:16:39.489262", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 484402754, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a butterfly clip so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "39169", "label": "poking a butterfly clip so it slightly moves", "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": "39169", "label": "poking a butterfly clip so it slightly moves", "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": "7a0d7f1314c7123a05451352c27732d52d40e8d0960cad135ab301140311af8f"} +{"episode": 39084, "episode_seed": 3949186911, "split": "train", "timestamp": "2025-10-13T03:16:43.010346", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3949186911, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching an eyeliner bottle 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', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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wZ2sT0963fDnw91ax08yavew2MSTLKihw5245wM4+bI9+Kzbi2e2eOTJzICT7c8fpivQqNKxwUr6i2DI1zJbh1C8OA39KkvbeO3JdVBjIzlWH8jzVBpF3kO+GycHNTRbZrOWNmyYfnTPp3rHbU330KazW0lwuSwGfoQaTX12SW/qQ2f0qqs8X2gAjg9DU+pXQlSEFs7QQf0rW2hjJlKFSUJ7ZrS0r7Ol9E0yhlz8oPTd2zWdE/BHapogFPA5NJrQlOzudfPZwyhGWbcy8BSen1pfs8ixvvjZArK+WHB4IOKoWji5tmY/61U2v78jBq/aybhcJvJQwnAzx/nmuOpeJ302pK4sdrJcWf7kE7Jc4zzgiobiGQQFZInGx+hHYj/EU0Hzodq5USKSVHRiBkU6zvprSCaOMo5VhhXJzz71OvQplW4up0jys7DABCkZqhJeO0zOEjLqSN23nFa00iXUZNzCw3MwOx+QRj25rLu4oHtWktztMZCEY5JPv+FVFeRMmcrqF0I7t0IJTofessyrvIfCj2q3esudzE578V0Vj4It9Y0qwuYNRZbm6GdrR/IMHGMjnPFdUUc7Zm/ZzFMzbmX2xVhJeckjj3walZXViY5WX9ael1cJlXto5V/vBM1jPc1hsQancCbSpwYiCVHO73FZ3hnWZ9EkvjBHYtv8ALdnu2YBQCRwB1PzfhW5eJFdWMkccP7xwAABjuK4x9ImvL+4iSWGEQn5mmk245wMDqx9hzXThtEc2K1ep1+oa3PbPdLqOptbW88QiFva2ZI2DJGGfucnnqa6SW+a40jSoWZf9FtY4lwuONin+eahi+H154u+ymXdb20SAOIYCnmtgbnLPjLH/AHfzrR8S6LHoVhZKsu+4kdg6A5ChVGFrWtsYUUkznAwjun3AEduKsSzwtGWaMfd61JqdsYLW2ccMBhz79aybiZktyCp5Fc6fMrnQ1Z2M2dYpJSNvA9KVJ3jXaC2B0xVYSlbhwRkbcipI5RIM4x9asRbhkM64Y8g1cRCY8++BVaBAse7IJPYVMhPGMg0NWIZZfDxKjcsvenR8dqiAJB556/Wq93eNBAEU4kb9BQI1ofnJz1rWtrlruwWa2LExylHUdAeOo7g4/nWHpyutnG7ElipPPvTvD+dLdjcyMBcnExB4UZyCPp/jWdSHMjWlPlepvxSrJKheEI5bB8sAbvrn61BJGsduwlYqVlOCBu4PHP5VYlRkDpJtEkbqCyjGevP6CqtzOsrSCVTGCNwMfPfPSueOh2M7bw4q6b4bDuFMX2mRuBuBUlf61WvfG1r/AMJVZaLLbwyafeptaYncSxzgY9Omc+tT6bYy3ngJI7bDytudMnG4+Zn+leVeJrj+2tMgv4Elja0nxJKEI28859wcV3w+FHBP4maPjjw9pkGvmx0+XZJNgxQ8syNgH64OaqvpcIfKzOT6ECqOp6q8fiGDWIoysrQwOCwxnC8gexO4VegILBlOFPI5rKqmrWNYSUuhV+WzvnTOQRUrTJIgJ6gda1xpVneMs0xk3fxFGxxVaXRYF3ss8ioM4BAPFYqUepvaViXUGluTaqkbsiRjcFGcGkS4VAY2i4xgjmls717R43ZN8a/L6VXLsbu43jbgniml0Ib1K9lch/EEEhkkkZpdrbyT1rc1g+YxC5+Vsg1hRyILlRgDB3Aj1/yK6VopYizrh0bBG2pkrNMa1VjCcIWSRiXYcbW7VUvJ2t5PMGducH6VsS63ZJ5iSowdDggqOKwNQ1q0lGyNQMt3WtE2+hDt3M+Vglw2Oh+ZTQ0jTxlhyFIz+NNfYxVHB+XoQafCiR7wpPOOtaqWljKcepLGWCjJGatowU5quqZ5p8kq28YLkewoMzUspWjbeh+Y/wCcVu2QjjvY5duEnXao68n1/Gucs3BKkfxDNaGk6pEdZOlTE/NiWJs8K4PQ+xFZVoXibUZ8rsaKXaSTIs9tBABkB0yPbBFSNaWLtmGRi4HG2UMuffvVe8t5vPdTER87EcVWWMJIQRtZkZfqcZFc3JbZnY7liSKdoJg8flFSJBuOM4BBANZdmrTWlzbRljI7CQbyM5q/aSeZcxJJI3lvyO3I5AqqGFmzSxqiOG2SYOdy554rRdiN9TkdStZIZLgPGflyR35rt/hvJJc+HRGOGgunA3DgAgHH61w14fs2ozIhJQHbgntmvRPhYPM8O6nKwwVu1A+m2uine9jCotLnHK0EkQDFlJ7gkVZt9kYAFywGeN2GqtElqQA7yIR0yuRVuOC38xQJQ6nsBg1nJJsqDZsae32fWbR45I7jZMhCoPvHPTn3rf0yXwjpUp1S/trWDVXLDy44Wdxz1Oc4z68VyaQ+VNHcRL88ZDLuGeRzWDq5ub/UHmvmlkBbdtAOwE+gq6c1FE1ISk7nr0XxT0pZkggVZXJwA0gBA+ig/rWJqWrf2o8U12FVIpzKoxjAb5QB39DXlqajFZajCYYgCj+mOOldJBPJcwSOzZLcClOctugoU479UX9T1NLi1aNVO5W6n2rBkmM6AFxjpUkj4lLZ+9zWVISshUnAzxVQVkTN3dyWa2YMHQ9sdaz455BLtUE88+wq4d0nCuQRzmovD+mDVfFD6dc6jLah45TG0ce4u6oWC+gHB5Pp71aJNSwO5CCc4xVzo2AOvesPwrNJdmbzHZuEIz2zmuo8jYM4yTzT6klcFYlYucADJNZ1ujalf79p253N7AUuq3e5vs69F5Y+prW0u1FtZj++43OaQF/Z8hzwcdqqTfPC+RkCrZ+bgHimlFjjbcOCKBGho9+b3Tpoml23NsqgnHLx54P4dD7EU6wsH1uVoLa2ZruNCQVbAOPb8elc1HePpWqRXsHVT8y9nXuD9RXZaZi4161+xXj2aXe0LNEduVbqM9j2+tYzgr3OmlUdrHTafqg0W10/TZLKZRcI0qZOGUZPUEcdCcdRVjw74ZttG0z7Jbs9xDO5uGacAs+4557ccVH4zZ47q2aHJQwhA5PPVuM9zkD8ayddm1LR/A9tdQfaLaWPyIzNuwcnII5/CuvZKxzXvqzz3x1E9z4l1Day/umCgjABAAOP1pt4v2W2t41AJOM/lUmsWUd0P7WttWv5xLfNby/aYlRbgqmXeLHO0HCnd6j3Abq5Bnt06YBNYVd0jWnsyVLiEQDfFtPTKmmtPEQNk7pjrz1oQL5YVl3VBNalydi8VFkbXdjUW0WSOGXeTGSDt9aibY2rSozquRn5uhyKswkx6bD6hVrB1qbyroHPzOgrOOrG3ZXC7WNJnVNp2kfOvep7bW7u2xGJsoeAG5xWHG2HOTwaWc55DZwc8Vpa+jM721RNckm+lkkOfNOaxr45YY6VqXspeGOT86xLiTcxq4ktalpb0MqFgdw4NaNm63Ak2Z+TG72rM8LWun6t4lj0zVLye1gnbak0csUaxnqSxk4xjPA5JwO9XdOtZLLWdWspFuENtOYglwAJFAZhhscZ9cHHpT5bEyldWL6PtyTwB1NZc8xubljknJwPpV7UnCRrGp+Z+SPao9It99z5jDITn8aCUb8CCONSBgqABUMdt5d7Jcqcu+Mk9sdBVpVz7VEWKMRTJOoivjfaSs4TfPCQs/ODg8B/8fwqgWtJAJJRNHMj8srZBOfQ1n2GotpmppKV3RkbZFPR0PUGr+sW6Wrkwvut5/3sL+oPb6iuedPXQ66VS6syrOGhvA4GQpB47A+1QaheWZ3KInCtzvU5BP0qzfTKs9u/ADw856Hv/Wsi7VWs2deilgf51nHY1fkYF/GJbh5lc/N+tekfCvC6NqsBOWZ0kP6ivIr12FsHjdlYHBwa76z0/wAQeEdD065kvLuCfUI5DNDswIQpRkVjj7xD5x2+oNdNNNO5z1WrWM0Ab/pVaSZhKRxwaKKQi9BdS7fvHA6DtWZql7MkW5WwWPOKKKTWpV2czI7NIGY5JOc12mnEi1XH1oopz6ExK1wx2Z9Cf51QnOZAe9FFUiGOgOC1ZH9q3Oja+dQtCnnws23eu5fmUqePoxooqkSy74NmePUXtxjY8fOevy9K7i6PlWMki/eC8GiiqEzkpj82fWup0ljJpkJbrjH5UUUkIvRcFh6UkwyuDRRQBiXCAykHpVzSZ5PskkO47YZlMfquTz/IGiiplsaU/iLnxF8Q6rMdNQ3sqRywbnRG2gnpmu58a3Usvwd0meU75J0szIzckkqCT9aKK2exzxZ5nP4hbW0jMumWFvJC3kxvbo6lY1BwoBYgDJJOByeaTUyWvI8/3B/OiisZ/Ejohsyxb/eFMvbZFwQWGfRqKKz6m/Q0Lcf8SqL/AHR/OuS1aRpb/LHJHH4UUVnD4mE9isWIAxRH8zBT0NFFbozY+4GLV17AHH51hSE7qKKcRMSy15tHkuIzpunX8Uzq5jvoPMCsmcEEEEdTkZwe4NbOh6hc6pf6nqF5KZbm5cSyuRjLHJPA6fSiirZmxLtme9kLHo2B9K6HSYkWzRgOW5NFFStwNL7pOO9VX5k59aKKCQulG1W79K0NMdrzw3cxTfMtrIDEe656j6UUVM9jSn8RaRh9itEeNHDDHzDOPpWbqFlAUniClUddxAPeiiuFbs7uhwmr2sdva5Qt94dTW5b6zqN7p2k2d1eXE0MfnSASSsxYtjrk8428emT60UV3Utjkq7n/2Q==", 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", 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", "info": {"video_id": "217740", "label": "approaching an eyeliner bottle with your camera", "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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5NdTHGDeSeYM7WJ6e9bvhz4e6tY6eZNXvYbGJJllRQ4c7cc4GcfNke/FZtxbPbPHJk5kBJ9ueP0xXoVGlY4KV9RbBka5ktw6heHAb+lSXtvHbkuqgxkZyrD+R5qg0i7yHfDZODmpots1nLGzZMPzpn071jtqb76FNZraS4XJYDP0INXrxGFxCF/izuNYyzxfaACOD0NTanq0kJtzHhiAQc/hVVItwdiIu0ibUbC5ulj+zgMUzuGcVTm02/wDsSxhHaReduM/gKs2utsxy9vweMhq1bfVYHI/dSDHsD/WuNSnHSx1cqep5zr6TwXISeMxyqgypGDjtWEZWH8RrqfGsyza3NIAwGxBhhg9Ku6NAdCuW0bUfCialqckiTRl8OI42UcnaDx3Ppg16dG7grnnVXyyZm+AI2n8X245KhHZz/shea9C1O4ZZZIkYFVOOnUVjeB/D8+meKtSd7aT7M+n3P2aRxjd05H0zjPSrt5xMrZJDr+oqKkfeuXCV00iFEkkIUEDNS7pbWVWzkKfzFOtcLHu75pt/cKIjjaWIqepa2NJnBImj5Vxg/wBDWdLauJCQmFNZVtdNIpAlcMp5UHjFXfPm2ACTnsDUpWKbuUo0+YY5J4q1HmKQnnA6iqxwGxztqRS23rxVGJJtXeSowCasBsD2PWqxJjYMSNuMk9hVa1ne91IYJ8tQSAB2piOis7mO2u4FkO0TOFVv7p7H6dvxq+XmicwzQh03Y/ejJH41zWo2j3clrGSRChJcg8n0FdHBdG6sxMxDPDiOZW5/3W/TH1+tYVYdTpoT+yxxAZIJUDYSTncR06/jVnQrVJPEtl5bbjDdKSGGOBnOPWqsshg89FUP85OCemOOPzq54W8qTxVZFHbdy5Vh0wh5BqYatG09mdfqOvw6TZ3ZKLJcwxl1jPy+ZgcDPeuYnn0rxv4HbV7tY7a/hyjSKSFjYMBye64I69M0vi+d9I1uPz4t8F/8se0Z3MEAI9j6V5tbRvYweItIlWXbNHvWMqRtAZeT6fKT+Vd1k9GcMZWdyqbERxG8tmDW0xwOOAw64/MVNGWCjJGaSG/kmsls2AEcDsyD03YyP/Hf1qRUzzWb0dgbu7osIwU5q/ZStG29D8x/zisuSVbeMFyPYVes3BKkfxDNKwLTU6OyEcd7HLtwk67VHXk+v401LtJJkWe2ggAyA6ZHtgis7SdUiOsnSpifmxLE2eFcHofYirt5bzee6mIj52I4rjnT95ndTk5IsNaWLtmGRi4HG2UMuffvVaSKdoJg8flFSJBuOM4BBANV1jCSEEbWZGX6nGRT7STzLmJJJG8t+R25HIFJJrqNvoULNWmtLm2jLGR2Eg3kZzXLalayQyXAeM/LkjvzXXBhZs0saojhtkmDncueeK4+8P2bUZkQkoDtwT2zWy8iZLudz8OJJLnw4Ixw0Fy4G4cAEA4/U1myaXD5hZZ3JJzggVu/C0eZ4c1SVhgrdAD6bawYcbgwPy5yOeK0qXsmjCNrtFX5bO+dM5BFStMkiAnqB1rXGlWd4yzTGTd/EUbHFVpdFgXeyzyKgzgEA8VkpR6m9pWJdQaW5NqqRuyJGNwUZwaRLhUBjaLjGCOaWzvXtHjdk3xr8vpVcuxu7jeNuCeKaXQhvUr2VyH8QQSGSSRml2tvJPWtzWD5jELn5WyDWFHIguVGAMHcCPX/ACK6VopYizrh0bBG2pkrNMa1VjCcIWSRiXYcbW7VUvJ2t5PMGducH6VsS63ZJ5iSowdDggqOKwNQ1q0lGyNQMt3WtE2+hDt3M+Vglw2Oh+ZTQc3cbcn5cZI7U19jFUcH5ehBqe0hQCUKzZOO9ac3u2I5feuERMY27931FW4Lny8rs3Z6gNTBJcRcoyyf7LrVqG5WQkT2qocddmM1yv0OmLscp4hxJfyttK4VeCc9q62fxHqWpWdxHH/Z1qAoLvbJJNJHG/JPpn3rnvElrgSXKRlYyyqD/wABrQ8G6FfRTXcSfZriSeNQqIpn8p85D/LxuAzwWHWvRov3UedXScmbnhnxCsviC5vBqEl3cLZeRK0lsI1Cl1Hyj/vrOfai8z5Jxgla6Pw58LP7Hfz7y6k/0ggyu5AJAOQABnknrmsWwiFxeT5BMSbgPxJFZVnZ3NKMVayK0E8aptKBhis/VJISBtQBgOlSnfHM6cnaSD+FZOpTM5dgOg9KkroRIBEd8eQTU32tw68nb3yKqicfuwVPzDOasxKJXALACna7E9C+ANtPUFuegFTw2++MH2zTbmRbWFpGXIHQepppElHUrpUjEC9X5b2FX9ItGht9zLhpPm59O1ZGnxG+1AyS8hfmb+grp+RnJ5xSAZN8jDHOaigvv7N1DzWUtCw2TJ/eQ9fxHUe4qwYy7bsVUv1SRSuOcU2Cdjf1OVYbhd7C5hkXgrgZUgYI+tbOgaRPp99b6itnKYTC1xE2Tt2hSWyfyGOtclomoi50uTTp8PLbgvASOSn8Sj6dR+NeleEVkbwxeTNfSzsY3ihhZiViCgnG3sTn8sVlCCUzolUbp3RUeC08Z3Gl37rcQvYM88cOQUc4AOT147VH8QIvI8KXD7UDzMqMdoy6kgfWoNEjuptZcrDI4ihkjCIeAcjaCfXFc5rj3eseKL7w9d6vc2cCzuIY1UOA6oXCj+6OCc+2K6pbnNocHDayRzTZ5BAbPpU6PtyTwB1NR6esz2ccs7l5XGST2HpTdScJGsan5n5I9qyluNFGeY3NyxyTk4H0rqYEEcakDBUACsDSLffc+YwyE5/GujVc+1CBlWO28u9kuVOXfGSe2OgrrYr432krOE3zwkLPzg4PAf8Ax/CuXLFGIqzYai2mamkpXdGRtkU9HQ9QaicVJF05uLNAtaSASSiaOZH5ZWyCc+hqpOGhvA4GQpB47A+1WtYt0tXJhfdbz/vYX9Qe31FV76ZVnt34AeHnPQ9/61y2szsTurlbULyzO5RE4Vud6nIJ+lclfxiW4eZXPzfrW/dqrWbOvRSwP864q+dltt8bsrA4ODWkFqTJ9T174WALourQE5ZmST+YrnL1fssEEagEk81JpjrpOgJfaLruosksptSZ4ljW5KjczxDrtUnad3qPcBmrnM8C57E1tL7KME7ttEqXEIgG+LaemVNNaeIgbJ3THXnrQgXywrLuqCa1Lk7F4qbI0u7GotoskcMu8mMkHb61E2xtWlRnVcjPzdDkVZhJj02H1CrWDrU3lXQOfmdBWcdWNuyuF2saTOqbTtI+de9T22t3dtiMTZQ8ANzisONsOcng0s5zyGzg54rS19GZ3tqia5JN9LJIc+ac1jXxywx0rUvZS8Mcn51iXEm5jVxJa1LS3oZULA7hwa0bC5heRgc8Dmszwta6fq3iWPTNUvJ7WCdtqTRyxRrGepLGTjGM8DknA71asbX7FrWq2c63S/ZpjEFmCiRQGI+YDIzjrg49KbjZBzdDXVIWkDJNIp9A3+NaUGx43Iu4yV6Ky8n6VRjgtSCUuMEDjchFW4beFo+MsTnJHSsGkbRbN+wjsLzS4LLVbW3ksftDmS4mB2odq8jB7D19a6GHxr4U8PwR22l7VgTgbIxEpHsWxn64Nee3k17baS9nbMY4mfzCUB359q5lkt7WJneJi+ckuCT+ZraNRJJGE6bu2z2i5+IK6tbwtYwqqLIWZlYtlR2yQAK5hr23sFKjDM0rFwvT5jn+uPwrjdI1V57ZbZMIoc8Dvk5rUuyW3ZPBAP5VnKTk7MuMFBcyI7y8zeO64UPyBis94vOz8wJPFJdsWjVgeVqoj4ydxrRbGb3IrkPAqBunTrUlpNI2Gbj0+lVNUSVbPesh+8D+daOu+HdV8OeH9Iv7yW4Se98zzYTGQLcAIUDH+8ytnHbp1Bq0SzotIma70+3mkA3umTjgVn625N15f8KjgUUU3sSyrorldTQDowINdSw/i70UUgJu3pxWbeqNpPeiigDLWR7WaG4hYrIjAg13ei6nd2A1WO2lMatEzcdiq5BH8qKKS+NDb/dSK/wX1W/v/F+ord3cs4ks2Zt7E5IkXB/8eP51heMNTuLH4k395CE82PUGQblyCCmzkfRjRRWjIRkxjbEqDooIH51i3bM97IWPRsD6UUVEty0dDpMSLZowHLcmtL7pOO9FFIGVX5k59aLpRtVu/SiigRoaY7Xnhu5im+ZbWQGI91z1H0q0jD7FaI8aOGGPmGcfSiiuSsdtHYzdQsoCk8QUqjruIB71wmr2sdva5TcfmHBNFFFJ6jnsdLN4g/tqLSfM0rT7Z0hMSPbI67I1HCKC5UDPJ45PNWdTJN5Hn+7/AFoorpn8SOaOzLFv94Uy9tkXBBYZ9GooqOpt0NC3H/Eqi/3R/OuS1aRpb/LHJHH4UUVnD4mE9isWIAxRH8zBT0NFFbozY+4GLV17AHH51hSE7qKKcRMSy15tHkuIzpunX8Uzq5jvoPMCsmcEEEEdTkZwe4NbGi39zqt9qeoXkhlubmRZZHIxljnPA6fSiiqlsQtzXlYpCCMUy3uZFbKnBz1FFFZGnUtz3MhQKTke/WuU1C7mmlZHfKg9KKKUVqU27EugH/SW9iDXSXLHCfU/yooofxE9DLlY/OO1VB0x70UVaM2N1ZiNPODj5lrOvfEmralplvpd5ezz21tI8qeZIzEs+M5JPONvHpk+tFFWthPc/9k=", 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", 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", "info": {"video_id": "217740", "label": "approaching an eyeliner bottle with your camera", "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": "da10c179f22763a8a4ab2ed320471a4332c0772f80e15cde1f674dab8d2e5bcc"} +{"episode": 39085, "episode_seed": 1065125690, "split": "train", "timestamp": "2025-10-13T03:16:44.968490", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1065125690, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cellphone next to doll'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "12520", "label": "putting cellphone next to doll", "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": "12520", "label": "putting cellphone next to doll", "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": "ed5b228b20b488be27bdd319fab25f4c731216488992898e5e0304c607f56656"} +{"episode": 39086, "episode_seed": 2444842772, "split": "train", "timestamp": "2025-10-13T03:16:46.644298", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2444842772, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 an egg behind a hairbrush'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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", "info": {"video_id": "179930", "label": "showing an egg behind a hairbrush", "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": "179930", "label": "showing an egg behind a hairbrush", "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": "c31a65244715facb739c65f19e4a81f34f202bba6e66447074fd507d54a07f0c"} +{"episode": 39087, "episode_seed": 4017400932, "split": "train", "timestamp": "2025-10-13T03:16:49.463881", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4017400932, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding trousers'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "138162", "label": "folding trousers", "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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IpVaXI7o0pVlVjZn3OjrIgdCCpGQRTq8l+HPxGhvrSO0un5AAyT0r1iORJYw6MGU8giojK5EouIkyh4XU9GUg/lXx9HZLGTx3NfYT/cP0r5PkUAt9TWdboa0epT8sKOlVJpQWx6VZuZNqkCse9l8qCSTOCBx9a5nq7I3WmpjXs4uL53H3VO0fhXovgfXYQI4HYA5A5rzCJHllVEBLMcAVfnhv9DukWUNE7KHXB6g11Sp7W6GdOsldS6nvusRGztDNDG0kDDMqkZU9ACce2efYV2fhaaCe2t3hkyhTIyRn9K8f8E+Pmlg+xX2JVIwQx5Ir1bwe0StNFEd0BlLxEYGVKg/mMEfhXfCanB2OGpTlTkr7dzvElMYGeRVhHDjIz+VZq8HgnFXFfEY2n865TaxYrwj9o1S7+GgPW5P/AKLr3VW3DOK8X+P0XmDQDj7v2j/2nUti6nhKjaOaiu8m3kHcirjx4OKq3CnGAMk8AUo7jL+lKNTt7V1/1lvujcexU4NczLG0Up6g54rW0a8TTdYZS2IXUo/1/wD11a1Cx8q7MbgFJELKfU+or0ZL2lNPqjki+SbXRi6PLHHq3Kkq6gg5wUdkOfqM5/SqNvcLDqenzWwG8MnTj5ulVluNkySxPskES5z3Zf8A9VWfD1sbzXbcAfKJQ2P1qFJyUYLuW1y3kz6k8IWC2+hxW8b7vKOMk55rroICMZrkvAwki0XbIwaRSCzepIrrI7nkKetaVr8zsZU9YovjCqAKr3A8yPbk9c5o8wkcU9SG471zJW1NDxeIgHn0rmvGF15cFoh+686g/nXQedu5xXGeLJxc3sVsVLKgDFRz1YCuCiuaokd9R2g2cnr/AJ9rqzyI+S+CxHHI71ZXxKL6wktL2MFvLwki9dwHFXta09pNQSIxsVddqOOhx6/nWPqmmxW1tG6JiQNtfB46V6c4tNyRwwaaSZ0lvqc9p4I0u+00KwhYwXcbDIzlsH8c5rm/EWu3Gox2skpCzpM7FUXCjG3aRXQeBEtrvw/q1ndoZIGnTcoOMZDEEe+VrmfEmkTWOoNEsvnQgbopM8lT0z78Y/CnOTVFMUI3qNGz4j1M3thbyoxPy9OmMkMP6j8a5a/uzPd+af4lAb6ilS6Z7JImYnYwwPb/ADiq8y7mJHWsakuZ3NYR5VYtWVql9cpAx27+Fb0Ner+FtHtvF3w+v/Dt9bqupaepeyuCPmRufkz3Un9GPpXkenXP2e5R+6MCK9w+F97Dd6jMm8LMRuUf30PB/KpUeZWG3Zo878CRsjakjqVZSgIPY/NXWOwVTmptZ0aPQ/GOry20bra3wSePcMYb5t4/Pn8azLmfOe1ebVlqd1OOhh+J7jGmuo/jYLXFZ7dq6HxRPkwRA9yx/lXOLyTXTh17lzKs/esSRR7pMjJr0b4dq0erxkLj0Nclo+neYd8ziNf513Xh1Ire+XySQcdT3r0KVF/EziqzXwntcjJqOntb3ABdRlT7ivnr4peHxpOupdxptiukBYejjr+de/6ORPY72IDY5zWJ8QfCUfiHwvKI0H2iMb1b/aHSrxEbwujPDy5Z27nzpoesy6ZeI6ORg19BeB/iGZLdIpXDDjIJr5nkRoZWjcFXQkEHsRWxouty2E6kOQBXnNdUeimnoz7Wt76C8t/MicEEdK+V7lwC2fU16B4P8c7o1RpOo9a8yvJGycdyawqyely4Q5SrNJljmsXWJMWwX+81aLsec1ias+6ZE9Bn86mkrzQ6rtFlnR4RAsd+4+VbhE/DvXpetaLa+IvDYC7DdxJuhcdfoa5bw9YpN4dlW4UmL5TkDlSec1oTLeeHNQj3TFrK5XaHU/Lux8pr2aVNNanlTqPm0PO4ZpbG5yMo6HBHvXrfgP4g/Y5o/PAYgYye2eteV6vGwv5nI53YYjpmq1vcvbyBlOMVxTg09Dup1dLS2PtPRfEOl6xGrRyBXP8ACTW4CuOOlfJPh3xdNaSIRKQR6Gvc/C3j1b6JI7lgxxjdUKT6lSh1id9JdNFnAzjHevMPjKgvE0fAzgTf+yV6F50UzAq6ndyBmuD+JJ80adgHI8zr/wABoJsrXPFJ9NOTgEfhWbNaTxuHjGSpzXcvCGyNoqs9irqQEoTaZLPMpraVbglo2ALE1ZF9O+nm2ly2w5QnqK7l9HDZ4qJvD6sMlR+IrWNVohwTPOgpcgAHeeMeta9ldrp15ZXKIu2J8spHqMV1dn4Xt55cyRqwUniuv0HSNOW6hhnsoZIi2AHUN+ee9XTqW1FOF1Y9A8FahFqOgrPAVwshiJXvtAx+hFdTA3z8msvSrPTrK3Nvp8MFvETu2xKFDH6etaqQkfNmuiU+Z3OeMeVWLImO7a3I9alVgtU2bAzSreRswUEHK5FQzRHjTOPKyCQPUV5/q1yZtanmXecOqrt6/Lya7i/k8q1die1efSvAUVrhDtkbdu9DziuDBxvUv2OrEO0LFS88SXlve+T8hWMgEFevH/16W5vo7/SZXXasqPuZfb2rf0vwlBr91ezyK5VGVFZT1+UE/wAxXOa14euNBmkiZt6NwCB/OvQmpxTe6OSDg2l1LPgy5MR1S3zgPbrMB6tGwP8AItWlqdtvtwM7sLtDeoFZ3hCyeTUXYxsYyhhcgfd3ggE+nNdPe2+LSIPwwQAg+uK5sRJ/V0vM2or9+35HlsqmOVlHrUjHmrGowgXEoA5Vqqx/MBSjsi3o2gKg89D610Xh7xBNo13BdZYKjdVPI9cVgEADJOBW54M0GHxPrv8AZlxdy20TxSOjRx79zqpIHoOh5Pp71V7aks9X8Ra1a67oWj6ray7hN5yuo6Kylc4/nXHXDkqSDTrbfBpVtZeYxhiGUTspOMn8cCqtwxC4ry6+s2d9H4Ecprku/UgM52qBWUjhTk+tWL+TzL6R/VqqbTjPavQpx5YJHFN3k2aEGpSxfKnA9a6jw9qbLcx5O5sg4zXErkqa3dCl8u/iTdglhtreFSS0MpQT1Pozw9fkxr8pIYdK6lkeZEROVbhh1GK4HRZXt7jyHOD1GOwr0DTv9XuZ+Oua6uZOGpyyi1JWPmX4reHToni2WVI9sN184443d/8AGuDBwa+nPjP4bj1fw291AyNPbjzEGeTjqPyr5jPWvNi7o9B6GxpOsS2Uy/OQK2pJC/Jqvrfh/R7Tw1batpeoXkwa6+y5uYBGtyQm53iGc7VOFO4fxD3Af5i7evasK6tY2pSuiCRuKwro+ZdyMeg4rZkOMmsMN5s4AHJbp+NPDrVsVZ6I9b8NWn/EhlQrxLCVH18viotHuE8ReCJLCZAb2wChA3VsZx+lbMCfZPDaSKpJtmRpAvJ24wxx6VyXhq9t7PxJqlhIzeXcbWikjPIIO4EfnXt0tEjxpu9zE8qTUNPaxTlWlchCuCjdee+MCuRIwcGvZdQ0Bv7f+2W7MtvewBnccBGPB/EjmvPvFuliCaLUYUC21ySFUDATBwB+IANZYmnpzG1Cqm+U52ORo2ypxXWeHPEb2kyguRzXIUqsUYFTg1wtXO2M3Fn1N4S8UxXSRpI65PAJpfiEONPJbIPmY+ny14h4Bv473xBBp9/qd1ZRTEKk0U0UaxnuWMnGMZ4HJOBXaRajqN9fXthqFxdyfYJmijS6xvQZIw2OM8DOMipUdS5yTWhIkAZzt9Kljtxvw3SrEQVEySB6mlkU76uyMbkbW6RrjHWqzKcEY4q5OSydOlJbL5zFfSlYdytYWrfaG+U7cV0uj2cYlMkgIAHXHH+c1FBAI+AAK6CxRPs5VgOetOKFJ6Do0IYhWO5TjNadnfSJ8kwJHZs1TyIySOKtQgTIykZ47VqmZmmZlkjyjAnHSqwI3At/+quV8W3l7pWhyT2lw8EvmoodDzgmuc1efxTo+jafd3eq3oluy5kiK4EONpUE4+8Q2cf/AF6HIEjB1x2XT5CD/CazoNOgRIJoy6OiKRg5B6HGDniiiufAbyN8TtE4i28S6tpWpRyWl26CFjiP+Bgx5DDvmvRPGsaNGzFRkru/HGaKK7KbupHNP4omJ4G/d6vc45BjVSD0ILrW9rgAL/WiiuPEfwkdNL+IzzTUR/xMZPfFZ6gKxA9aKKdL4EOp8TIpWLSkE8A4r0jQ1HhydLiwA82PJDSDdncmDn8GNFFEiUPz8gHoMVm3ZO00UV59X42dtL4EcTNzI2fWms5CrGAMYz70UV6ZwsbH1rRsGKalZMp5EyH/AMeFFFLqPoe6eMgdP1CN7ZmQ7sYz2rt/CV1LdWP705wlFFbUvgZjU3Re1eGO60OZJVDDkV8h63BHaa5ewxL+7jmYKD6ZooripbnTLY0PEHi2TxFbW8M2kaZam3VY4pLVJFKRrnCAFyoHJJwMk8+tSMcmiipxHQuh1K85xG30NYccjRSLIhwynIPvRRVUNmKt0PdLe5k/4R/eMBpLCR2IHcKDmvLpbuWy1eC5gKrK0KsTjjLDniiivXj8KPLS95nV6Zqd7fyXP2m5eTyrdtgJ4XjHA/Guk8c6ZaHwDegRBRatEYsdjtH+NFFTiH+6fy/MdJJVUeF0UUVwnYa+i682jJNGdN02/ilZHMd9b+YFZc4IIII6nIzg9wa7fwhqV3qt1quoXsvm3Nw6yyORjLHOeB0+lFFA+jOvbiMVKTmJW70UUhCdj9Kq2DFb7g8E9KKKGNHWKgOCasAlBlSRRRVolkomfGCc59auWpKtuB5GBRRVEGF49YnwszE8+dH/ADNefT61qF9Yw2FzdSywQu0i75GYktjrk84xx6ZPrRRSe40f/9k=", "info": {"video_id": "138162", "label": "folding trousers", "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": "3c218f988e4419c7570b03daf1152932923d40abfeb1b102bc7fc6d026fd9949"} +{"episode": 39088, "episode_seed": 3347692667, "split": "train", "timestamp": "2025-10-13T03:16:51.031382", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3347692667, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to scoop salt 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', [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": "10930", "label": "pretending to scoop salt up with spoon", "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": "10930", "label": "pretending to scoop salt up with spoon", "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": "bad0ed5de87c4de53bdb639febcf40e8b3b18a21a42f90731258e76426e2210e"} +{"episode": 39089, "episode_seed": 1960932597, "split": "train", "timestamp": "2025-10-13T03:16:53.386362", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1960932597, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a mosquito refill liquid 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', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "88821", "label": "moving away from a mosquito refill liquid with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "88821", "label": "moving away from a mosquito refill liquid with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "44ee4364d80b801894f77218859deb75c09a233c859d17fcf532bd5b0ace1255"} +{"episode": 39090, "episode_seed": 798661861, "split": "train", "timestamp": "2025-10-13T03:16:55.321403", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 798661861, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming remote control'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "44609", "label": "turning the camera left while filming remote control", "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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2mO6Cuw+VtobfuU/THUViadeLCgjxlyxI9CNp4qQ3805y5wOyiucb2Ou1S5bU/Ct3E6w4swhUxoFyTnJOOp4rzivSPDMC3nhzXUK8hI8fk1ecMpVip6g4pmPVk1m/l3kTDswr6D+Hd7uhVc96+dlO1wfQ17R8N73lFB5OKiojen8J6zrlyqWxYnjFeY+IvFD2URW3RS3q1dv4tmxpRcH+GvFtama4hLqc+oqL2HFXIb/V9U1CEsbojI+6nArnk1C9jl8ueZiucEE5q2usWyRmNo5dwGPlFJDo02pfv0by1HOGBzWvNbcadi/EIvswZQOfasS9GH3hPwrQSf7O32WQlXzjJBIzWnpmkXEkvmzlGjc8EKf1pqaRLi9zm7bUFG1HG05FfZtqwMS/7or5j1HwvZXZDZZJFxyv+FfSto48pPoKUpXMmtTQBoLUxWFLmoLR84/tAW/l+KbCbH+styM/Rv8A69eQ17x+0JaKy6TdE42+Yg9+h/pXg9aLYmW57B8M7vaunNn7shU16x4kuxbWWW/ibFeG/Du62xoueY5wa9V+IN0YNBWYHkSL+tZ9ToeqTON8SeKG0y13wRLJIzBfmJwK5OfxFqt0ozPGmRkBAKi1uZrq0baSdvzcVkW2oWqWiCV9sqnHQmnF3CasVpdVvoNQaZmLP0w4yK9O+Dcolm12UqFd2hLAdP468vvc3t6i22ZmZeirzXo/wejltZdajkQo37nIP/A60e1jGex7XavzWujfKKwLV84NbEL/ACishRWhaPSsbxZB9p8IazCed9lMMf8AADWsHyaragvn2FzCekkTr+akUXLR8U1veE226uR/eRh+lYko2yuMYwxFaPh6XytZg/2jitHsRT+NH0b4euSPCVu+eUjYfkTXC3utdWByTXU+G5f+KScZ4VpB/n868ebUDKpy3O7H61j0Om12VTrOo3ksonvJcjkKpx39qz71ZXiZ97sCMksewpHL6fqG6RCVPPHcH0pJtQikjkUK6kgjmtYmMzVsUu9cCwFVSMNl3UdB/jXU3OnWRtUgiiWAx/ckQcj/ABrK07WLSOxXykEMaAkovarFlfza1efZ7MCNAN0s8nRF7nHf2rnlzyenQd1Ep2UKWuqLBCzS3ByPmGEAPdh3HtWpryf6BLY2kpJ2YmOMBnx8qj0/wrMtGFtqElxbB5SzHYXPJHQE1pi3uJSbu6k2lTkKOgPTP1qdpXZ1Rd42N/wZFpfw017TdZ1S9MiXdpLG6heUc7SCPYjNe82GtaV4j0KLU7S5BtZgdpZ9hGDgg88GvlHXoL/Wbhb07RZQLsiBbGB3PPXn0qhDa3Uci2n9oyRxnkqvRf1/XpXdFpxTk9TjnB83uo9C+LXxHttTjvvC9na7ooZlRrneMMyEdMDkZ968ojjuPsENwVJthOYie25lBx+Wa1m8PrKGeK488M21Sert7e3qa3dbii0X4e/2asiGWS7jkKg9ODz7n5R+FKpVjpFCVKSTbPPoW2zoT0DDNTxAhyuehxk1G8bNI3AAya6HwtpFrrviI2E95Jah4pXjKR7y7qhYL6AcHk+lTcFFpXZ2fw5t/O0rXQVONsXJ/wCBV5hq0XkatdR4xtlb+deqfCJmuNO18MxPywde336898Y2/wBn8S3QxgMdwpJ6mb30MGvQPh7qXk3caM2Ocda8/rR0e9e0vUKtgZokrouDsz3zxdrcP9g7QwLEY614s2p3MLZ2ExZ6la07/wASzlAkIWSQH+LkCuevNfvb87LmRdnTaq4FQ6ehpGSNKO806WZXktPm/vbuPyroRqNksKhXRBjgZxXEQr9pYIjop/2zgVagkihu1TUEDqvIMRzmpjTvuzStZW5TW1K5mdDJawNIvXeEz+tZdrqsqTjzJ5YmHUBiBXQP4vgW1Nna2iCM8EyDrXOX1ukge5CbWYjjIxWvs49DBTklZnSr4ijW3XMu48DnmvpW0YeUvPYV8ta54f0iz8OW2q6XqF5MrXf2XNzAI1uCFDO8Qznapwp3f3h7gfTVrIQic8YFS42EbKyVJvyKorJkVIJeMUikeVfH+HzPC9hMBny7oAn6qa+d6+mPjTAZ/h7cPjJimjf/AMex/WvmerjsTPc6nwZfLa3UyMcA4YfhXo3xE1+O68OpDEcsdjYH4V45pkvlXgOcAqRWpe6xc3Tq1u5RLZd24jOW7U+VXuWp+6hGvr20dZWhdYjgHzEIBptwNMuJwVeSLd94oo2iqN1rF9fRCK6uGkQHOD61GGDoFQEk8YHeocbO5rGSne52FlaWdnHmAZYj77HJNdt8PWD3OpNgZPlAn/vqvPPCFva6l4hg0jWLu7s1mIQSLLHEIj3LGTjGM8dScDvXefDy1uNO1nxDaXHnr5M6xrHcBRIoBcfMFJGemcEijla1Zzylc9StTgVqQy5yKxLeXDcVoxyd81LKiaKvjvTZZA3y9jxVbzRQHDChlo+PdTi8jVbuEjGyZ1/JiKjs5TDeQyD+Fwf1rU8XwC28Za1EOi3s2P8AvsmsYHBBrXoYXsz1fT/FItfDk8GQD5hJJ6AECuBj02+ng81Nio2XGZADj6VVa5kuQLdGKxMdze9UmchmCMdueOaOVdDV1GncvpqAktDBOhlOeMnp75q1YrYNl/KPmA8q5yB9KxkbHAHJrqvEPgy/8MeHtH1S8WYT3xk86ExkC3wEKKx/vMGJx26dQcTy9hOSt5nPW11JBGsSY2yON+f4gCOPpXTzXs+nxLp9qRFDMnmyso+dyWPBPoPSiinLYKfxGpoyKXBIHHSrsirczLFKMoZBlexHpRRXD9o7kZXia6kMcEA2rGoyFUY74rOsE+1Ri2dmEbRhm2nljgdTRRXVHYiW5a1GdtOtmltgFdjyx5JrlZ7ma5CtNIznk/MSe9FFTDqxSI8mrOl6tc6LqseoWmzz4twXeu4fMpU8fRjRRWqMqmx6Z8Fzm318dsQD/wBDrkfiOir4hBAwSvP50UULc5pbnHUqkqwI60UVYi4kjCGR8/NjrVLqaKKpjZJETuFKzHf1oorPqaL4UKZGU5z+dOa4kI7Yz0oopikbeveLpfEUFtDPpGmWpt1SOKS1SRSka5wgBcqBzk4GSefWvpu1c7F57CiilImJoI7BetKHbPWiisy0cp8TwJPh1q4bnEYI+oYV8t96KKuGxM9xVOGGKtSuUtFRTgSHLe+KKK0EtipTlZlYFSQRyCKKKRJtad4jm02S482w0/UVnKOy38HmYZc4IIII6nIzg9wa7v4aald6pqmvaheSmW5uZI5ZXIxliXJ4HQe1FFKQ1uep2rncDV+N29aKKyZqiZWJqZSdtFFIo+YfiIoX4g62B/z8k/mAa5iiitlsYPcfuKrgHGetMoopgwBwcitjUPE+sapo9tpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFAj//Z", 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", 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", "info": {"video_id": "44609", "label": "turning the camera left while filming remote control", "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": "71dcba50b641b4e27ee4f5985a6a1e1c346e4fb9fcb73128e9cc26231483ca15"} +{"episode": 39091, "episode_seed": 3020180941, "split": "train", "timestamp": "2025-10-13T03:16:57.913264", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3020180941, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 doll down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 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": "104028", "label": "moving doll down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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zUYcDKsNy+lOL7kNDknWUCK7JeMDAkAy6f4j2rN1C2MHzAiSFvuuvQ1Zcbfu8j+VVftMkDNsIKt95G5VvqP61rzp/EZuPY1PCUjO12DzjZyever+pkvqCQ9mVePqf/rVW8MfZzLdyQFl3bN0TdUPPfuKnmPm+JwvZAn6DP9a65O2HRhSX749A0H91IV7KoFW9UuWWIxqSu9SAR2OKoaI24OxPLVJq2fIRx1U5rli7WZ3SV0cnaeHTrPiW1e4UtDEnmSt06NwPxNXPiTrJ0/TfscbbWvB5Wf7o7n8uPxrfgkNpFujXBYAmvKPiBqEmreNbfTY5P3cKhf8AgTDJ/pXW588tDm5fZ0/M5ObdFIVbgitzSru31CxOm3SFnX/Vuoy+31HrjjK916crziT7mUwyLieLI+oqiXOcjgjoajZmduZFm6ia1naM87WIyOhxUcc7RuGU4IojmBjMMmNh6E/wn1qFlKOUbr296nlRonbRm5HOl0oI4kHUetepIoBQnqRivE0naNkKkgg17aD+7B7jBrfCx5bmNfoW1+eSKMfxuB+HU1qacqzXrzgDCgqnHb1rm5bwRT53YwCo9ucf0rWtdSaCFRFbs3GAScfjU1Z3mb0Y8sS3I6SMZVYbiSCPYVRmRp02QqJHkIRBngsTgfzplta/O0kxzu5PoKx9b1v7NDJLamTzbWREtkjH3pmyQfcjHT3+lbU56WRnXgn72zOQHhK9utRv9LkSIajAySN82ACd2Yx78ZH0rZhtF0zT4rZMsVBHPUnvVdLfUJdXvNVup3FzPMZJHA24k7YHoOla8pNxELor+9PEwHIDdyPY1rZdDm1W5gzwkbmY5Y9TXI67ZYc3EY/3h/Wu2uhwawrxAwZSMg8EVMldFRbTucgHE8Ow/wCsX7p9R6V2fw2LM+pAMF/1eTjn+KuIv4TZ3BxkDOVNdv8ADd1kfUZF4LCPcPf5qzgrSN5O8T0VAEQ7R+OeTXJ6pifxKVH/ACzSMH8BmutH+rP0NcbG4n1q7lU/elIH0HH9KMS7QNMMtzqbPP2IkDqaq22otB5lqR+6Exf6k4q/bkR2gz021jRcySqBl3bj6muWm2nodjO50DSvtcAubkHaX3xqDjkHg/pW+8MRnM2xfO27d2OdvpWKkWpTeHbUQH7NeQkEp2bbkY/Grd1Zzy6jaX0UxR4xsljz8rKev45r24RUY2RnbUJ5IEhmkDLtTJkx2I65rKneO5txJEweOReCPSrzackF/cXKFttwuJIz90t61lXTW2gaRNIqEoHwiZ6E9vpSZrfQ8w1OLyrmWM9VYisK5HWt2/uTezyXBXb5jFse1YV420YHLHoK5XueXO13Y7nXoPtGizjGWTDr9R/9bNcVaWr3d0kJOcYz7Cu/Lx+RI1wcIFIIPof8aoeHdGG8OVyT3xXLiJpCoU3J+R1nhrT1iRCVwAOK6qWZY0+YgA8VnW6C3hVRxWJ4k12Ows5Zmb5YhwPU158nfQ9LSKMDxlq7ahfjTYX+SMbnXPLeg/rWJZcBjXNzXM0sv21pC7StuZhxtf0/DtXRadeR3yCM4F1jIx0kH/xXtSnSaaZnGdy6T+lROQaUkg81HI3FIZA8hWqU2GyV6+lWZazNHtP7Y8USabPqU1qhSQxeWm4s6oWC+w4PJ9PerpwdR8qM6klBXZ0XhFiHvP8AgGf1rSt13eILuT+6QP0Fc18Prqa5a9aWQtkRnJ/4FXQ6a3mXM8g/5aSsf1rqqrkoqLMaPvVWzutI+WEGrGqfNa47moNN4hVakv2yAT0FYdDrY2SZY7I7jzgCvCbe6a+8atdE533DsD7c4r07xRqj2eiXDxn59hVB7mvNPDens12LxwQighfc10UNWcmIfQueIrMri+i4YcPj+dc1Mcr5yj5SfmHoa7qZBcAhhmPpj1ri7+A6besjrugf+X/1q2nDW5lTl0KJkx3qeKVZ0EDkBh/q3Pb2qrMnlOVzkdVPqKqTSlVJU4NSoXNZPS5ckkaOQhhgg4Ir3eM5Qe4ryDXNH02Pw7batp2p3twWufsu66gEa3JVNzPEM7tqnCnd/eHuB6/CcIp9hXRCHKc858xz7SvPq3ktyEkJP4HFd2io0cUgAA24rz3TJBPqFzM3U5wfqxrtRKy2aJkg7a86T95npQ+FDrmfzMW8Y5PDGkWKLTozdFFLbw65XO04xuHvVPTrviQyrlycBj2qxe3cM0lurkCLzBu+grrhJOMYx6mfJrzMni05L5DNOD5k2Tj0zWFKk+mzusiMEztbI4PvXS3F5IzzW9unlyJGGjc9Kq6gslzpjCYfvdmWA9a7XBW0IqUVJXRxV80e9vL+4TxWHcjOa1rjAGBWXP8AdNYs4zn9TthPCy/xDkGtf4XgrLqqsMEeWP8A0KqmiW9lqvioaZqd9cWsEz7EljlijWPuSxk4xjPA5JwO9afhNBo2seIoZxNELeYRkXAAkAUuAGA43fTihK2oKXQ726nW2sZpSQNqE/pXJ6RGQ6s3U8mobrU7nVpdgJWHPCD+ta1nCtvCpI+auTETUrJHoYeDWrNlnxbYz2p3hS1S810M4zHAPMPuegrNuLtVhO44XGa6jwS1pYaO9zOrfabl93JwAn8P9aeEjzTv2N5X6HYjB4VKRgw7YFZU/iSCL/lsq/Q1k3PiyEEhMtXr86Eqcupv3LccmuQ8YYl0sRBusq557c1TvfFMzg7AQKxZbue+DyzOTGvQeprKUrhVkoQMC9IjPTjsKxp16k8k1f19pYrNpQxSTcAMdhVbxH4d1Xw/oOk397LcLPfGTzYWjIEAAQoGOPvMGzjt06g1ha55blY63UGMl/FCfuBQ2PU5NdbocSKi4HaiivKrfxGd2H+BGtcsVTjsK8n8d3MrTQQFv3ZJYj1NFFZw+Mut8JytgxN7HEeY5WCOp6EE/wA6nBaCZwjsDHIQrZ5GDRRXTL4TnhudbDM13pVtdS482TcGIGM4OM/WoX6UUVxvc6FsV5jxXL/2ncaP4ga/tdnnxM23euR8ylTx9GNFFb4X4zGv8JvfDv5F1LH8Kx4/Jq6bRP8Aln70UVvivhRnhviZ3tnwgIpt6xKcmiisFsdbOI19jLPBG3K5JxWWUWKNI4wFUnGB6UUV2Yf4Dz63xkjcACue8QwpJYuzD5k5BooraWxmtzkQxe0cNzsPy+2apSnAzjPNFFTT3NpbM2Ne8XS+IYLaKbSNMtWt1SOKS1SRSka5wgBcqByScDk8+te1gkQ8f3P6UUVuzmRzGh/cY+pFduOYEz6UUV5HVnrrZGbaD/SLhe24Vd0+3jubyWKVdyBOh9z/APWoorpwn8REs3gi+WTjpVFJWuLUO4GTkHAoor1Ro4C+AWZwOgJFZU/3TRRXKzzXucydcbSLy7jOnadfxTSBzHeweYAyD5SCCCOpyM4PcGl0/UbvVNSvr28maSe6kEszdNzHJ6Dj6DtRRU1PgCj/ABEdrpcKALxWpJ2+tFFeez147GRqEjG4hhz8hPI9a0BdTbQu84HQUUV3YX4GOO5Ztk88EuzfnUN/cfYF3RRRsfVwT/Wiiul7FMxjf3V0A0kpAJ5VQAK2oFH2YcfdUY/EcmiipRw4l6I5jxN/x4v/AL61zWo+ItV1HTINMvL2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRQcM9z//Z", 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", "info": {"video_id": "104028", "label": "moving doll down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "663aaf6e874bf323879b0a1fad74ac84817b1a8d941e847d152baa8a0cf7f3a2"} +{"episode": 39092, "episode_seed": 3731843929, "split": "train", "timestamp": "2025-10-13T03:17:00.487569", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3731843929, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching ac 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', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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"info": {"video_id": "167920", "label": "approaching ac with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "167920", "label": "approaching ac with your camera", "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": "c0c1361502cc5498a1cea33b7f6f54f3f245b94a57d16c6fc60b60333e4ac018"} +{"episode": 39093, "episode_seed": 3545719541, "split": "train", "timestamp": "2025-10-13T03:17:01.277777", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3545719541, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle of shampoo in front of a 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', [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": "129717", "label": "holding a bottle of shampoo in front of a fan", "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": "129717", "label": "holding a bottle of shampoo in front of a fan", "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": "f610db9ff99a528df85c03218ae1943a6b49222b6588630241212d190b555767"} +{"episode": 39094, "episode_seed": 2837621540, "split": "train", "timestamp": "2025-10-13T03:17:04.042065", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2837621540, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing a sponge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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"info": {"video_id": "76807", "label": "squeezing a sponge", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "76807", "label": "squeezing a sponge", "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": "6c81a90d093a1a66b23cff063a55a60e2abfd97ba5679a916fa3cba5f80027b2"} +{"episode": 39095, "episode_seed": 3968657368, "split": "train", "timestamp": "2025-10-13T03:17:06.566203", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3968657368, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) fuse of fuse carrier'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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U137kXy9ox0zur1y0i2sK80+GVlHDd6u0alVYxYXOcD5q9Ys4suPari7o55r3jRiVYgZH+6i7mPsBk18tanM+qaxc3B+Z7qdm5/2m/wDr19JeLbw6f4N1a5BwxgMaY9W+Ufzr550OKF/Edl53+qWYO30X5v6U5y5YtjSNDT9WvNO8Y3NzAqPKZjFsA4bB2gDH0Fdp41TWrtrE6vYGxMasFCsWVs9/bHFZfw/8Mi91CHXb0kW8V0sgGPvkNuJ/Ovb7PUbC5t5JDK9xbTSsy+eNwGeoHH3R2rDmSsbxg0jx6bx+LHw4mnm1mmkjh8vzWcEOfU14rfs0s7O/3mJY19U/EbTLIeBNYlFhYLEkSG1kjjAdXLAE9OOtfL2oIBOABwBgVrFLdEu5nzLgIfVRVuxupSUtnOY2+Vc/w9wPzqvOvyR+uCP1qGN2jcMpwwOQferJLeoQGKc4XgsN1fV+mQgQRgjBKg18wm7gumA+YySEFlK5BNfU+nRcKz42KvXPA45pQZE0eQfGPUPtHiS3sFbKWduMgf3n+Y/ptriIIFTw7d3LFg0lxHCgzwwUF2/L5fzq14n1A6v4iv77JxNOzL/u5wP0ArrvB9nazafpU0tolxHaGaVklGFeRjjPvhVWorz5UvUqnT5nYxvA91qUN+yWOoz2iZV5Fi53DIHCnjOM8+1d3fWen3XjR7+7t5760e3y4dQN7gbQO3TH8qqeHNIsNOe8vXBieaRmRAMBEydqj+dXcoLCe5kf9+VLYz09BXPOs7vlO2nSSWpma94+1az017MafGluQYYJyWGQBjp0OK8TvMmXLEkt82a9Z8VfabfwzFBPIWWT5VVwPkyQxI98ivLb9QZwAOAoArpoS5o3OetHllYpzIBHE2eq4qzp97JCVhY5gJIIP8IPBx+n5VFOn7mLPX5h+v8A9eq6HacetbGJq6raNCeANwGOeoFdR8Lo98up5HGYv/ZqyI7+3uoFlnnAnKeWwYde3612ngGzMBuJ1jVYpthRl/iwWzWNR6BLY9IsoSQi84zk4rxX4nXf2vxreqD8tuEgHttHP6k17tpm1A8r/dUZJ9hXzjrd1/aOrXV4V/10ryE565JNZxIRFfFTo2jwIhBCyu3H3i0mP5AD8K9g+Ft3pVh4em0nVILR5VvftGJmBwwA2t7EYryzxIn2e4sbHaVeztIo2x/fI3t+rY/CpNK1NoHYzKZN3JJbBrFJyheJrTaW59WC9Sa38pJjH5iECWFgxTIxn+teF/HAldT0O2e7a8e2ssPO4ALsW6nHAPy1FZ+IWlhC/bZ4gvzKCc4P1Fcl4n1i4u724a4kNyWTy8ux6dj+FOnGSZbaZwsgzI3rk0TDEp/OpzCzHPrxS31rLA6NIoG9eOQenBroaJTKqsVYMOoORWrblr99qQbEXl3B4Uf41lpt3jeSFzzit6O6hh0xGhOxQeQOrN3zWc3ZDsfWkEYOOK04I8kVn2pyBWpbH5vwq0Qij4wuGtPBuryg4Jt2Qf8AAvl/rXz1o6xpqryOcbIJmX/e8tsV7n8SrkQeDmjPJnmRNvr1b+leNaPGqPqNwyZEdlKB7FsIP/QqVT4GN3tobHwzW2sdZF3e7VgkhlhUl9pJOAcfhkV7lZ3ll9iiEEqmFFCL+8zgDjqa+bNPMkDgr0B6Hmuts9WXyTG8bnI6K5A/KhxlfQ0Vmi78XUONLiE73TW8MjPI+N2CwwTj6V4oybZs+hyK7jX7iSeVikkgBXHXoPSuXMCqQXUkZ5wcHFXFO2oO3QxLiLZI4PZjSWsEk84jjHzVp6jGjzbokZFKjO45ye5rMzJBITGzIe+DSewdT1/4bWkFl9uhiJZx5Zkf+8fm6e1eoWQ4OK8h+Fd815c6mWP3VhGP++q9bt5UiQO5wOtKF1HUxnZz0MP4pXRTw1Z6cilpbucfKO+0f4kV59b+EpLHXrSCMl5mhbeccKSuM/rXoN5LHrXiCK+kXdBZqUiU9CxOSf5flVuztYzeTahJ99uFHoK5q1fXlR1U6CcfeGS6dHZeHYNIt12ZUICOoHc/lmicS2ttaW0DbASsagdh3/QVoKhmn81xwOn0qBkF1qCsPuRDA+prlu7nYrHHfEHV7qCzW1dt0EjglcfeC+teKXoWa5kaNCiZJVSc4HpXr/xPQme1jX+6TXl0lsQzcdq9PDxfImcNb4rIybi0kW1SQxsFBI3Y456f1rNZcGt6aKT7JsLNs39M8dKy5osdq1sYm7pa29ratNCVeXOGcn7o9q+iNd1IaP4Iv7ro5h8uP/eb5R/M18qrO8KmNT8jEEivYvEHieXxNItlCuNPiYFVI++R/Ef6Cs78l2xNc7SRyunaR/adwryZihJyFUZZh/Qe9eh2jyqn2SJCIwm3y8g/lxxWdp9oYoxFGuGbq1dbp2mBEUkEDv6n6muCpX53qd9Olyoz2FzcpFbTW5W3DZzuySfQn09qrXEIN4lrEC8Q+ZwP5fnXX3FqzwhUVUUDoKz/ALCsD+csQyThm9aFZ6I0OF8X3ipFaxz4lVWYuuO2BxivMLwRyXMhhDCPcSgbqB6Gu68byC41hlToi4rkBAQT1PFenQjaKZwV5XlYzZov9FQnqHP6gVnuu010jyT/ANnSQF/3e4AggdMk/wA6xp4cDP51rYyNvw/pkBUXNwBKygMkHUMT0z7e1eh+Ebk3D3KkglCDgdRnP+FeSWF9Jp8rMvRlK/T3r0L4TyC5uNXY5yPK5J6/erkrRe421ynpOs3DWPg/UZl4YwlFP+03yj+deDxWjy3kUSpuLSKoX156V9E3GlW+rWP2K63mEsGIQ4OR0rK/4Vto9ldW19BPOGjuEIRyCDzmsea0WRrbQ8X1tJbzW7yeUYd52zjtg4x+lQR2pznb+Ne7z/B+G4POqENuZiTCOSTn1qq3wZuFH7rUrdv96Mit6aSikNLQ8djTZkEHms27t2kYkivaJvhHqyfde2k+j4/mKz5vhTrsZfNmsgKnGyVevatNB6ni72vy4x3qC4tSBHkfwCvUrv4aeIYPmbSpcE4BXDfyrKvPAWvGCOQaRdlQMf6vnOT2pOwzzOSIg5xUe9lG0EgdcV1dz4a1JJdsljcpzg7om4+vFYN3YywyMrIwwe6kUmgTPsK1fpWvbnp3rAsnyAa6CzA2j61mmNHIfFFjJZafbDsWkP6AfzNee6fazf2fqKRx5Eixox/4Hn+le8XWl2OokG8to5iowN3YVSj8OaNHcvDHZoqMqsyKSASCcHr70N6WBq54bDYMDjbirYtpEHGQa9p/4RPQ+2noPozf40jeEtGYY+yY+jn/ABrVSRR4TcafJK5+UkmsqbT2GRj3r6GPgzRchhA4I7iQiq0nw+0CQf6iUH1Ehp8yA+cb+xYbDt4KisS4tTk8HNfUM3w28NtCFeCZiM/MZTnFeTXPg7TpfG9/pSXtzbQo8iw7fnJwmQvt35NTcZl/CuVLN9WeQ8fusf8Aj1d1PqzXr+XGx8pB8xHevNtLt/sEjpDI+JgpbcfT/wDXXX2UgKLDGOD1Nctery6IdOF5XZ1Fkcoqr0PXFdBbw7wqjoOtYmnRbUUV0dqoVBXBe7O5KyC8/dW5VB8x4FJa2higBPXGSferPk+a4z0HNWZ8Q2jHsBVQ3uNs4PxJ4V1TxBd/abS3EkMX7vO8Ak9+DXHaj4A1uKR2XSrgxg9QuePwr33SYfJ0yEMPmYb2+p5q7XrU5OMUjz6j5pNnytc+GNQ8iRBYXO5WBOIjwMVy97p0sTFXjdSP7ykV9lySfKRszn1rgfiG4tvD0l1EFScSxqHCDOCTnqK1UrozPlq7tTE+GxnivTtFteF461Nr+kac2jRahBeXFxunMG+eFUExC5Z48c7QeDn1H0FzSIsbemK4cZLRWOjDx1Z0+l2QZgSOB3rrLS3jwBjmsXTwAqqB2ro7KPgEnivNW53Epth5ecVlX05jgkj8rdjkGuh2AjFV7mySUdOtaptbC0PB77T5728knMbAPKUBbuay5tMaORlI5BxXt32CAGXT5IlKs3mqdv8AnuK2rLwvoGo2CSSaXb7+VYqCOQcV6+Hr+7qcFelZ3R84vp5+yT4HQqf1rCubQqORX1Qfhz4cJctauQy4KmQ4+tc9qXwh0C4YeRJdRE9QGDAfnXQqkWc7TR8x3EBXoK7/AOEBKXGrf9sv/ZqvSeBNObxrcaJfahdQ2scxiilV4k29CWYuMYxnjqTip/BOkSaBrutWr+YAJgirMAHAUsPmxxnp04rCs04uwNaHq9iWdu9aFyhkubGDqJJ8/QKMn/PvWVp820rgj8a0oZTL4ig4+WK3LD6sf/rVxvYXQ6hAeM5NTjNVopTgcA/SrKnIzXQjRC0UUUyhrEgcVWnZ3XG3A9etW6glOB14piZiXMVu6SJcqSsnU+lc5rWl6XcRktZwP7+WKn+IN/caf4cee0neCUTIodDzgk5rzrXpPEmjaPp95daperJdl/MiK4EWNpUE4+8Q2cf/AF6RNrnoWnuSq10NpIwGc0UVmho1rdiSc02PnVZvaJf1J/wooquwy5RRRVDCiiigCKQDaeK8C8T302m+PNSvLfb5sdw+3cMjldp4+hNFFAHKwsRKB6DFdRop3Pk0UV52I+NnRT2R22nkkLXQwfdFFFcqOpl+HpVfVWItlUHhmAP4miitokM2TKyylRwF4FTwuzJkmiivYexwMiuGK9K4T4lknwnIT/z8RfzNFFWtiOp5PrXiB9WhhifTrGAwqqRvArqVQdFALEAc56dea1dKYhFIPaiivOxmyOrD7s7PSWJkXPpXU27EIOaKK4UdZehYmMZ9amk+4KKK0WxL3Of1VzFdjbgHZ1/Guh8Mc6DC55LM5P8A30aKK76HwmFfY1m6VQu2KqxHXFFFdUDjZ4Z4i1mSx8Vawr2dndpJcbil1FvAKjgjBBHXpnB75qroN7cX+p395cyF55mDu2MZJzRRUVPhYnsdxYyPlee5rWtJnXUJWGMhFXOO3X+tFFcr6CR0UEr7A2ea1YnOwH2ooroRROrE0ueKKKZRF5jbTVW4lYHrRRVCOB+JDsfCr8/8t4/5mvI9S1vUb2wisLm6llggdpFDyMxJbHXJ5xjj0yfWiipYH//Z", 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", "info": {"video_id": "97014", "label": "touching (without moving) fuse of fuse carrier", "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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7A2ea1YnOwH2ooroRROrE0ueKKKZRF5jbTVW4lYHrRRVCOB+JDsfCr8/8t4/5mvI9S1vUb2wisLm6llggdpFDyMxJbHXJ5xjj0yfWiipYH//Z", "info": {"video_id": "97014", "label": "touching (without moving) fuse of fuse carrier", "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": "6f6fed5c360a1020b242570362dd4ce9465042b5fe163ded9143d82cbb0e432f"} +{"episode": 39096, "episode_seed": 1187016309, "split": "train", "timestamp": "2025-10-13T03:17:08.532978", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1187016309, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'piling staples 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, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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"info": {"video_id": "68344", "label": "piling staples up", "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": "68344", "label": "piling staples up", "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": "4f4082b6ae3cd295e01455ed5dc6d30bb9ba26657d8850ea31d071ecc66289db"} +{"episode": 39097, "episode_seed": 2757354953, "split": "train", "timestamp": "2025-10-13T03:17:10.569797", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2757354953, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing a paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105694", "label": "tearing a paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "105694", "label": "tearing a paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "14ec33668b8a52b52f0da8cf61599ab3d322c40fad37daf5e79de96bd02275a7"} +{"episode": 39098, "episode_seed": 992336594, "split": "train", "timestamp": "2025-10-13T03:17:13.400120", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 992336594, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a torch light so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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Edm11oV5Gn3xHvX6rzXK3179u+zywsC0kKHnsccj8+KE9BtXO18NxmHSISP4izfrUuo50++h1RSfKP7q5A/unofwqbSF2aZbL0Hlhh+PNXLiOKe1kglwUkUqQaohaGP4isG1LTRNCn+kQHemR19R9CK4m1lAk8rJ8spujB7AcEfUHj6YrtdF1HbbT6fOT59m/lgsD86fwn8K5rWtGvFvZprBIjET5ygtgq/cAd9w4/wD1U0U7NWLGgKsmojI6e3YVua83/Ehv+cnyz1NY/h2SKaX7VHnmPjPY9MfhV3xE5Tw9dMP4to/NhVbKxCWxt6crLp685OB0HtUzk59Ohplg4+xfkP0qRucH2qGV1G7SVwcmud1gfZvEemXHRbgNav8AzX9a6ZMEqc4B4rA8ZQs2hNNHxJbypMjDsQwqOpoux514m1l7fxBvRVcq+9g3Q89KwfEmvzeI9WN9PEkREaxqiEkAD6/WtDV9MudQuZ7mGNncAsVAySo7iuZZcVogcbGnpt75AUA4rrdP1UMHRyDFKmyVPUev1HWvPlYr3rUs7tlA2tg1on0Ia6nXw38KTAtKCxIhlz3Xoj/h0Ptiu80aNYdKQLwo+UfQcV5jDdF4GKBSzLtYEdRXqFj8llAnbbkg+tS1YmTu7leT5/FagNgC0HT/AHq6CQHcfTB5rmo5c+L7gZ+7bRj8ya6iRh5mPwqWPsV+S2QTgc/WkliDoyMMqylTn3p44YA9+KkGCmM89KzZSPPo7lofDU9rIcNbXLW7Z/ug7h+lYV/az3mif2ta7g1pJh8dQp7/AKD861fE0Rt9bvk5EdwYpdvbJGCf0rpPCttbjQLqK52lZ/lcN3+XmmnqNrr/AF/WpznhXx9LDi31JjIg6P3FdZo+oWkeslIJVazvSXhOfuS919s/4V4/4j07+w9dlto5d8YIaN/VT0rZ0qclU+Yj+Ic9GrRK4meieMLFXhGoRR75IAVkjA/1kZ4INcvpOm22szeVcCfbajMTkFWaM9OvfjGfauptb67vdKF1DavLtIjkbcCd/wBOuPelgS8SSSa8jVNyhUHBbr3pr3WJu6MbUdIsbGOzeCHEjXKKWJLHHWuotgEtojjB7k9etYWsv8+mIx5a6B/Q10MYBtoyfTjI6UmT0I2bHqeaG6hhxTmA3n609VByMVmy0cxpsg07XNSthwquLlR/ssOf1rD0VftHii2z/f3f1rW8SZsNbtLtRkXEEls/1xkGsvwl5K68bq4mSMBSNzsABkcDJ/zzTuEl1MLx7oA0TWUnh4trol1/2Wz8y/rn8al0m4ZTGUYhsAgjsexp/wAU70yeIbe23HbBbqcehYk/yxXP6HelJQrngDArSIPY9N1qOPVNLi1iFN8ka+XdRjqV7j8Oo/CsS2Zmja3MgZ0GQ/Z0P3W/Hv7g1b0fVI7aQpIw+zXA2SA9Aex/pVS/g0/SmgnspJnkEm0xs27eh6qv06j6UONmS3zROySQAMT2BNUfCL509W/vGRv1NOeULZzv6I38qx/DOsWcGn20Mk211U7/AJTgck9elSCWh2bHO4fjTQcEjNYM3iSBCRDG8nbLcCsm/wDFFwgJ8xY/RU4qWNRZ2dzJGIGaZ0jQjBLMAP1rzvTrRpI1EWJEiJQFSOoPH4Vg3t9cX87ZleQMc/MScfnW94Yjla8gtAVHnEgsewHPTvSUblvRdztxqq2drFGQo8tApZjxwKz5vFVuX2icyNn7kY6/jUo8IWdwTNdXM84yflJ2gc1q2WlWGnMPs1pFH77cn86ojQxZtVvVg+0fZpIbUMoZynIBPJGe+K0LvQnmkLHUHe3cBoyoGWB9+la91bpeWssEgyki4PtWP4fu5TbyaPOMzWTEDPUx9j+HT8qaDzRz/hRGga9hJYNGwV0fru5+b8Rj8RWj4nf/AIkLLn780Y/8eqzqCW2nXkl2XEZuVAb3K9/1rD1rU4dSs1tYvMXa6vvIHb2ouO2uh2Vo4EBQY4Oac91DbrmeVIh/tsBXA/2ve2ls++/kAbqXYA/hxx+Fc9d60JJCVZ5W9eufxqbj5D0m78Wadaq3lmSZh0CDAP4muN17x7d3ts9vBbQxQuCr5yxP49P0rCEk9zjKmP09TUkekS3RCJG7k9DSKSSOi8M6jHIAsYd5QN2xRyB71i+KfCd6rzapZ6fKto3zOoT7h9QPT+VdN4Jtn03WruwmVRLJCCpHt6fn+lelwsXhRm+9gbvr3qyL2Z8sOjDtTVkKmvojX/BGi63bTZtI7e6YZW4hXaQ3qQOCK8E13R7rQ9UlsrpQJE5BHRgehHtVJj3J7C/2OoJr2+EkKik9hXzyj4YA8c17Y2vW8ONu6UgY44FKTJtcltXDeLNTbP3Y4h/OumllA/eMQF65Y4rzmZmur+a7VpIzMRlVkIHH061XvtdhRsS3LTsOMAlqi5XIegz63ZRDiXzDk8IOPzrn9U8cNacWsCHPVnJbB+grjv7Uvbn5be2ZFPdqrtbOxxLIWPXAPGaQ1FIu/wBu3Gqan59/Ir8bQNoC49K7e3a6eyghsrZWVlyh4APvXCw6RNNZzSpEVjjXJJHX6Vna54jvn1mCaC4eL7LHGiBTgAqBnj61SsDuU/FMlx/wkd6l2VM0ThG2ngYHQVY0i8B2KTyKw9SvJNQ1K5vZf9ZcSNI2PUmnafMUuAc4q1oJrQ9d8JauLDVRBM2La7Hlt6Bv4T/T8a6nVGAaLByDnBrym3uRLbkZ+YcjnvXcWOtjVtLtQ3/HzDlJcDr0w341c9rmSK+stu1PRk/6au35LXSRyYtYgD/D/WuP127MOrafNGnmiEOWVWHGRjvVlfEzC2UC1/eE/wAT5A/xrJsvlbR1IbePfFRT39vaJvuLiONQMHc39K4m88SSjPn3QjU/wIdv8ua5681SS73JGGaM/hUspR7nS+KfEem3wgt7YyySxy7t+3C4wQetcN4jBikt4g26Jk3rx3zj86ZJDKJ0yTnrxXY6b4dtvEfhebznIvo5dsUh6J04I9Dnmmkhy0PNrq5mu5BJcTPK4ULudiTgDAGfYU60m8tyaS8s57K6ltrmNopomKujDlSKrg7TVCOrs7/em1m4/lXSW12t5o0mngJHdqRJHLgAsVORzXnVtOysOa3rK8LsoPDrypzWm6sRs7nRXWszlSs1wI4z1XoD+FMBb+zheQRmYMB5aDqwJxkCnT+GLey0u4u7mV55UQlQThc/1q7oDLFp1swHzCPB/EVhbuaJroYklrq9whaTbap6E81D9iigQNO7SP2yetdBc+ZK7MfypsGmecwll6CkNa7mbZaTPdt8q7UBzmuik05dGOn3S5wso3k9cf8A6ia1NPt0RFIUbe1T6zAbjR5QRymG/pSuJ72NyMKGdF+6x3A+uf8A9VNOT2/Gq+l3C3Wm2dwvV4wCc9x1/UGppD8/17VZkSI/GDz7Vz+tOdL1i01qNfkVvLuAO6Hg/wCfathiQcjqOtcfK1zrXim90WfVbi2t28zykRA2WVNwX2HB5P8AWmUnYs/EK5S1k04woZlnDtHs7j5f8a4yZNWjSK4liNtA8irg/ebnp61teENUu9QtHhvpnmNoFWLfzsU54H5VP4tkAi05DgfvwTQ7DjJrQS80a3vwkk6bTFkKqcDB9fXpVZNNt4flihUHPpWzG4a03ZycAU23RQ2SMknioKKlvo6mQO/Jrp7LT44o1OwKo/WooYs4bHStNBx17dKQNmJqQ+w+KtMvI/lEn7pseh4/qK7ODKllPygnPPv/APXzXIeKIWfRhNH9+F9yn0/ya6SyuhdWtvcDBEsQP44z/jVR2JktmaBIBPr3rgPiF4X/ALW09rqFd11ANynHUd1ru1JYE9hXP+M7qe18PSS28rRy+ai7l9CTkVSJPnNhtfB9a9AtYtW1LC2tnsU9JHGB+tZfizw/ptjpUWq2F/eS+ZeG3/0mFUW4IXc7xYOdqkhTuHce4HqNswBHGABk0MfNbY5DQYbm21G/hmn82WLaC3UAjPC1pXGn6dYMfs1rHvPJZhk8896oaXJv1zUTz80x7Vu3Fv0+XmoZbMKZZJCVQfOe/pWhpGhKjB5fmbrg1dtoFUltuWzWvZw7CWc8kUh30HpZRiCWEgfvEI4HYivLdZ8OvLpVzqcAy9pLsuEHXaejfnkV68ADtP5Vz9hHHD4sv7CdQ1vewH5COGPX+RNOO4uh4e1LC2185roPF3huTw9qzwAE20mWhf1Gen1Fc4eDWgG5Y3pBA3YxW7bXnkxyN53lq+MjdjNc/wCELPTtW8SRadql3Pawznas0c0caxnuWMnGMZ46k4Heui8P6HHca3q9nfJc4sJ/KSK4IVx8zDDhTjPAzg4pt6WI0TuLZX8N1fpbLuw2SZCOBgelX73SNRuZS0dysNlgbSfvHjnge9P1CKG08UWsMESRxRQkhVGBk1rXG9rdUHC5NZsvmbOXOiWsTZZ3lYclmPFLHbyXM3lQxhYx0OK2Baea4XPHetWztEicJGuT3NK4yHS/DkCSLK6h5Bzk9qteGgLLXtU04jCv86Z7f5BFbUa7VAHGKx7s/wBn+MNPugPluB5Tfjx/hRHcT1TK/jzwk+u2SapYR7r6FMSIvWVP6sP1FeNSxsjEMpBBwQR0r6bR8FhnBB/n/k1j6z4R0bXg0l3aBZyMefF8r/4H8ashM+eFYqav29yQyknpVnxZ4bu/DWovby5aJjmGYDiRf8fUVP4g8Iah4a8P6PqN4ZluL4yebCYyBb4CFAx/vMrZx26dc4pMbZ6H4gdh4dufcY/Wqnh07rGMH+4KKKzYR2Lsqjd0q1boGcKenpRRSKNeD5VUDpViRQ9rMh+6UP8AKiipAz/CsjNobITxFOQvtyD/AFrcIBYgiiitGZvcgckLkHBxmvONT1CfS/F91fW+3zo5W27xkfMu08fRjRRTQibwdGqz3+B2j/8AZqf4vYmawHbzf8KKKTKjuXbQk2iZ9av24AIOKKKRZqIflIq3ETx9KKKTEN1BA+k3KsONhNR+FpGbw/Dk/ckZV+gb/wCvRRVRCWxvRf6wjtXP+OePDMv/AF2j/nRRTRmeW+N9c/trTrUS6ZYQPAUjikt1dSiDPyAFiAOc9OvNeiBisRxx0oooYHIaKSdWu2PUzmuwkooqGasLRQzkn0zWgow59hRRQItJxg+9YOsDyfFOlSJwxkVSfbOP5GiiiO4yz430211Dw7dG4TLQL5kbDqrV4HIKKK0JjsWNM15tGM8Z03Tr+KZlcx31v5gVlzggggjqcjOD3BrtfAOoXWranrF/eymW5uXSWV8Yyx3HoOg9qKKHsSy1qjFvFqkk58oVvv8A8e6j2ooqGWtkRxKASa1rdQsakdaKKQ2XlJwax/FihbK3lH30kyp9OM0UUluCOpjOUVu5TJqwhJiGexoorRmRxHxQt4pfCLyOgLxyKyN3Bz2rx6/8TavqmlW+l3t9NPbW0ryoJJGYlmC9STzjbx6ZPrRRTQz/2Q==", 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", "info": {"video_id": "209122", "label": "poking a torch light so 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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WNiR75x/StTxHZtdaFeRp98R71+q81yt9e/bvs8sLAtJCh57HHI/PihPQbVztfDcZh0iEj+Is361LqOdPvodUUnyj+6uQP7p6H8Km0hdmmWy9B5YYfjzVy4jintZIJcFJFKkGqIWhj+IrBtS00TQp/pEB3pkdfUfQiuJtZQJPKyfLKbowewHBH1B4+mK7XRdR220+nzk+fZv5YLA/On8J/Cua1rRrxb2aawSIxE+coLYKv3AHfcOP/wBVNFOzVhljo9tq9zuuA/7kHG04NW9R0ixsY7N4IcSNcopYkscdam8PSxzQy3CZ2uq9ex54/DBqXWX+fTEY8tdA/oarpYiJu2wCW0Rxg9yevWhmx6nmpIwDbRk+nGR0prAbz9ahlLca3UMOK53TZBp2ualbDhVcXKj/AGWHP6106qDkYrkvEmbDW7S7UZFxBJbP9cZBqUXuZOir9o8UW2f7+7+tYnj3QBomspPDxbXRLr/stn5l/XP41u+EvJXXjdXEyRgKRudgAMjgZP8Anmsr4p3pk8Q29tuO2C3U49CxJ/liqTElZjNJuGUxlGIbAII7Hsa7DWo49U0uLWIU3yRr5d1GOpXuPw6j8K8y0O9KShXPAGBXe6PqkdtIUkYfZrgbJAegPY/0rXlvEV+WRUtmZo2ty4Z0GQ/Z0PRvx7+4NdxpihNOiI43c/4Vw9/Bp+lNBPZSTPIJNuxm3b0PVV+nUfSu3tgFtYI1xtVRUrQlrUqxAt4sucNgCGIfzrfkzluPxrm9PlLeKtRB/hESj8q6aRgXI47ipY2Qclsg8Corq3E9tNC4ysiFDn3FWFGSB608DKA5yazZSPOri/MfgxfMPzQu0L/VM4/QiuPg8XXVroeoaYsERF4NrSkncq+w6V0fiW3ePUNUslB8mWYTADtuUZ/l+lcLqGm3FhIizIQrruRscMPUVcWW46XKsEnlzK1dPp+qfJtY8dDXJng1PbzFHGTWkXYhq56Bc6hFOkclyxYsoimI6unZvqOPyFavh6VLy+iJZXljPlMw6MOCGHsQAa4iyvMnY53Keldn4TdpdSlkcD5EXawGM9cUNdSW76M67VHA0u+OefJfv7VJoaFdIhGcny04/CqGtS+XoF++f+WJBrT0ZsaYg9EQfpUtiWxZbPGeCQKQKSuDk96cx3AEUqEEqTwM4NZspHNeIf8ARdT0m96KZTbSH/Zf/wCvXPaldCTX3hblpH2n8OK6zxdb/aPDl2F+/GBKp9CpBzXF6dH9r1wO5J/ejJPc5H/16V7Iu1zJN/qfg7XZbRZGVEfgHoy9Qfyruh4ksvEGnRoj+RqEbCSLP98dgfeqvxI0i2v7A6lDIouLZcMB/Emf6V5po87CYruIwcj2NaolbXPfLO6ttV0RJNi7JFKSRj+Fu4rznUY20fUXh2Sv5H3WCEh4Dyef9k8j8RV7w1qLQTiIBnFwQAgbA8zseeK37xNVkklgSz8sj5WLkbfz7ihq2rFfdD0kADE9gTVHwi+dPVv7xkb9TTnlC2c7+iN/KsfwzrFnBp9tDJNtdVO/5Tgck9elISWh2bHO4fjTQcEjNYM3iSBCRDG8nbLcCsm/8UXCAnzFj9FTipY1FnZ3MkYgZpnSNCMEswA/WvO9OtGkjURYkSIlAVI6g8fhWDe31xfztmV5Axz8xJx+db3hiOVryC0BUecSCx7Ac9O9JRuW9F3O3GqrZ2sUZCjy0ClmPHArPm8VW5faJzI2fuRjr+NSjwhZ3BM11czzjJ+UnaBzWrZaVYacw+zWkUfvtyfzqiNDFm1W9WD7R9mkhtQyhnKcgE8kZ74rQu9CeaQsdQd7dwGjKgZYH36Vr3Vul5aywSDKSLg+1Y/h+7lNvJo84zNZMQM9TH2P4dPypoPNHO+FlNu15bsWDxuFdH5O7n5vxGPxFXNZbdqejJ/01dvyWtK7tI7fUHuY1w1wqh8eozz+tYOu3Zh1bT5o080Qhyyqw4yMd6LhbXQ7COTFrEAf4f604NvHviuWXxMwtlAtf3hP8T5A/wAazbzxJKM+fdCNT/Ah2/y5pXGos7ae/t7RN9xcRxqBg7m/pXG+KfEem3wgt7YyySxy7t+3C4wQetc1eapJd7kjDNGfwrIkhlE6ZJz14qS0h/iMGKS3iDbomTevHfOPzrEurma7kElxM8rhQu52JOAMAZ9hXpOm+HbbxH4Xm85yL6OXbFIeidOCPQ55rze8s57K6ltrmNopomKujDlSKtK2xN7sW0m8tya6Kzv96bWbj+VcoDtNWradlYc1cXYTVz0a1u0vNHfTwEjulIkjlwAWKnI5ruIm+6DjOBXj9ldl3QHh1IIOa9KbXLW3Yku0jYxhP8aUtHcnVqwaS4PiHV5SRxOg59hXTM/zbj9c15yJ5xf3FzBcSxLPJ5hVSAPxOM1X1TxBIxKz3jSH+6G4/IVFy+Rs9Buta0+0H7y5QsP4U+Y/pXP6j4+itcra2pkJ6PK2Bn6D/GuC/tGWZsRxMR6mnC2kmxuZm7gAVLKUUty0viSXUtYNzfeWjYAyi4UAetdRqWn/APCQaMttHaSuxG+CXYflPqPY1yn9g3KW0l2Iisajnd3r2PRbjz7K0mQARSwLwOgP+c1S2Jlo7nzzqmkX2k3jW17bvDKvZh19x6is45U19SXunWeow+Te2sNxH/dlUED/AAryX4geAItNifVNIQraqMzQZJ8v/aX2/lVJhe553BcmNga9J8AXPnreEH7gQfzryskqa7r4e30NqmpGVyN3lgKBkn71NvQlo73xJJjwzef7SgfqK2NNbbaiMf3VPT0GK5HU9Wj1GyeyWJgjYyxbniqIvGsYWMl7Iivx80pJbH+e1ZtjUHY9Akv7e24mmRDnpnJ/Ks268TWtujFEZ/TcdoNeey68pbbbQyTN69qgka9uwHm/dKOgo3KUbGvrHjnUbuN7eIRwRtlWCpkkfU1b8MTo7ho41kuEUsOOcf0rmorIySAJG0jE/Wrl1NdeG7W/UHZLc24RWHbLDp+GaFYJbaGx41bUk8NzXDxpFbO6xk5G5snp+leb2VwIrnPYmp5tavZdFfS5ZmkgMyzDcckMAR+XP6VlBiDVoDvtPn8yAFSQc5yOxr1bSNWTWNIgnZv9JUeXMPVh3/EYNeIaPdlFUFq7Lw7ra6TrCtKR9lnG2T2PZv8APrWu6MXoyjdazOVKzXAjjPVegP4UwFv7OF5BGZgwHloOrAnGQKdP4Yt7LS7i7uZXnlRCVBOFz/WrugMsWnWzAfMI8H8RXPbubJroYklrq9whaTbap6E81D9iigQNO7SP2yetdBc+ZK7MfypsGmecwll6CkNa7mbZaTPdt8q7UBzmuik05dGOn3S5wso3k9cf/qJrU0+3REUhRt7VPrMBuNHlBHKYb+lK4nvY3IwoZ0X7rHcD65//AFU05Pb8ar6XcLdabZ3C9XjAJz3HX9QamkPz/XtVmRIj8YPPtXP6050vWLTWo1+RW8u4A7oeD/n2rYYkHI6jrXHytc614pvdFn1W4trdvM8pEQNllTcF9hweT/WmUnYv+PLhbUWTxzhYZVZlIbAYcf41xNlfw3V+lsu7DZJkI4GB6VZ0AP4jt0h1aaW4WwAWJGbgBu36VZ1CKG08UWsMESRxRQkhVGBk0mOLtoMvdI1G5lLR3Kw2WBtJ+8eOeB71QOiWsTZZ3lYclmPFdRcb2t1QcLk1QFp5rhc8d6kpMx47eS5m8qGMLGOhxXT6X4cgSRZXUPIOcntU1naJE4SNcnua3o12qAOMUhtmL4aAste1TTiMK/zpnt/kEVD488JPrtkmqWEe6+hTEiL1lT+rD9RVi7P9n+MNPugPluB5Tfjx/hXXI+Cwzgg/z/yatbES0dz5kljZGIZSCDggjpUasVNfQ+s+EdG14NJd2gWcjHnxfK/+B/GvEPFnhy78M6i9vLlomOYZgMCRf8fUVSYXK1tc4dST0rrIZ73UG2WFk79tx6f4Vi6zomlWfh221bS9RvZg119lzcwCNbghNzvEM52qcKd394e4HrMGyNQFUKFXoOMUPUSlbY5HQluHN3HdFZJEk2k4yFGOQKefD1jaNtWMuRxlzmjQJVNzeZb78zVs3ADz47ZrNl9TNTTRN8qqFXPYVs6ZpMSEYjDEetS2qAjCjita2j2AjpSHcJrGOTT7i3wCXjI/TiovB8zyaEsTZJtpSg9h1/kTWgoG4VjeH2+x+I9TsCcJIokQepz/AIGqjuS1odpkFck57Gql9brd2zRMAVKkEYzkelORyVXscY/HpUrcDHSqRB86+MvDzaBrDxopFtL88R9B6fhUHhqaaNrhILdpnfbgAE4616DrNjaeI/GculavfXMNqJykTpLGiw9Mkl+MYzx1JwKx/BNodN1rxDZNHPH9nnWIJcACRcM4wwGRn1wcU3sNMr3+natFp5u7phbxFgoRT8zE9uK6prG0vbdTexLIIgGjXoBng1B4wkxpFuh7zAmrlmvnWmeTxUMq7a1MuURqCsUSRoOyriq0emy304LZWMHgCtk2wL428E1oQQbgFUYUdakpaD9P0qKGEBVAA5J7mszxdp0F09kZRiGQ+U5HYZ6/rXUwqqqAPSsvxLbedoc23rGd4/kaBLc8Y13SLjQ9WnsLkfPE3DDoy9iKyzwa9i8U6CPE/hez1W2XdfQQANj+MAcj65Brx91IJrUSZatrgx7cGt+3ufNj2ls9xXJOxVPlJBz2rqdb8Map4Y0DR9Ru5J0nvjJ5sJjIFvgIUDH+8ytnHbp1zik7EyO68QOw8O3PuMfrVTw6d1jGD/cFFFZMcdi7Ko3dKtW6BnCnp6UUUijXg+VVA6VYkUPazIfulD/KiipAz/CsjNobITxFOQvtyD/WtwgFiCKKK0Zm9yByQuQcHGa841PUJ9L8X3V9b7fOjlbbvGR8y7Tx9GNFFNCH+EEC3d4B02x/1qPVGLeLVJJz5QoopMqO5vv/AMe6j2qOJQCTRRUlo1rdQsakdavKTg0UUgMfxYoWyt5R99JMqfT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", "info": {"video_id": "209122", "label": "poking a torch light so 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": "53cc6655d381eeb38bf42b8b924e747d561e1e2f2e095925933fd8b509b9b226"} +{"episode": 39099, "episode_seed": 3285787545, "split": "train", "timestamp": "2025-10-13T03:17:15.559396", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 432, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3285787545, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cellphone, a calculator and a pen 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', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "71906", "label": "putting a cellphone, a calculator and a pen on the table", "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": "71906", "label": "putting a cellphone, a calculator and a pen on the table", "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": "7560b8f6901665746e5c233a3f48f25fa53836289d3e0d13f58eff1b67ab9e77"}