diff --git "a/video_unshuffle/swap/train/batch_000729.jsonl" "b/video_unshuffle/swap/train/batch_000729.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000729.jsonl" @@ -0,0 +1,100 @@ +{"episode": 72900, "episode_seed": 1634033092, "split": "train", "timestamp": "2025-10-13T03:35:55.948791", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1634033092, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 towel behind jug'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "111093", "label": "dropping towel behind jug", "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": "111093", "label": "dropping towel behind jug", "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": "cee6ab8ab07a9456aa2f50b20eaca4e72d65fec82cba5a1ddd04789859acbe16"} +{"episode": 72901, "episode_seed": 1068789018, "split": "train", "timestamp": "2025-10-13T03:35:59.884254", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1068789018, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 3 dollar bills'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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7gjG7yZVJ/wC+TgiquYzg21Zla7X7HqaR7lCy/OEB6HHOPbNWLacSRg+orOvppbnU7R23okcgRSyFM5xnOfeoNKuWa0UtwRxUz0sddCTaaMPdKp5DY9sU1mlPKq/4gU8O+exP+7TTLKD8uPyrkOhADOACY/5U8tMy48sEd6askpHP54pRNKOjEikaIu2Vxq8gFpaxiaPr5Mp3IB+P3fwIrq9O1W8tYI4tYSKFycK6PuU+gyeh+tcba67JpaytGqOXAHzcYx6V1dvPba/o5Ksr7wQcfwn0ropvTcLK+xq6hMfJPuaxZjleantGkfT1hnbMkJMbE98dD+WKgmIANUw2RCjYNM1C2TULGS3Y4bGUb0Pam7iDR5nze1Izkctp5e1kmXcd2QGB7EVe+2krk7ePepbuH7PfyToOJgCeccjrUJdepQk1hJaghpuwT8yqR+H+FSLdxnqB/wB8io/tCBv9V+NO85CchAahmiJPtkfTC/iBSfa4wflA/BKBPGeRHilM6Z4UgexpWLI5b0HjHP8AuVVkvCuOH/BasvInOVZ/xqtLcRoPuD6Ypr0BkD3xJ6v+Vaeh35aTYd3B71hy34B4T9Kk0/Utl4nykAnFXF67GTR6jC4eEH2ry0xOCcEHJ7rXolhP5tt17V52ykcHjn1q6nQlDTbg8lwPwAoaBAeZDTDGpb7wp4QdA2TWLNUKIICPv5PpmnrDbryACfcZpqwOfujn34qVLd+ruoHtU3NBkqx7fb/ZFa+kWmkXGmeSYYnnfJk3r82fY9eBisl44lz84z9abYX8OnagjSEGF2+Zv7vbNXTkkxNPodJo882m6kNKnZmt3UtbSMeRjkofw6Vp3sjFsA8CqGuwyzWS3Nqf30LCSMj1H+NW4J49QsoruPG2RAw9vUfga6GK/UryncuR1rF1YM3lbSAefX2rabABzxWLqoLGIrnv0P0rOWxnIzdkjDBA+uSab9mfu+PwpzBiOSfzpixnOd1ZAhptATzJSf2dCerZ+hqXy+vOaeIZRjaufrxSNEWbCebS0ZbG5eENydrZBPrg8VFceIvEETg/2kZowc+U8KFW9iMc0n2dsZdlX6U0woRguPzpqTXUThF7oc3jUSqbe/sXgjYYaS0mZsf9s3JH5EVU119MuvDl1PaXkFw7zQ4UZEgwTncrcjt7VHcWKMckis6TTEVtwYfhWqraWZi6Eb3RQsdY1SxmQW9/dRID90Skr+R4rvvDl79osQGb5j1+tcLJZRqQWznPc1t6DOsExQN17ZoU7j5Eje35ABOPWm4TjLt+Qpn2Zf8Anrj6NSfZIs4MhY/jWegIkLopz5h/Gg3EC8khj7mozawjjk98nimm3gz/AA/XIpaFoivLqEpgKi0nhzXV0nXIw8gFrOdkg7Ano351I8EG3BOcelZ15a2xU7do96E0nctanrEsaqzOuMN1rLn5c1V0LVftuhw73DSINjHP8Q4/lg1O75ya6r31MupC44qHBqc81y9vJdah4vudMfVri0i/eeUI0DZZULBfYcHk+nvRYmbSRsXzAeVuAPXrVIrx8qgDPQmsXRb6/wBRWUzXDy7QpG/nGc1qGK6xwF/KsZr3hRehJ5bZOVU/8CpwTPUAfjUHk3WfvD8qYYZ8/wCsrM1TLXkx7eZAp9qcIYVGDIzH3qgLeckZl3flT/sdycfvWApfMpMsN9n6ZwPpVO4gjPIfH0oeC4QYD7j/ALvWqky3AAPlA/Tij5hcjmtCASslVfsxRg29uDQ880eSySKc+mRWXq2pTLaEoWVww5wRQlK9iZOyuel6Hfg24BbtiuWaaMZyVPPeqNy8en6FBqWla1qMitdG2zcQrGtwQm53iHXapIU7vUe4F8tbAcgfia1qJpK5nGSYw3SA8L+S0n2puixn8qkEsOflVfw5o85TnCn+VZfI0RCbm4bpGQPXNL/pJ+6B7Eg0pu1T74C/VqT+0D/yzViM9hxRr2LQ147jb8xWs28gndT8gP8AWtN7yfGNqj6mqk1zKV5KfmaauM67wTqLX2ivZ3P+ttjs65yp6f1H4VuW9slraeTGAFQkY+pz/WvP/B95JF4glidl2zRHoe4Of8a7t5cjeD94YP1reOxDKsxyx571kas4Qxc4znv9Kp2dyL/xnJpl7qd1a28kuyOSKWNFj7ksX4xjPHUnAqpun/tO/tL2S5b7NMY1W4C71wSPmxxngZxxSnHS5lzpuw8zQjGcH8ab9pixhUH4LTybZTnAz7mlEkQXIA/AE1iWiP7YwX5Iz7Ypv2m4c4ClfxqUzADIQk0w3sSDkgEds5pfItMaWunPCL+dMbzwc7VJ9KkN+7HCox+oxUbXs39xB9Wo17DIZmnH/LL8c1QeWZc/JID+Bq9NezFCMR/99VnvdykHKoD/AL1PURWe4mZsbXz7inW1xNHMrBcYPU8VTv7u4S2LIVj+Ycjk1oa94e1nw9oOkaheT3Cz3xk82AxY8gAIUDH+8ytnHbp1BrSMW9TKc0nY6s5JPzN+dJtxj5mP1NFFDEhJG2NwAfrVWW4cZICgnviiipRQm0upLOxOPWq11GioPlz9aKKploTQL2a11qOGEhY5ztdex4JB+tdxFIz9TRRWkdhS3LQ6V59qGoT6V4tur222+dFK23eMjldp4+hNFFWjGpsL4ekaJZwvoo/nWzJdSr0PWiisKnxBDYVbh8HgUedIYi27HfAoorM0QqTSEct2qKS5lXoaKKVi0VzqE5zkr+VKbyVl528+1FFDQ2V5ZWwelYmuN/xL3JAJ3rRRRHdET+FlTWvFL65FbRS6Tpts1uixxSWySKUjXOEALlQvOTgcnmtwzMMcL09KKK6KhjSGRzSO2C2M+gqQRhnbczHHvRRWZsAjUHgYPrUojDDnP50UVLLQCJAOFpnlKyjI60UUiiqjm21OCWPAdXAB+pxXcGVyuM8YoorWnsTM4i61ptL1nUI2sLC9ilmDFLyHeAyjggggjqcjOD3Bptvf3GoXt3e3T+ZcXD+ZIxGMk57DpRRWk/hOVfEWHmYdAv5U1JZHU5Yj6UUVgbIk8obRks2fU0KijoMfSiikykSeUrdSfpmmmNM428UUVJYphQqTtGfpVOaNB/CKKKkRkau2LUgADDLiql54i1XUtMt9MvL2ae3tpHlQSSMxLPjOSTzjbx6ZPrRRXRS2Oep8R//Z", 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", 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", "info": {"video_id": "81224", "label": "stacking 3 dollar bills", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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J/wC+TgiquYzg21Zla7X7HqaR7lCy/OEB6HHOPbNWLacSRg+orOvppbnU7R23okcgRSyFM5xnOfeoNKuWa0UtwRxUz0sddCTaaMoXrgjJH+fwpGvO3yH8RS+YTwUOPrmmNKi/8syRXH8jpQqXaf3Rk9eBUv2uIcgD8hUS3CEH93inLPGODF+tSzVDmvIj1CZ9lo+2qF6cD/YpfOjA+5TTKpHJb6ZoKIHu+pAP4JVZr44x+8/KrLyxjkx9O55qlNeop4TP4VXyJYJflJVPz9fSu40a5EsYznkd686N/wA/cNdV4b1DzYxngjjFawZk0aXikvi12Z/jz+lc4ZJcYKvn6Ct/xM7EWxB/vZ4z6VgmRwOMfXFTPclDAZ8/cJ+uKerzD/lmKZ5s2e35U4ySg9cGoNUSRzXUEwmi3Ryjo6PtP6VvaZceIVmS6NpbtE/LsW2O4+g4P5Cuda4cAF2/MVvaV4pW61AWtx5cQIATB4J9K0pO27G0t7HWW2oxXkTGNvmU4dT1U+hrMuZC07mo5YTZ6vHeRfLHMPLlUdD6H8/5064ADE+tbsSSKL8MakSXA61DK3zcUzf8tTcmRgeItPWO7F0jFY5uoHZv/r1l+U46EHPqtdXfwC9sJYD1Iyp9COlcmUIGDx7ZrKpuTEQ24PJcD8AKGgQHmQ0wxqW+8KeEHQNk1kzVCiCAj7+T6Zp6w268gAn3GaasDn7o59+KlS3fq7qB7VNzQZKse32/2RWvpFppFxpnkmGJ53yZN6/Nn2PXgYrJeOJc/OM/Wm2F/Dp2oI0hBhdvmb+72zV05JMTT6HSaPPNpupDSp2Zrd1LW0jHkY5KH8Olad7IxbAPAqhrsMs1ktzan99CwkjI9R/jVuCePULKK7jxtkQMPb1H4Guhiv1K8p3LkdaxdWDN5W0gHn19q2mwAc8Vi6qCxiK579D9KzlsZyM3ZIwwQPrkmm/Zn7vj8KcwYjkn86YsZzndWQIabQE8yUn9nQnq2foal8vrzmniGUY2rn68UjRFmwnm0tGWxuXhDcna2QT64PFRXHiLxBE4P9pGaMHPlPChVvYjHNJ9nbGXZV+lNMKEYLj86ak11E4Re6HN41Eqm3v7F4I2GGktJmbH/bNyR+RFVNdfTLrw5dT2l5BcO80OFGRIME53K3I7e1R3FijHJIrOk0xFbcGH4Vqq2lmYuhG90ULHWNUsZkFvf3USA/dEpK/keK77w5e/aLEBm+Y9frXCyWUakFs5z3NbegzrBMUDde2aFO4+RI6MFWAwg3Uwo3OAvH+1TPKuPb8RTTFdc8gfhWYIm2EH7q/XNKIgSMkD9armG5A5cD8KjaGc/wDLbFL5l3Lggi3Z89sDsKVlt17k++KprazkcOQfUYoNpcKMmUn2IpfMq5LIkMinDDNZ8tqrE7ZKe8dwOMBh7iqMxuF6xMOf4TRZ9wuMltG3Y3k/QVf0SU2l1tLnB9ayZL2RMgh8dPumquhK2s+KGsJdSms1ZZGi8uPcWdULBeeg4PJ9PeqgpNmc2kj0TVbnzY7Yg9A39KyyQSCWOfYVz/hrULnVreQ3N077ApUM3TOc4/Ktw2iHrMcD3qp7kRdx48sA4kb8QKBLEBgyE/jUYtIeuSfwNIbaAdcc9ianQ0Q9ruALgKprGvbhCxKsqkHIx2rVFvAOQQPoary29sQcj8xS0LTO08Lauuu6GFlcNcwHZJ7+h/Ef1rQueFIrgPDV2ml66AsirHcL5bDPGeq/4fjXbzzB2yDwea6ISuiJKzKzCoXHNSscmsbxLcz2mjPNbSNHIJFAZevNUJvQ0lyM5rj2mjGclT9as6pPJBokOo2GuahKGuDb5uI1RZyEyzxjrtU/Kd3qPcCuWtgOQPxNZVVaxEHcYbpAeF/JaT7U3RYz+VSCWHPyqv4c0ecpzhT/ACrH5GqITc3DdIyB65pf9JP3QPYkGlN2qffAX6tSf2gf+WasRnsOKNexaGvHcbfmK1m3kE7qfkB/rWm95PjG1R9TVSa5lK8lPzNNXGdd4J1Fr7RXs7n/AFtsdnXOVPT+o/Cty3tktbTyYwAqEjH1Of615/4PvJIvEEsTsu2aI9D3Bz/jXdvLkbwfvDB+tbx2IZVmOWPPesjVnCGLnGc9/pVOzuRf+M5NMvdTurW3kl2RyRSxosfcli/GMZ46k4FVN0/9p39peyXLfZpjGq3AXeuCR82OM8DOOKU46XMudN2HmaEYzg/jTftMWMKg/BaeTbKc4Gfc0okiC5AH4AmsS0R/bGC/JGfbFN+03DnAUr+NSmYAZCEmmG9iQckAjtnNL5FpjS1054RfzpjeeDnapPpUhv3Y4VGP1GKja9m/uIPq1GvYZDM04/5ZfjmqDyzLn5JAfwNXpr2YoRiP/vqs97uUg5VAf96nqIrPcTM2Nr59xTra4mjmVguMHqeKp393cJbFkKx/MORya0Ne8Paz4e0HSNQvJ7hZ74yebAYseQAEKBj/AHmVs47dOoNaRi3qZTmk7HY/aZMHnt6moxdSMxzjiiioEh5nfcBwO/ShpZBKRvPSiikWhXncKDnrVV76dOjD8RRRSsWMF/MWI+X8qa9w7kk4/KiihiKkzliQQMVzB1OfR/EL39qI/Oidtu9cj5lKnj6MaKKuluZVdjT8HZEd2oJAXYBg/Wun2k9Xf/vqiirluTHYXHyHkn6moHlIGNq4z6UUVBoVxNJIxBbaP9ninNEuTkk8dzRRVFIyLsKpJCLnsfSux0LULi80mGWZ9z5ZSfXBxk+9FFVActjajJI5rH8W/wDIAf8A66p/OiitDKWxzGr+In1qGCKTTbC3MKLHG9ujqVQZwoBYgDnPA5PNBmYYwq9PSiipq9CKXUZHNI7YLYz6CpBGGdtzMce9FFZGwCNQeBg+tSiMMOc/nRRUstAIkA4WmeUrKMjrRRSKKqObbU4JY8B1cAH6nFdwZXK4zxiiitaexMziLrWm0vWdQjawsL2KWYMUvId4DKOCCCCOpyM4PcGm29/cahe3d7dP5lxcP5kjEYyTnsOlFFaT+E5V8RYeZh0C/lTUlkdTliPpRRWBsiTyhtGSzZ9TQqKOgx9KKKTKRJ5St1J+maaY0zjbxRRUlimFCpO0Z+lU5o0H8IooqRGRq7YtSAAMMuKqXniLVdS0y30y8vZp7e2keVBJIzEs+M5JPONvHpk+tFFdFLY56nxH/9k=", 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", "info": {"video_id": "81224", "label": "stacking 3 dollar bills", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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xnC5ByMjvV3LceqK99bNIpIOGU5U1l3lrKZrW7ON0L8+4IrallxCqkgsBgkVmvKSpUnipbLtoZovXBGSP8/hSNedvkP4il8wngocfXNMaVF/5Zkiuf5EoVLtP7oyevAqX7XEOQB+QqJbhCD+7xTlnjHBi/WpZqhzXkR6hM+y0fbVC9OB/sUvnRgfcpplUjkt9M0FED3fUgH8Eqs18cY/eflVl5YxyY+nc81SmvUU8Jn8Kr5EsEvykqn5+vpXcaNciWMZzyO9edG/5+4a6rw3qHmxjPBHGK1gzJo0vFJfFrsz/AB5/SucMkuMFXz9BW/4mdiLYg/3s8Z9KwTI4HGPripnuShgM+fuE/XFPV5h/yzFM82bPb8qcZJQeuDUGqJI5rqCYTRbo5R0dH2n9K3tMuPEKzJdG0t2ifl2LbHcfQcH8hXOtcOAC7fmK3tK8UrdagLW48uIEAJg8E+laUnbdjaW9jrLbUYryJjG3zKcOp6qfQ1mXMhadzUcsJs9XjvIvljmHlyqOh9D+f86dcABifWt2JJFF+GNSJLgdahlb5uKZv+WpuTIwPEWnrHdi6Risc3UDs3/16y9kgOQQR9TXV38AvdPkgPUjKn0I6Vyu11HJb8TWVTciI0wSMc5A/OmtanHMn6UMhJ+8fzpRHxgt+GayNUR/YY26yZ/GnxWEEUiyBjuU5B3Hg08REngZqRYZm6hQPrSuaF2fXNZSMeRqkqYHdFf9SM1Rj8X6ta7vtccV9zkSOTFJ/wB9JjI+opTCF6yDPpmopbVHT7wOaqM2upEqcX0Jv7e0vWCwuJ3s7hxgx3RLRnHpIP8A2YfjXL69IbfxPqMljMyr5/ySQvtBGB0INX59NjbPzAVTfTlUBckgelaOrcyVFRd0XtF1y+nuII727lnVWO3zWyQfrXT61mdbZlYdD2z6Vw0EUcEgKnGD611Ly/aLWAqScA55+lJyuh8tiEwsw+YqB9KQW64OZPypHUEcn9aRY1H8QrNlocIYifmk/Wni3t88nI+uaYIt3Tn6VILeXjBUD3qTRDgkIGFCjHtRaR2LalD9sXdCCSQw4J7A+2aVoFUfPIPw4qtOsYGQ+GXke1NOzGzo76wWMjUdJVI7hBnCDCSD0IFbdpfrfaXDdRgjzFyVPVT0IP0NZHhzUYr6xeEbVmQ7WUdvQj2NGnO1lrFzp8hxHPmaHPr/ABD+R/OupNNXRPTUuFzuIJ61Wk4b2q5OgQiqkxGakmTKAKsBhBuphRucBeP9qmeVce34immK655A/CsTNE2wg/dX65pRECRkgfrVcw3IHLgfhUbQzn/ltil8y7lwQRbs+e2B2FKy269yffFU1tZyOHIPqMUG0uFGTKT7EUvmVclkSGRThhms+W1VidslPeO4HGAw9xVGY3C9YmHP8Jos+4XGS2jbsbyfoKv6JKbS62lzg+tZMl7ImQQ+On3TVXQlbWfFDWEupTWassjReXHuLOqFgvPQcHk+nvVQUmzObSR6Jqtz5sdsQegb+lZZIJBLHPsK5/w1qFzq1vIbm6d9gUqGbpnOcflW4bRD1mOB71U9yIu48eWAcSN+IFAliAwZCfxqMWkPXJP4GkNtAOuOexNToaIe13AFwFU1jXtwhYlWVSDkY7Vqi3gHIIH0NV5be2IOR+YpaFpnaeFtXXXdDCyuGuYDsk9/Q/iP61oXPCkVwHhq7TS9dAWRVjuF8thnjPVf8Pxrt55g7ZB4PNdEJXRElZlZhULjmpWOTWN4luZ7TRnmtpGjkEigMvXmqE3oaS5Gc1yJmTPzEH2zU+qTSQaJDqNhrmoShrg2+biNUWchMs8Y67VPynd6j3Ag2245I6/hWVVWsRB3I/tEK4wqnHtmj7UoOVTr7U8PBnChfzzS+amcBfyGKx+RqiJrybPyxtR51wwyFBz6k083KofmXAHctim/2goyI8t/uij5FJjCLkjLKo49aYzTYI8sH6GpGvZcZ8oc/wB44qJr2YdRGP8AgVGoylO8/wDzyYD2NVJbmYfwyY+lWri8m3fdjOevzVSmupSeFQ/jTRJD50p52tj0wK2tKuGaBllwApGBmsvw4ltqvihdN1S/ntYZ22LLFLFGsZ6ksZOMYzx1JwO9XtJie11fVrK6+0ZtpzEqXIUOuCw+YDjPAzjI9K0cbRuZc6bsapuIgTwpPsM037UCOEJx/s0/zbYfdC59zTvOQAYX8lrL5GiITdTfwxk0gkuHOduD6GpWmxyE47/NUf2+NeBy3TC80fIoNl2390D6YqvPHNggbT7Yqx9ulOdqHH+1xUL3cx5/dj8aNSirpV7caNrtvdFR5RYJLz1U9fy616hNbRS3UFzxujJAPpkYrya+lldCMp+Zr0fRr37Zotm7kZkhG7HYgY/mK2hcmRdvOKzzg1R8U3s9tpBkhlaOUOo3L196yNZsdf0LRdMvbu9ulmvDJ5kJTAhxtKBjj7xDZx2+uavlbMXNJ2Ze+0yYPPb1NRi6kZjnHFFFYAh5nfcBwO/ShpZBKRvPSiikWhXncKDnrVV76dOjD8RRRSsWMF/MWI+X8qa9w7kk4/KiihiKkzliQQMVzB1OfR/EL39qI/Oidtu9cj5lKnj6MaKKuluZVdjT8HZEd2oJAXYBg/Wun2k9Xf8A76ooq5bkx2Fx8h5J+pqB5SBjauM+lFFQaFcTSSMQW2j/AGeKc0S5OSTx3NFFUUjIuwqkkIuex9K7HQtQuLzSYZZn3PllJ9cHGT70UVUBy2NqMkjmsfxb/wAgB/8Arqn86KK0MpbHMav4ifWoYIpNNsLcwoscb26OpVBnCgFiAOc8Dk807zTjO1fyooqavQzpkRnfcAMD6CpApdvmd8YzgHFFFZGwGJM9M/XmpFQHufzooqWWgMKKM4yfc0giQ9QOaKKhlDJYkBPyj8qoSBVBIUCiikIyI9dbSbu6jOnadfQzSB2jvYPMAZOhBBBHU5GcHuDWhpOo3Oo3+o3924lublxLK5GMsc9h0+lFFdX2Ecy+M0muHGMbRx6U8lni3F269uKKKzRsOMSAdCfqc0qqM47UUVLKQ/yUOCcn8aQxruC44oopFkFxEgiJx19q2PDE8gspYgfljf5R6ZGaKKunuD2DxW7HRic/8tErmLnXtTv9Og066u5poLd3kTzJGYktjOSTzjbx6ZPrRRXQtjknuf/Z", 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", 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", "info": {"video_id": "81224", "label": "stacking 3 dollar bills", "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": "5ff7d3286bc29a4debd83eae5df64ac1e4877aca0ba9817a56a6c7d97c61a8d0"} +{"episode": 72902, "episode_seed": 698690801, "split": "train", "timestamp": "2025-10-13T03:36:01.138390", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 698690801, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing plastic 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "91451", "label": "squeezing plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "91451", "label": "squeezing plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "91451", "label": "squeezing plastic bag", "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": "ffe16c7a9a1d850433260665d1670f7ef88fedaff809c26d5a9850ad29750c6e"} +{"episode": 72903, "episode_seed": 807719666, "split": "train", "timestamp": "2025-10-13T03:36:03.192790", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 807719666, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing remote so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "100973", "label": "pushing remote so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "100973", "label": "pushing remote so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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ZbxmQXTxbmCboctt5OT7kk1DZ3n2ZPLK5TPGByK1VvFePerhuMcdqtSJsZqXF/JIoYTRwFQJfMAG/BBA49wKZdTbs1YuJ8ismeUknmm3cEiKR+aiJ70jkk03PGKCh27rVzTmyZeCcAf1qhmrmmth5voP60pbAht8geQdPSpdJVILqUklAU4IOCeaJvmfmmtFG+NyK2OmRnFQhmwb60UZae2DA/wDPRj60lxryC3RI7ve7sQwVNyqny88c5+UcVk2+2CZZFjjJHYrwRW3b30UgKqAhI+6Rj/8AXVqRDiZk+syNbnifcY8YEW0A/U1Xi1i6nWaW4JllEheXHUgjmjxDekoEBwRXM2t2yNcBsneh5z0PrTb0CO52EH2a8069ullJ8pEMYHclsEH8M1lswJxTvCZW6ivbBnCtKoZDnjIqORWikZHGGUkEehFZxlq0zWS0TQmccUF8ZpueaY5wDitESzemGG71UdfyrQlTofaqzxnnp+NZDMy9drezkdMbgODVXSr2SWQwTOGbqrevqKuX0W62kT1U1iac5jvYZOqF9p9s8VS2J6nWRvJEMBvl9O1K7lhmnsvSk24yTSuFjNmPJqrKFYYZQfrXQRWMV0xWQEZ6EdRVS+8P3kCtJCpniHUoPmH1FUpILGEl1cWuRbzsqsMFDyCPT6Vah1S5m+XCAovzryQ6jHBz06dqzpgQateF9Kh13xA2n3N9Laq8UrRmOPcXdULBfYcHJ9veq3BO2pp6e8cnnvHkKccHt14NSuMnnNZfhmWS5N27sWYhCT781suhz64rN7lbkWBjtxWBf3lxFqLbJCqpjC9jxW84P41z2rJm9Qg4LDr9KI7iZ0Fq4uIEmQ4BGfpVhyzoVLE/WqmhEyWG0jDIxU/z/rWj5ZwaTdgOT1S1njkLuhKnow6VTiwkXzx7geM+ldv5W47SMjpT28NW93A3k/uZGHT+E/h2qufuFhvgHy5be8tXwQ68g9xWPcxG3upYT/A5X8jTNC1QeH9SladCxTKlB3YdqrajqEt3591wkjybvl6c9qmEXzt9DSUlyJdScqCK3pOcY9KztY06xtfD1vqmmapfTq10bXNzCsa3BCbneIDnapwp3eo75A1mj+UH2FXMzTuVgMH0qpqLNHZTsh+YISParzLjODiqd2u63kXHBU/yqAZi6Ndut15DuzI/Td2NdIE28gnPtXIacfKu4ZiflEg3A9hnGa7hk4FOQis4LVQnVgeRitVoyATUtvAsjYZQwPUHmkpWCxzh5puK6mfwx5wL2bhW/uOeD9DXP3VlPaSmO4iaN/Rh1+nrWikmOxXAq3ZgDzeewpnhy2stT8UJpmp3txawTNsSaOWKNYz1JYycYxngck4Hen21vLa6xqllILhTbTGIJcACRQGIw2OM9M449KJbAmSFeQTmnEcZyOKe0ZH51G4Prk1mMwNQu54tRbZKyhMYXsa3rSQXVskq8bh09DXP6umb1D0LD+VbmgkvYFGGGRiD/MVT2JFvbFLxcMzK3ZhWBJp0lg5af54jxuTv7V15iJBqOS3WbKOgZfQ0lIdjH8KeSPEcXlk+W3Y/yrW8T2otdZfaMLKocfyP8qx4YxpXiVFT5UDqV+hrd8VX9te6hElu/mPFGQ5XkZ6kfhUa+0TRqmvZtMwaUjI5qtdO8duWVipyORWtr/hnVPDugaTf3kk6z3xk82ExkC3ACFAx/vMrZx26dQa6EZNnWXdpCsCOq4J96xJcKMYHJoornQyhcfdI/CuYgGSy9sn+dFFWhLc7fuOKXOeMCiipGXbLAccCt+1OFJA5AzRRSGZHiHRrG7sZrp4Qk6IW3x8E/X1rzGy1W50PVV1Cz2efCW2713D5lKnj6MaKKunsTI6DwHBHK1+rrkAR4/Wty7iWNuB3PWiilLcFsZ8h56DrisDVz+8hbvkiiimhM2PDoBinb12/yNbeBnGKKKl7lMRMF84HWtmzb5VGBRRSA888YIsPia6WMYDbXI9yATWJPI3kH2waKK3hsRLc29Y8VyeIbW1jm0nTLVoESOKS1SRSka5wgBcqF5ycDk816RLbQvGAYwDjORwaKKip0HEwblBHI6r0zWbcH5W4ooqENnKQt800eOMN/OvQRjaBjtRRTkPoNY/L0FWrP/WDiiipA3rVvl6Dmkvo457UxyxI6nPDDNFFQxo8ot9ffSri7jbTtOvoppAxjvYPMAZM7SCCCOpyM4PcGt3w1dTazqOqX1+3nXFwyyyORjLEnPTp9KKK6ZfCQty/exJEflHfvWfKec4HXFFFZIZgayfnhbvkitfw4cxTOQMkJ/WiiqewI2884wKapzJyB1ooqBnP+LQFurZ14Zojkj2P/wBesrT7uW1mjuYiBJGdwzRRW1PYiW5teLBGIbOaOGOJp13uIxgZ9qyb3xHqupaXb6ZeXs09tbSPKgkkZiWfGcknnG3j0yfWiiiGw3uf/9k=", 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", "info": {"video_id": "100973", "label": "pushing remote so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "100973", "label": "pushing remote so that it almost falls off but doesn't", "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": "db8e0c81d5df286a1eff19e19936b7f22a4b5c2c2da60656989098c05e299471"} +{"episode": 72904, "episode_seed": 2891060714, "split": "train", "timestamp": "2025-10-13T03:36:04.430282", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2891060714, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a stack of lotion without the stack collapsing'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "57263", "label": "poking a stack of lotion without the stack collapsing", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "57263", "label": "poking a stack of lotion without the stack collapsing", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "57263", "label": "poking a stack of lotion without the stack collapsing", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "57263", "label": "poking a stack of lotion without the stack collapsing", "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": "55600a179dc23de73c5ea8638e9a5cfe0906374fc6e126c0330583196d7c4a7d"} +{"episode": 72905, "episode_seed": 1677350723, "split": "train", "timestamp": "2025-10-13T03:36:05.792837", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1677350723, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding nailpolish over a bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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VbJOOg5xVpPcc6yceRK36nS39xdKtvaaXPNJPI3SePeu33PGKoR32rWmqm2uWs4YwhkkaNmOMdgO5PSuxW3itI5JRksRueRjlmx6muMt4G1DUpLqUZAbCnOcj1rJuyJjFtl+MXGoOkt22QPurjha01WOKPgdKhZ0tkzjtwKzJb1gzM8m1cZ2k1na+p0LTREup62liuZFOD0CKWJ/AVlaL4juNT16G1srW4WUuoaQrs8tT359u1c9rcusXEsjQZ8kEYKttOMd/euTubPV7y7WeMzyyowXHmlmz275q4Ri37wVHJL3Trra8mk1U3tzcSy3BuJGEjNzhXIB/IV7pA4lhjlHR1Dj8RmvELvQLnQbHSlvlVbmSPfIitkpkng+/Ir2Hw9cm70CylP3vKCt9V4/pW8lZHEkWdQs/tUPyosjAEbG6MDwRXIeJ7q6TR7dpYYluLWUREr0aMjjg8jBHOfwNd8uK5nVYNV1jSZrV7CLEiNv8zClSGyu3BPYDr1OelSmUcpoxN/vmuLOObyh8rMRtXPXJPA6VO+nXV/cyXcM0mnWqR4UxPkSe+0jH41V8BQzTRXa6haAPEy4LNuVzluQPyrovENyILEQof3szbVHoB1NQ97scfeWxymmNeMZ4vts8p8zarbQoC/gOSa3beBLePcenqaZYWq28CjAzjJqK7mdmEQ4HpWd+ZnTGPKrFya5AHyNwRxiuJ1jxNfxySRQW7FYwWaRjgYHcdyK07zzZrdoEVkzlS3px2964HULC7S4InlV8IMnGcCmki7OxvLrltq/haSBdSSa/u7iKHyTCU8pAdzMCeo+UDNdD4Dnjh8SJHGuBJujyO/Gc/pXM+BPBj3OvK80hNkELCTYVHoOvGfpW1pTR6X4yBiKlIrkDOeoDFSfyNdK1WmxxTjJP3tz2VBWdqNlcb/tFkI/MUh8um7aw7gd+/wCdaQ4OKZfPcJYyNZrun4CjjjkZPPHTNZgeceKdQnTV4pRFHG08KmRfRxw2D37VYu4zBZra6dBdR3UmNjI+MD+8Qe34VJ4+sdYu9HN55FuPs8hMWGG8BiBgnoen5+1dBDbRW8ZKLgnlmY5J+pPJpSuNanD3f9rabqNtFPqVud5xI4g+YD8CMmtGBbi8IkuXZgD8iHoB/jUAX+0tWluTzECdn0rUkkFvFlRzis5O+iN4QtqyZSkSY4yKy9S1d7OPcEaUHoqKS35VBJOdwlcnk4BAzXLa1Dqd6zNbyFYtmdhYjHNLlNVcvR+Jb+XU4oFsntnfBWS6PkqozjOT1/CqWoytL4k1F5Ll59t48UTeZu4UADn0rjLzR7y9cIWUyR42oz9c+ma7OXwzdaD4b06W/wBgupnaQxofuDg4P4VvTjFbbnLW5m9dj2fSp/tWlWk+cmSJWJ9Tipr228+DgAspyFPQ+1ZHg648/wANWwPWItGefQ8foRXRLik9GZo4vWZWg8PS27WKxGyZWhCtkFCcEH0bkex7GudtNSlmsrhYYrhblgFi8k85PfB613WpNd6hDdWv9l+crmSEbxs+TGAQT1JPPpwK4zwMk0d1q9vcwSRzW8ioCy8Feeh/Dmht2HpsVNSXXNN+ztLf2zO7AZaLDAH1IIrQRri9cq87vbqflyNu/Hcimagv9pa24B3RRNj8a0lCW8QOOBWUn0R0Qh1ZLDGkS4IqteX7W8bMMYHYdap3F0zuXLFEB69KwdbuL24VUsXPDjdzwTjsamxqr3F1DxTNEQRp92ULBQxhIBY9Bk8VD4jnvLhNG+2SkK9tNM1us29VwwCjjv1ri76z1OXdbzFgZG7y4BPvWx4V8K6j/Zd/qF5EsdnbRFVLEZdiRkD/ABrenGPzOeu5fI9Z8A3Am0JohnEUnAPYMM4rrTGskbI3QjBrzz4aXBX7VanuisDnupwf5ivRUxTluYow3iubOSWF4YmtLlfLkbHOcEK2ehxxx/8Aqrzu3vrx5DCUiZgSpBI6jrXql/LqC3Hl2kAZDESGbbt8zPGcnOMeleW+ILLVNO8YM720QjuAJSYnwsZJOTjuDjpRdg3yq9rnVeIb/bEthEf3s4y5H8Kf/X/xrPtiLaPao4qjavLfXMt5N/rJWzj0HYfgKvTLtjrmlK7O6ELIW4mWSNieQBniqt61raadJezPvRE+SMLjk8Ae5zTljlkUpEA0kgIAJwAPU1y/iq4I0uyDvljMSQOBwKqKbHG17MrSalPJqkNnLtEUkiq+w84yBxxWzHFBpuqObayR2jwRM7ZIOPc4ri9U1BjqFrJCcMuMHcxwc/7VdnY2Gp3p3om4OAxcLyfXntW6STCMeeF2yvr11PqMtuXlDSIh3Y525bgfpXeeAbkyaNNAzFjDLxnsGAP88153qNpJDfPDIRlo1O5T3611Pw1uD591ERjfGrdMcg//AF6uWxxTtzWR1Wp6+lldSIboRqgxkrxnuM+tUovFaefEBdBhJgqeAPUA/UCsTxVbNaeJjcQsFWZQXJkAJbPAGQRjOD9TXPW0r+ZczIY5JJGBWXCsNpOOVHy+owcUklYk7TR1hs7vVZNyrAHDgg8BeT/Wsv7S+pXkl5ICAeI0P8K9qyGlM8cEduZIEdNk0KkqrYOQdpycHP6VvWsQSMAjoK56r1sddKDSuwMrRnGc0hcM8e9VZHBDAkimyrmX26mq97CDaC6aRuJAiIOBjuTUR10Lk1HVmbrmqKZ10ywUIyIXcgZwey8kfnWP4clE91qDXSrI0cYKF1ztOfQ1T1C+/wCKnumRQQAFxtU/wj1qh4dWe61uWGNiN/8ACOAea3ikkWrOVm9LL9Dt7XUb4wxiW4RY2xkx54H4AVgMTLfPcGVh5hZlPA6k4rpB4dvktRNdTHkEDPXpngf1rmTbTqiMsTFlbbwueOa2i7o5ayjF2TPbrW9WTSIb1m+VoFkJHP8ADXPP4ojjdI3vJFZ22hSP1+lXfDief4Rht543C+U0TKwwcc/4153KJbKK7tluFj3MVQRvgDJwAwII6gcipSVzE7Jteh1ayu7NrhTviIAkYYOeVI/EfWjxBqJjjSwhOJZhmQjqqf8A1+n51x0MzQ29uogjMK4Yx7N4dgcZB7Yx1HHqK0rIzXdzJd3J3SyHJPp6VnWdkbUYN6vYvxKIYwF4AFO84ygr3K0+RQIiAO1V44mkZY0IV3ONx7D1rnR0sbNeWlrYtfXKHdGucbiQT2AHqa4fUdTvBNHvO1JcEqARlT25FaniZo7fRZYg7OftKqC3UgE1yWrXZaC1KIEIHUIV/rW8Y2vcUZJuLXc7yVIbDUgLSztzhd29+WHJ9TVbXbyfUIYEklDSAuxHXaMAUumafqmorHJHlvMXJfaM5z6npVfVLGS2vI0kYZeM5IPTn9a2izKtCMY7nafDu4YWt3au5baUkGRjGRg/yFdDqWsrZXIj+0JGABksOAfc1wnw7lMesyRkffiZOnoc/wBK0/Gts0OsQXcXR02y7nwMdOAeOf6UmveOU2F8UqTGwuVZZOAwUdScDPpzxWVeX39n3+pGBds16yNGB0XIO4/gf51yolb7bcTlI5GAxF8qBcjqCoyOD9M+1adl5E8cflpskiZg4XO089Rnn14qamkbmlKLlLyL9on2ZBjr3qwZxJhT34pjJtj96rrwN/Py9MVyo7GiSCGG4RgXZADh1C/e/GuV1rWjHJJJYhPIVyqscjJHGenStfUJJ7W01ATsEYQswVTyMg4yfWuCe9UaE0YxnP8AeYd/yraEddSW1y3j3Ooiht7jSbO9lt/tE87fMjtgZyeg49K0brUJv7ImtQI4IvL2JGuMZJHb/wCvXPeHDfXumwiMCQRthVIyAMmtjVtMvLWy8y44YMvB4PPf2raDHXhFJtvuWPBMr2fiK3DOQJWaMrjA+YHH6gV6Zqt+LK1Vt5VmbHAySO9eOac5ttagkHOJEkGB6GvTvGVmt5oDOADJG2+PccAZ9f5/hRLc4Cs3iqMlwl7vZCoIGByegGcc/XFZuvXkWqWtpfLIjlAwJz8208jI+ua5m4leV7VZJRJ5Z3OhdT3xkEYP3u1WfNEwuIriMI0i4idV2lArfKpb+LgY5GabSsOKcnobNnFsQYFSzLkYqSIYSmSKQxOeDXAj0WVYrjy7qVRwRExrgfE7u8dmMjhiRzjtXX6LdR6lqsgU5U71/DpW9b6FYkjfbqwHTdzXRHRWOZStPm3PGpQtw6ScLs9ZNxr3zR4kGlW4UYBTGfzqtBoemLkiyiyPVRV2YPBps62sbGVYm8pExndg4xnjrVXHVqRkkoxtbzuQnQYWyxcFsdSgzWnY2sNlviRhub5wOAcdOlc5P/wkBgEOmpNBGkQUNcBGZjn5iSxJz+mKZbWXiSe6a5lxbSyLGjOJkJCqDxwOmeo9TntVanPYueKY4FurSW5jV4WcYPQqy8g56+vFc29lbWpubC7R/OZg0awp80sZ5AG7pjPcZzXa6fplw2k/ZNVlNxIsjMsvmEsRnIycDntXBzJM/jq+02HU57GIvII/KQOWZU3BcnoODyf60JiaHWOjf2e5PlCNHYlEaTe4Gf4j0zz2rbC7UzXMeGL++1CS5N7cyTbQhXec4znOK6n+HFc1R+8ztpfAirOwEbP7Vk3MjyaTEOc+cf5GneJrw2dhhPvyOFA9up/StPw6q3ekbyob96eo74q4K2pnVd3Y8yurK9XVbmZLWR1Z+CYSwPvW54IsZYPE0MskEiqwOS0ZUZyK9Pjt40jH7tP++atqigLhFH0FaXK9v7vLyra1x01tHcRhJCQAcjBxTE0m3JAzJgqRjdVPU1k+0WlxttzFCHO6eYIFc4CtgjnAz781lJp3iCcxzW+rpLGUZGQ3RKDIIOCo6+npn2p3OZo7K3liuLdHhkEkeCu5TkccHn8K4i+sPtN9qNmkareKBsl2n5lU7hkjgDnr71eg8NaqsESDUxGYfL2IkknlnaOhHHHb3xnrUnj2NYdBkvYsrceZGm4HqMnjHSmtGJ7HM3NlY6xaIkFtNJIEA2owjjhfqSx5J5/OtGzh2oBwPpWFqVxc22jR3ena3fsnn+QBLEkaTYXLNEBztU/Kc+o+g6S3GEHrisaz2OjD9RZcfdPeqSzbNSiUehq7IARmud0u/F74kaPssxRfcAYqIK5dR2Rz3iQSz2SbQzfvs8An1rBkgaeNVaIKVHZWya9rg023WQnyI/yq/DZWwJ/0eP8AKtrip1VBJON7FXwsgHh+zOMHYM/kKtNokDsxZzkg4yo4qyFMNu4gjG4KSiDAyccfrWEsGvC2htrI/ZWSL598qOzSfxMc56nBH457VVznep0dlaQWUhVXG6VQQDgE464rK8XQwvbQvcxq9uzCN8nBB6g57dKz7fT/ABLNOk88iRzLEkQl89SQASScBeMnBI74xW5p2mXZ0+4tdWuDc7pNyOZCzbcDjoMYOaCbHHS2VtbXN2twyxfaF328ioSXRjllGcc5Hf8ACm6Zpv2OWd0W58qRgYzcsC+PcDpUMoRvH1zYzajd2sRm8uOZZox5YwOS0nbGeByTgU/RJ746rqtrezXMn2eXYi3GN6jLdccZ4GccUqr90uj8aNaQfKfWqM8nkNEPVhV+QHOe1c9f3yHVVtQeUCsfqTXPFXZ1TdkVPFMzumpc4+TGfwFcRGd9p5JHJ5z5nH5V7E+jWs9wzyRlt5ywJ4PFWo/Dmkhhmxi6d1FdFzKnOMVaUb/Oxz/wyhRdNnXAJVzz+X+NdndaXHeSb3YYIAKlc0trZWtkWFtAkQPB2DFULifU1ub42ttdtIZFSIlQY1jCjJUE4JLZ98U0Z1Jc8nK25pW2lQWconLKBGxPKgADFXNTjaTTZ1QKWVSwBGc45rk3h8UXbNb3UKyRmdZN37tUwDwCOSR0P4CtjS7PW49QhnvbtpbcxsskTyg7T1BwBgnoM5oZnY5b7LZiG1v44oxYxsUnXDMELHcD74PPBqs+hxX98lzarJ947ri4YBG5BBRB3966HxrYQ6d4ckubUMk6zpsYtnbk84B4rj9bTxLo+i6be3Wo3glui/mRbceTjaVBOOpDZx2/Oqu+grI6mP7o+lVtRYpYzMpwQjEH8KKK4o7noy2OY8FOR4ojiGNuw598pmvSoB8xHuaKK6WcKJ4vvEVm+JLuey0SSW3kMchZUDjqATg496KKEUtzhoWmhQ3MdzOswJIcSHP/ANevSPD97NqGi2t1OVMroCxUYyaKKqRN21qbANeP+IL2bTfHGoXcG3zY5227hkcrtP6E0UUoikSeEQAbsegQfzrqe1FFc9T42ddH4Ech4rlYXCLgYRNy+xJwf0rc+HztL4cug5ztn4/Siito/CYT+NnXqcx1LGSU5oooJOL8RIL3X5YZ2YxwrGI1B4XIyfxqvas+kanaSWbsnmXBhdc/Ky9OR3PvRRWq2Ju+Y9KjOVB9a5vx+f8Aik5f+viL+ZoorND6Hneqa42rRwJJp9lA0SrGjwK6lUHRQCxAHOenXmu3j7Ciior7o2w3UhvnMdlK6/eVSR+VcRoUjQ+K7BE4XzduPof/AK9FFFPqOt0PV1ULO4HTNTR8SGiiqMih4huZrXRJ5IHMchKIGHUBmAOPfBrhks0jQyrJKJM5Dh/mBwDnPWiiriRJtbHe+FNQuNR0OGa5cPLkqWxgnBxk+9b4PFFFJlHkfiDVDYeKtXjays7uKW43FLqLeAVHBHII69M4PerPhq6mv7zUbu5ffPMyyO2MZJzRRSqfAOj/ABDef7hrz++lYa5JLn5zcMmfQDGBRRWdLc2rbHrGAJFx/dBqwQA64ooqzEmx82PWvNrrULzUNUcz3Mu0SsqojFVUBsAAUUVcBN2i7HR+DdUvLm4ubO4maWOJVZGflhntn0rtE6UUUnuBzXxAJ/4RJz38+L+ZrzK71i/vLCKxuLmWWGB2kXfIzElsZzk84xx6ZPrRRTjsS9z/2Q==", "info": {"video_id": "213881", "label": "holding nailpolish over a bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "213881", "label": "holding nailpolish over a bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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MJGdjQyLtC4PXI5p2bRtKutUlv1H39xdKtvaaXPNJPI3SePeu33PGKoR32rWmqm2uWs4YwhkkaNmOMdgO5PSuxW3itI5JRksRueRjlmx6muMt4G1DUpLqUZAbCnOcj1rNuyMoxbZfjFxqDpLdtkD7q44WtNVjij4HSoWdLZM47cCsyW9YMzPJtXGdpNZ2vqdC00RLqetpYrmRTg9AilifwFZWi+I7jU9ehtbK1uFlLqGkK7PLU9+fbtXPa3LrFxLI0GfJBGCrbTjHf3rk7mz1e8u1njM8sqMFx5pZs9u+auEYt+8FRyS90662vJpNVN7c3EstwbiRhIzc4VyAfyFe6QOJYY5R0dQ4/EZrxC70C50Gx0pb5VW5kj3yIrZKZJ4PvyK9h8PXJu9AspT97ygrfVeP6VvJWRxJFnULP7VD8qLIwBGxujA8EVyHie6uk0e3aWGJbi1lERK9GjI44PIwRzn8DXfLiuZ1WDVdY0ma1ewixIjb/MwpUhsrtwT2A69TnpUplHG2d/cSWNwEWX7S4Cw/Z2Gc9+O9M1Jdc037O0t/bM7sBlosMAfUgirPw/W5MV6Lu28uWMqofIIfk8r6DpUmoL/aWtuAd0UTY/Gok7asqCcth6NcXrlXnd7dT8uRt347kVqQxpEuCKiUJbxA44FZ9xdM7lyxRAevSstzpSstC5eX7W8bMMYHYda5bUPFM0RBGn3ZQsFDGEgFj0GTxSa3cXtwqpYueHG7ngnHY1w19Z6nLut5iwMjd5cAn3qoxV9Sne2h2niOe8uE0b7ZKQr200zW6zb1XDAKOO/Wu98A3Am0JohnEUnAPYMM4rybwr4V1H+y7/ULyJY7O2iKqWIy7EjIH+Neh/DS4K/arU90Vgc91OD/ADFdDSUfdWhwO97vc9DMayRsjdCMGsV4rmzklheGJrS5Xy5GxznBCtnocccf/qrcTFU7+XUFuPLtIAyGIkM23b5meM5OcY9KhOxR5Xb315JIYSsTMCVIJHbg1u3cZgsxa6dBdR3UmNjI+MD+8Qe34VieILLVNO8Yl3tohHcASkxPhYyW5OO4OOld/FbQwIxRcE8szHJP1J60nfqCd21Y4e7/ALW03UbaKfUrc7ziRxB8wH4EZNaMC3F4RJcuzAH5EPQD/GoAv9patLcnmIE7PpWpJILeLKjnFZyd9EdEIW1ZMpSJMcZFZepau9nHuCNKD0VFJb8qgknO4SuTycAgZrltah1O9Zmt5CsWzOwsRjmlymquXo/Et/LqcUC2T2zvgrJdHyVUZxnJ6/hVLUZWl8Sai8ly8+28eKJvM3cKABz6Vxl5o95euELKZI8bUZ+ufTNdnL4ZutB8N6dLf7BdTO0hjQ/cHBwfwrenGK23OWtzN67Hs+lT/atKtJ85MkSsT6nFTXtt58HABZTkKeh9qyPB1x5/hq2B6xFozz6Hj9CK6JcUnozNHF6zK0Hh6W3axWI2TK0IVsgoTgg+jcj2PY1iaO6agXkmsFk8kDBfhRnrkngdK7PUmu9QhurX+y/OVzJCN42fJjAIJ6knn04FcV4Jt2N3qtre2riS2lVV8wfKRzgj1PHPpQ27D02LD6ddX9zJdwzSadapHhTE+RJ77SMfjWZpjXjGeL7bPKfM2q20KAv4Dkmur8Q3IgsRCh/ezNtUegHU1nWFqtvAowM4yazlK2htCF9R9vAlvHuPT1NSTXIA+RuCOMVTu5nZhEOB6VkXnmzW7QIrJnKlvTjt71NkbpO5max4mv45JIoLdisYLNIxwMDuO5FUl1y21fwtJAupJNf3dxFD5JhKeUgO5mBPUfKBmsHULC7S4InlV8IMnGcCtnwJ4Me515XmkJsghYSbCo9B14z9K1p2XqZVoye2x03gOeOHxIkca4Em6PI78Zz+lesoK8a0po9L8ZAxFSkVyBnPUBipP5GvZhwcVpNHKjN1GyuN/wBoshH5ikPl03bWHcDv3/OuH8U6hcJq0UoijjaeFWdfRxw3PfoK9HvnuEsZGs13T8BRxxyMnnjpmuE8f2Os3ejNeCC3H2dyYcMN4DEDBPQ9Pz9qm7K2LfiG/wBsS2ER/ezjLkfwp/8AX/xrPtiLaPao4qjavLfXMt5N/rJWzj0HYfgKvTLtjrmlK7O2ELIW4mWSNieQBniqt61raadJezPvRE+SMLjk8Ae5zTljlkUpEA0kgIAJwAPU1y/iq4I0uyDvljMSQOBwKqKbHG17MrSalPJqkNnLtEUkiq+w84yBxxWzHFBpuqObayR2jwRM7ZIOPc4ri9U1BjqFrJCcMuMHcxwc/wC1XZ2Nhqd6d6JuDgMXC8n157VukkwjHnhdsr69dT6jLbl5Q0iId2OduW4H6V3ngG5MmjTQMxYwy8Z7BgD/ADzXneo2kkN88MhGWjU7lPfrXU/DW4Pn3URGN8at0xyD/wDXq5bHFO3NZHVanr6WV1IhuhGqDGSvGe4z61Si8Vp58QF0GEmCp4A9QD9QKxPFVs1p4mNxCwVZlBcmQAls8AZBGM4P1Nc9bSv5lzMhjkkkYFZcKw2k45UfL6jBxSSViToxdjS5dSjtyPMuJQIdvIVeST+GfzotE+zIMde9Z9mIrgwyRp5RSPY0eCACCeQCcgEH9K1WTbH71zVX71jtpQtHUeZxJhT34qCCGG4RgXZADh1C/e/Go14G/n5emKoahJPa2moCdgjCFmCqeRkHGT60opvYq6T1MjWtaMckkliE8hXKqxyMkcZ6dKdFDb3Gk2d7Lb/aJ52+ZHbAzk9Bx6Vy73qjQmjGM5/vMO/5VseHDfXumwiMCQRthVIyAMmt0kiox5m1fr/mdDdahN/ZE1qBHBF5exI1xjJI7f8A16TwTK9n4itwzkCVmjK4wPmBx+oFV9W0y8tbLzLjhgy8Hg89/aqGnObbWoJBziRJBgehrbdHFVUVKyZ7Hqt+LK1Vt5VmbHAySO9YLeKoyXCXu9kKggYHJ6AZxz9cVZ8ZWa3mgM4AMkbb49xwBn1/n+FefXEryvarJKJPLO50Lqe+MgjB+92qIpNGbOm128i1S2s75ZEcoGBOfm2nkZH1zV3xBqJjiTT4WxLMP3hH8Kf/AF/8a5XzRMLiK4QIzr+6dV2lArfKpb+LgY5Gat2Rmu7iS7uWLyyYyT7DArKq7G9KDe5fiUQxgLwAKd5xlBXuVp8igREAdqrxxNIyxoQrucbj2HrWCOljZry0tbFr65Q7o1zjcSCewA9TXD6jqd4Jo952pLglQCMqe3IrU8TNHb6LLEHZz9pVQW6kAmuS1a7LQWpRAhA6hCv9a3jG17ijJNxa7neSpDYakBaWducLu3vyw5Pqara7eT6hDAkkoaQF2I67RgCl0zT9U1FY5I8t5i5L7RnOfU9Kr6pYyW15GkjDLxnJB6c/rW0WZVoRjHc7T4d3DC1u7V3LbSkgyMYyMH+QrodS1lbK5Ef2hIwAMlhwD7muE+Hcpj1mSMj78TJ09Dn+lafjW2aHWILuLo6bZdz4GOnAPHP9KTXvHKbC+KVJjYXKssnAYKOpOBn054qK1Mdvq2rXLYjifZOfQZBJ/XNcKJW+23E5SORgMRfKgXI6gqMjg/TPtVoy+dbRW9uzxZZ1uEQsEfkEcHn147YqZ2SuXTi5PQ1ftL6leSXkgIB4jQ/wr2qcytGcZzRaxBIwCOgpkq5l9uprlvd3O2ySsOLhnj3qrI4IYEkVh65qimddMsFCMiF3IGcHsvJH51pXsINoLppG4kCIg4GO5NcTqF9/xU90yKCAAuNqn+Eetawj1ZPMrSS6IueHJRPdag10qyNHGChdc7Tn0NblrqN8YYxLcIsbYyY88D8AK4jw6s91rcsMbEb/AOEcA813g8O3yWomupjyCBnr0zwP61tF2dkVKMHFSkzm2JlvnuDKw8wsyngdScV7Za3qyaRDes3ytAshI5/hrxE206ojLExZW28LnjmvWvDief4Rht543C+U0TKwwcc/41Uzg3KT+KI43SN7yRWdtoUj9fpUL69Dq1jeWTXCnfEQBI4wc8qR+I+tcdKJbKK7tluFj3MVQRvgDJwAwII6gcilgmaCC3UQRtAuGaPYXDsDjg9sYxlfxosgSbdkdBZxbEGBUsy5GKkiGEpkikMTng1wI9FlWK48u6lUcERMa4HxO7vHZjI4Ykc47V1+i3UeparIFOVO9fw6VvW+hWJI326sB03c10R0VjmUrT5tzxqULcOknC7PWTca980eJBpVuFGAUxn86rQaHpi5Isosj1UVdmDwabOtrGxlWJvKRMZ3YOMZ461Vx1akZJKMbW87kJ0GFssXBbHUoM1p2NrDZb4kYbm+cDgHHTpXOT/8JAYBDpqTQRpEFDXARmY5+YksSc/pimW1l4knumuZcW0sixoziZCQqg8cDpnqPU57VWpz2LnimOBbq0luY1eFnGD0KsvIOevrxXNvZW1qbmwu0fzmYNGsKfNLGeQBu6Yz3Gc12un6ZcNpP2TVZTcSLIzLL5hLEZyMnA57VwcyTP46vtNh1OexiLyCPykDlmVNwXJ6Dg8n+tCYmixpekHTTIRF5aSNlEaTe4Gf4j0zz2rSkHyn1rn/AAnqF9fNdm9uJJioQrvPTOc4roZAc57VzVPiZ20vgRQnk8hoh6sKwvFMzumpc4+TGfwFW7++Q6qtqDygVj9Sa6B9GtZ7hnkjLbzlgTweK0hojKb96/Y8djO+08kjk858zj8q9M+GUKLps64BKuefy/xroI/Dmkhhmxi6d1FalrZWtkWFtAkQPB2DFWXUqwlG0Y2v5iXWlx3km92GCACpXNSW2lQWconLKBGxPKgADFZtxPqa3N8bW2u2kMipESoMaxhRkqCcEls++KovD4ou2a3uoVkjM6ybv3apgHgEckjofwFVdnK0dZqcbSabOqBSyqWAIznHNcF9lsxDa38cUYsY2KTrhmCFjuB98Hng11Ol2etx6hDPe3bS25jZZInlB2nqDgDBPQZzWd41sIdO8Ny3NoGSdZ02MWztyecA8UJ2Bo559Div75bm1ST7x3XFwwCNyCCiDv71p2cO1McAVz2q3d1DokOo2OvajMpuPs+Zo1RZiFyzRgc7VPynPqPoOntxhB64rGs3odGH6iy4+6e9Ulm2alEo9DV2QAjNc7pd+L3xI0fZZii+4AxUQVy6jsjnvEglnsk2hm/fZ4BPrWDJA08aq0QUqOytk17XBptushPkR/lV+GytgT/o8f5VtcVOqoJJxvYq+FkA8P2Zxg7Bn8hVptEgdmLOckHGVHFWQpht3EEY3BSUQYGTjj9awlg14W0NtZH7KyRfPvlR2aT+JjnPU4I/HPaquc71OjsrSCykKq43SqCAcAnHXFZXi6GF7aF7mNXt2YRvk4IPUHPbpWfb6f4lmnSeeRI5liSIS+epIAJJOAvGTgkd8Yrc07TLs6fcWurXBud0m5HMhZtuBx0GMHNBNjjpbK2trm7W4ZYvtC77eRUJLoxyyjOOcjv+FV7LS/slxJIq3IhkbMZuWBcj3A6UShG8fXNjNqN3axGby45lmjHljA5LSdsZ4HJOBTdJlvm1fU7W9muX+zS7EFxjevJHOOM8DOKVV+6XR+NG8F2pmq87ARs/tVr+HFYPia8NnYYT78jhQPbqf0rmirux1ydlcbcyPJpMQ5z5x/ka4e6sr1dVuZktZHVn4JhLA+9em+HVW70jeVDfvT1HfFb0dvGkY/dp/wB810LaxhCfI27XueYeCLGWDxNDLJBIqsDktGVGcivXJraO4jCSEgA5GDimqigLhFH0FUtTWT7RaXG23MUIc7p5ggVzgK2COcDPvzTTFUm6kr2sXE0m3JAzJgqRjdWjbyxXFujwyCSPBXcpyOODz+FcamneIJzHNb6uksZRkZDdEoMgg4Kjr6emfarMHhrVVgiQamIzD5exEkk8s7R0I447e+M9ae5laxRvrD7TfajZpGq3igbJdp+ZVO4ZI4A56+9ZdzZWOsWiRwW00kgTG1GEUcL9SWPJPP510/jyNIdBkvYsrcebGm8H+HPTFcZq8HiLRdHsLmXUbpHud+6AIFEIG0qCcfeIbOP/AK9VfTQl76nSx/dH0qtqLFLGZlOCEYg/hRRXFHc9GWxzHgpyPFEcQxt2HPvlM16VAPmI9zRRXSzhRPF94is3xJdz2WiSS28hjkLKgcdQCcHHvRRQilucNC00KG5juZ1mBJDiQ5/+vXpHh+9m1DRbW6nKmV0BYqMZNFFVIm7a1NgGvH/EF7NpvjjULuDb5sc7bdwyOV2n9CaKKURSJvB4wbwegT+tdI/3DRRWFT4mddL4Eef30rDXJJc/Obhkz6AYwK9YwBIuP7oNFFbdEc73ZYIAdcVNj5setFFIR5tdaheahqjme5l2iVlVEYqqgNgACuj8G6peXNxc2dxM0scSqyM/LDPbPpRRWstgbfM0donSua+IB/4pGQ/9N4v5miis0J7HnOra62rRQxSafZQGFVSN4FdSqD+EAsQBznp1ruI+wooqK/Q2w3UhvnMdlK6/eVSR+VcRoUjQ+K7BE4XzduPof/r0UUU+o63Q9XVQs7gdM1NHxIaKKoyKHiG5mtdEnkgcxyEogYdQGYA498GuGSzSNDKskokzkOH+YHAOc9aKKuJEm1sd74U1C41HQ4Zrlw8uSpbGCcHGT71vg8UUUmUeR+INUNh4q1eNrKzu4pbjcUuot4BUcEcgjr0zg96n8OXU1/eahd3L755mV3bGMk5ooqanwDpfxDo+1ch4rlYXCLgYRNy+xJwf0oorKn8R0VfhNz4fO0vhy6DnO2fj9K69TmOiitXucxLGSU5ri/ESC91+WGdmMcKxiNQeFyMn8aKKqO4nsV7Vn0jU7SSzdk8y4MLrn5WXpyO5969KjOVB9aKKc9wWxznj/wD5FOX/AK+Iv5mvM7nWb+9sYbK5uZZYYXZ13uzElsdcnnGOPTJ9aKKEKW5//9k=", 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", "info": {"video_id": "213881", "label": "holding nailpolish over a bottle", "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": "332773e9e18c6f463e0eb31a590736465b4d4419cac5d9bfb2953df8c4758826"} +{"episode": 72906, "episode_seed": 1169456926, "split": "train", "timestamp": "2025-10-13T03:36:07.068848", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1169456926, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) enter key of keyboard'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "176757", "label": "touching (without moving) enter key of keyboard", "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": "176757", "label": "touching (without moving) enter key of keyboard", "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": "05e7683d52dce0d493feac520c9673f8e01aaff2dab02ef7da963825cfb539c1"} +{"episode": 72907, "episode_seed": 3806438024, "split": "train", "timestamp": "2025-10-13T03:36:08.406305", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3806438024, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing shoehorn from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "129338", "label": "pushing shoehorn from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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6mqd4+VJHbn8uauMS7cscsOT3/Cs6D0aPQrLVMicMCdowo4UexqSNdRBK6a0Cp1dpBkjjj+tMMskByQWSPrjqPer+iy7xclmBB2kEe+a1bIirvUhFnq8hAm1V0B6iFAv9KmXRIX/4+J7mfn/lpKxq8x/eCpQeKxlJmyiuxDZ6faWUjNb28aMRgsBz+dYfirT47w3coU+fZ2sUuc8FGdlI/PB/OujDferktZvvL1y+hklMcE9nHHIQM8bwa3w2szzM4dsM/U6jwLaAeHrdzgFizfWunljVYiWxjBrmfDcv2fQbOMOcCId/WtGe7Vo2y547VzyZ6FJWgkQXZHJDZzmsK4J+f/erSmm3Y9DWVcNjfWLN0Nt5SYQMZIJXHtmkfCNiReRywHQe9Msm2mQgclj+PHapMpJtU5Dtxz6Zrti7xTOWS95ms8uYgc9yf0rgtacPrt87ElYogoAPU7cAfma6k6lZmIYu4ORx+8FcRfXkTaxI8kiLBLdD94zAKQvv+VaUbxk5NbI4czSqU4Ul1kj0KxxFZwxD+BAv6VcV8E1z0XiHR1TLarZD/tsv+NDeLNCj3Z1iy6f89hXDaXY9W67m+bjHc++Kj8/JYuQSf1rmm8YaBj/kL2n/AH3TG8Z+Hx/zF7Y8+p/wp8suwuZdzpDIM54yRUYfKdeM1zp8a+HcjOrW3T3/AMKRfGfh0Lj+1YDz2Df4UuWXYfMu5r3Dc9OKrWzol3852qwI/kayZvGXh9sgakhHsjf4VDaa5p+qXaW1lc+bL8zEBGGF2nkkjjtVU4yUk7CnKLi1c6q1+V5MrhsjPPtV4HrWTZE75S3sDz3rQV8j6VpU3Jh8JLnD00S8j603PzH6VXeQdPeoNUXTcgcc5xmvPNecHxDcPz/B/KuvlnCIT6iuO19BHeIx/wBbNIGPsoAA/XNbUPiPMzWN6C9UdxBJuiODUNyw7nvVa3nJDjH5U24lzwfWuJnqIhDlblSOSSRx7g1b89VPlNwH54HP0rM8wpIrHorqc/j/APXq0VGRvB3AjFdVB+6YVl7xHLL5rooJDL8oY810EbZUVhSqkEYcgs4OGAORWtHLkj0xmqmKmWGYceuajdsP+FIzjjnvUMsoDHBrI1RaWcqowefpUzTN03dBxwKy1m5xn0pftHX5ucGk2VYNam3afcAnOYm/lXHeGTtu2kP8UZA/Aj/Gt/UbiEQE3EhSNgVJz6iuQ0i7jsruQ3EyxRqnDSHC9R0JraCfs5Hn4qNsTSl6/odbLIHwD3461YWd1t45C3zFQw/IVzU/ibR4iCdQiYjrsy38hW1ZTifT7ecblUplQ4wSueDjtkYrOgmr3Ouq07EstxuUMigFxyT6/wD660NE+RJm5G4Lx6cmqMflA/MFycqEx+tWtJlf98rqAAVwR3HNbS2IhubWctUoOBVTfzU6MdgrmZuKz4VjXnniGcvrF4OudiD8AK7qeXbEwHUmvPdTLNrcy4BJn5I/Ct8M2m32R5max5qcId5I73TZmjsolDDCxgDj2q0ZmZSCRj6VkwShVVc8Yq15oJI3dq5Wz1EiwW3IKozkZIz2qcMfLUc/lVO4bPXIIz2qRjLZwrvnOOCfzIqW4ZMliV2sMqd3IrPjkUzqob7ysDj6ipvIaQiLcvGTmuylrBHNU0meV2mh3l/o15qULKIrUhdhzucnrj6cVFqdwJdLihDZ8lljIx7Z/nXa3Vl/ZXh9dMtCWlm+85+uSx9q4+7sZJ7Ce5UxhITuYAY3E8fnXd7TmOKrhm5QaW2pzzDnpUZHFWCtMx1GKTLRGoOK6DRbWCS3jM0SOxY9RnvWKiE112gabJPaQsGAXk/rWUkaRepu2mkaayhnsLXp/wA8hWva6PpzxDGn2uN2CfKXj2ptvZtFEDu6c1oKCkaqnf5iDQMaNL0sFX+w2wGOR5K8H8qRIIYGP2e1iT+8YkCnHpx1p4KksZGPue1YNibjUvFk2nSatcWkZEnlCJN2WVCwX2HBOT6e9DYjpYJcEghdqgYIHWrazBY8lgB6k4rx678QaqUiYXs3I55rInvbudiZLiVs9cuan2Cn71ylW5Vax7Zca5p9qWM19bpx3kFYdz420OEnN9vIP/LNC1eSnJ69a0vD1gt/rltDIMxg72HqBzij6vFdRqvJuyPUbrUv+JVBcxxybrjASNxhsHpx2rMurJINLaeSQ3N40qRhDyoHoO/4/Wt14I7qRJ5E+eIHb6c1yl9rDy6oI7dSFt2xnH8ZGB/WlD3XobVoKpDlY83HieSaT7NJp8NvuIR2UsxHY45qwNH166RXufEDIGGQsEIXP8qu20TpGCfTBH1q+R/AGwqjHuKXJHsZcz7mRb+HbeC5juJ9Qvbt0YMBJJ8uR6itpSN27eCR1X2qHeFQhlwSeSvY1neIJpLbSGmtZGjYsqkg4I5p2EahYRq2SSA3r+tUJPG+j2uC07yHH/LNc1nauiwaFDqVhrV/OGuDak3ESxrOQm5niA52qflO71HuB5ww5qoU4z3Jc3HY9HufiTYr/qLKeQjoWYLWRc/Ei8diYbCBP99y38sVxuKQrV+xh2J9rPudC/jrXJ3CLPDACQBsiH9c1qaN/ausXsYvNZuvs4+aRYzt3D049a4pVwwNeheD4S25ieGIFRKKWyNKcnJ6s3L6wOpXDyStstF2gIpxux6+1Vp4LfV9SZZ0heCKJItpH3mGTx9BitrVGSDT5QPvFD/Kud0W3MESeaSXVMv67j1/SpV0bVbTWprRWen22BFY26knK4iHB9OlTNIrH5xx/dWkCkMChznvnr70itvLrIoVm5yOxoMBzMgIyfunBzWff+J49C2eZbmXzicbTjGP/wBdU9O8rUPGEmmahqN1a288mxZI5Y41T1LGTjGM8DknArl/EouY9UntLh7gm2mkiVbgASKAcfNjjOAM44pwinKzFKTSujpn+JkfO3T29svUCfEvUrqdLa00uBpZGCou5iSTXBstdt8P7FInm1J0DMMxx5/h9SPftWkqdNK/KKE5ydrnW39/dqkNoxje8ljy7R8Kp749hWJrkCWUEbQTq93JC8pmcfdI7gdPzranhhtWmv5G+/1z/CB6VxGs639osb19gKzqIYyw5C5/x5qIO2iN8RTjOKv0KVtrGv3luk39svGr54VF4/Sta2sNZu8NJ4kvhn+5x/WsXRreaazj2gEZIHPTmu10+xljjwW5xjPvUcqvsZ30KcPhiWbeJde1WUgZwJcVaHgjTT/rrzUJCDzun6itiEFELA/MflNPyd4354GeD09qpIVyhp+g2GkSyPYxsZJBtLyOWOP6VomWRQoBwC2WX3rI8QTyQaTJNazsjLIoBXrjNU9dsdf0LRNMvrq8uxNeGQvCUwIMBSgY4+8Q2cdvrmhgHiyRogxQlTlFyPSsvxJbpb6II48qsciKB6gjJz680UVUOh0VNn6HFECkwKKK1ZwokjAruPDxJ0xBnA4HH1ooqGUjoklchMnrUsbs0hyTwMj86KKkosHDKcgHJxXEXGoz6T4nuL222ebFI23euRyu08fRjRRSYzmb9QojUdAMVSIooraHwmUtxuOa6TwUitrbEjkR/wBRRRTew4fEj1CQAWshHBArz+2ULeOw6vOxbPseKKK50dktjo4ZWOamgYlySeeKKKGYocJWYYOMbiP0zVDxQFj0Y7VGN8fFFFIRg6z4lfXYIYpdL062MCLHE9sjqURc4QAuVA5ycDk81x7UUVrS6kT6DaUdKKK1MxR1r0jwOoNgzHqDxRRWU9jaluWdfkfzlTcQpxkUyy5tzIfvE7ifeiis2bPYvKzeUHyQQPz5xT/MZGaMcjI6/TNFFIzZyl3rTaXq9+jWFhfRSzbil5D5gDJ90gggjryM4PcGsLVLyfUr+a+u5PMuLhzJI+MZY+3aiiqp/ERPYzXr0vwTGv8AYcPHUsx+uaKK2qfCKj8RoeJ2MehzBeMrXmmuMR9nhH3FU4FFFYxOir8Jr+GWItlA7FsV1lvK4iAznGDz3oooMUWNzGRUJ4zirKsSoJ5wCeaKKRRi+JBt0l9vH7xOn1rnL3XtTvtOt9PuryaaCCR5V8yRmJLYznJ5xjj0yfWiihiZ/9k=", 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", 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", "info": {"video_id": "129338", "label": "pushing shoehorn from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "129338", "label": "pushing shoehorn from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "129338", "label": "pushing shoehorn from left to right", "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": "b017903be21c1ce9fe5f5725ea69bdef1a18775caa9bd9b76218a03fcb2aed7b"} +{"episode": 72908, "episode_seed": 3464228821, "split": "train", "timestamp": "2025-10-13T03:36:11.714449", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3464228821, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving hair oil closer to tooth paste box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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Wf3rU5bxgyi/hwMf6On9a4DV/mki9s/0rt/GBEd5Fg7swLj25NcPeHfIh+tca+E7X8RvaHHt0VDjl5m/IACt+ydJLOe1lfb5g+VvR15U/0rK06Bk0OxOOHDt/4+R/SpHDKvy8c96xe5uknGzPUfBF1Fpvhq4FzdRPc3koKorZKBeOR26fyrPvHR9QmZYvLDPwo6D6e3euY0zUkQrICAAQr+3/ANatmDeyEs5YsSVOexJwKzlNylqZYenKm3F7F+LpgdKkJ4wemagicqMcVLnHJ9aR1mTqID3IUjK9CDV+0NskHkwWwhZNwds8SfMcfl0qhdq73aKvzMT8ox1NWbE3DK6zoEZOhAxmvVwsJPCVJdEeTiasY42lB7u/5FsRNKyrvK85yDjpz/SvM7p+telBysgP4fpXlt24BIz2rkgdtQ19AQx6LACfvM7AenOP6VqqAynPWqel7G0q1VJIyVQgjeAQdxzxVxEdvuYb23CspbmkHoRPGPLAzmqiAocVekgm6+U/5VC8UijmNh9VNSUyLyhKwyBW3p0ASJiBjisyCM7u/XvW/aKFhwe9BBVvFKj/AGe1ddeatZjw8lpHIxllgjyucgMAM/yrktU4TgdPxqha3m9wm45DAEY6c16eXUVUU2+iPJzOpOPJy9WjSkOQcnFcP4sfOs3BC4LbTj0yorspH+bGa4fxWxGrSjczNsj+Zup+QVxR3PSnsYqqXXpyM13DxFEROpVQv5ACuP09QwYv0BGa7qVVldnjkjdCcgq4PFKoOmQRwbwuOOa24otiAA4x6VStbeUsCEJHtzV8K6kAow9cisWbosIcgetWEAHNVd2OAMe9WISe9SMkdDt4+uKNFIPiay3HaDJgn04NSnBHuB2rFurg296sitjHfOMVrQhzVFHuYV5Wptrodf4nli2WcSNEWiRlYRjA4Nc3v+b5m+UqwP4g1WhujM8hJycc5Oe9Ad2kG1VJ/wBo4Fd2Op+zrOHocWW1HUwyk1bf8zzC7fBrd8JIyQ3jcbSUU+/U1zt2+HAXoa7Dw7Cf7On2LuPmjIHJHy8f1rmnsdUPiL8ihs5FUPKKhvrWiySDPytnvxVWRWz90j8KwOkgji3v83PpXRadH5cHAxmsmBAWGRmtq3JAAHpSZNi6gyODyKq3WVjII4I61ci+6arX/wAtucHnFCWom9DrdDeGLwtE8jxDdDLH833gdxPFck7E59xWcl+/2YRFztUn5d3SrMshzjFepiaKp0acr7/8A8rBVZTr1U1azX6nMeMXHnWrbsnyOfqGYVxp/eNn0Ndb4wJ3WpYKP3TYweo3H9a5i0TzfMPpiuRbHc9zr7VB/ZdkuCNsCj+Z/rTXjbZ0q+8Xlxxpj7qKuPoBTFUEYrBs6EtBtnaL5oyOO9dLGQFGOmOlZ1moALFeTxWgvyjmoZSJ0GWzUjMVX6VHEwI4qdh8owMjvSGQWGD4hsMjIM6cevNdD4liQJb3Y2bpQykJ0Ug/zrlUnFlq1vMAf3cgfn2Naeq67Jqr7XChEJZR6V6OGpzdGclstzycVVgsTTi1q3oVIpMXKYPJOBxXlF8+JGye9enJJi4iIYKQ4wx+teV6gT5rgnHJrnid0yTac5p+SOhP508ocnigjC81oYDDNMCNssg+jGnx396pwLqcD2c1HjNGOc+lFkF2aUGr6jGwxeS49zmug07VrychXuM/VR/hXInjBHatCyuvJYe1Pkj2M5Tktmbmr6hPE212STH+yB/Ks1L2OO6FwACAnmGPd3xnFU9SvfOblicd6w5ZzuPJAPbNdeErrD81le6sc1alKuo8z2dzql8Swy/M0Eqg+4Nc/rd+mpajNcRqyphVAbrgKB/Sq/m7YOvNHhvTotd8RNp1xqEtqrxytGY495d1QsF9AOCcn0964uVJne5NoNNJPm+2P61fVcVmeHWeZLlmJJwh/PNa4U8UwEWSSM/K7L9CRUiajexHKXc4+khqOTimY70mkybmnDr+qLj/AE2Rv97B/nWla+Jr8Ha5hf6xj+lc4nXmpFYq9Lki+g+eS6ndQaxNNCX8uHIGe44/Osa81NJ7gxujKW4GDkVRgvikRGccd6ybm6JlLgkHtWlOMYTUuxjOpOScW9zoLDUYLOBjczeXuO1Mj8avQ6vYh97XUYRQWOWx2rgnunkCxs2QGzg+tV9UuGjtf3Zw3FdGPqRr1nUjpcWChKjRVNjJmzhsZFawZ1bKsVPscVDrWladbeHLfVNN1O9nVro2ubmARrcEJud4h97apwp3eo75AtsmG/CuQ6AF1crytxLkf7Zp51bUFGFvJce5zUWOM1GRkkUOKFdl2PX9SQ4+0Bh/tIp/pWhB4nv1I3LbuPePH8qwMc1KPlUUuSPYXPLudrZeIJbghWt4cn0JFP1TUmji2yQ7cjja/wD9auXsrny2HNT6rfeaoGR9RT9lEh1p3sS+erzwSxE7ZBg5HI5x/Sr51qwkb5LtDj1yK4x72SJl2NjHSoopPkZj65JruxVaNWjTgt4r/IwwtOVOrOb+0bHiq7guZLRYZVkKRNuKnIyWJx+VY+mkHzhj0/rTvDdvYax4pTT9UvJ7WGdtiTRzRRrGe5YycYxngck4HepLOzks9X1aydZ0+zTmLZcACRcFh8wHGfXHFcKVjtbvqbi67cMoEkMLkDG7BBPvxT49cQH95ZqfdXIrL201xilyJh7SSOii8S2a4DWkygf3XBq7H4j0yTGTcJ/vRg/yNcYRmnR8Gp9kh+1kehW2r6bIBtvFB9GUj+laK3du4ytxER/vV5rE+166CxukWBg+CNvej2PZiliGt0X9TcmbKcsASO9Q6dd+fvJABAIYDtzXPXN6Yb9ZEYgI4Jx3qqdZkgt2+ySmOVnGeM5HpXqYXljhKsG9XsediHKeJpzS0R20JV7iNWUMGdRgjIPNeYaixe5k56Of51p33iLUbezDxzhZAwIdVAIqt4j8L6noHh/SdRvpJxcX5lMsLRkCDAQoGP8AeYNnHbp1Bx5sU1uelKSZdkADGoWooqjMhPWiiimhMeR8tIpO+iiqMZDLgnb1rPk5zRRQthrcVeYST9Ko22qXGia0NQtNnnxFgu9cj5lKnj6MaKKhm6NXwoo8q89tg/nW2QNx9qKKFuDIHHNRCiimyOo4feFOfjpRRSQ2N3EDg1TnPNFFWjJ7lPo4NQ6jzagnnkUUUpmsNibW/FcniGC2hm0jTLU26JHFJapIpSNc4QAuVC85OByea6WZRu6dqKKgp7FZgMfhUB4NFFUyRop6/doooRL3HBiGGDTbliQfpRRVIl7mXNzSRklcdqKKGVEr2uuto09zGdN06/imdXMd9B5gVkzggggjqcjOD3Bra0C9uNXutW1C9kMt1cSLLI+MZY7ieB0+lFFQamgVH61XlFFFNEMjNKvBoopDQ8n5vwqxHK6ocGiiqRnPYzLmRiSc1Q3HzMe9FFUthIi1Rj9mA9MGor3xJq2p6Xb6Xe3s09tbSPKgkkZiWfGcknnG3j0yfWiiszdH/9k=", 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", "info": {"video_id": "12504", "label": "moving hair oil closer to tooth paste box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "12504", "label": "moving hair oil closer to tooth paste box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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r61T+9IF/Miux8YER3kWDuzAuPbk1ytiv2jX9OUjINwmR/wACFca2O77R2zsBPIR/fOfzpJW6ckdfzpXKl2YAgE5GfrUcozJXOzrKZLbiCST61raRqclvcQz4w1vgMP7yjvWZJnzc07d5S7wccfr/AIGk0O+pteIVguNQdrWXaj4lUrzt3dR/Otq4urZ7S2gtH8yC1txAr4xvxkk/rXD2l0yy7GU5IO3PYeldPANluOxYZo5parocrp2rc5QMiJM5fIUgqePWteBk8lTGSYskqenepPDmn2uoX12l2SEWLcNoyc7gBwPrUt7bNp1xJalcbGIC+3avV5oPBcq+K/8AmedF1P7Qd17vLv8AcZPiCT/iQ3C9/MjOPxNeeXDc/jXfa6w/sK5JHzBkwR9a84nkYyGuOOx3zWpq+G4Spun6AIqn3yc/0raWPL8iqmhCNYrlDIiuWUgMwGRg9M1qJC+/C4J9mBrKe5tDYnsbfDM3XmtSMFTjORVeGGVUGY2H4VOhIB3Kc+9ZGiLKDPHap1GeB2qpGxJ61diPHNIbKlyCsZ4yCK6vwxJDF4eilkkjAzKhDjkZx09K5e++W3OCenFZSX7CDySx2g/d3V6OW0fa1eVux5Wa1ZU6HNFXZpSOSxxXKeMXBisiTyFkB/76H9K6OSQ4HfIrlvF5PkWhYKP9Ztwev3etYNe8dv2Eca37yTPpXaWqD+y7JcEbYFH8z/WuQtVMpkPpXePF5ccaY+6irj6AVMwp7lB422dKtWdovmjI4705VBGK0rNQAWK8nisWbJGjGQFGOmOlTIMtmoF+Uc1PEwI4qSiRmKr9KjsMHxDYZGQZ049eanYfKMDI71npOLLVreYA/u5A/Psaukm5pGdVpQZ1XiWJAlvdjZulDKQnRSD/ADrnYpMXKYPJOBxVvVddk1V9rhQiEso9Ky0kxcREMFIcYY/Wu7GU5Qnyz3sjz8tqQnQ5oLS7PMb58SNk961/CSMkN43G0lFPv1NYWoE+c4JxyRXV+HYT/Z0+wbj5oyB1Hy8f1rCex1Q+IvyKGzkVQ8oqG+taLJIM/K2e/FVZFbP3SPwrA6SCOLe/zc+ldFp0flwcDGayYEBYZGa2rckAAelJk2LqDI4PIqrdZWMgjgjrVyL7pqtf/LbnB5xQlqJvQ63Q3hi8LRPI8Q3Qyx/N94HcTxXJOxOfcVnJfv8AZhEXO1Sfl3dKsyyHOMV6mJoqnRpyvv8A8A8rBVZTr1U1azX6nMeMXHnWrbsnyOfqGYVzuiKZdctcHBVy2fTAJrd8YE7rUsFH7psYPUbj+tZHhp0/tbc7qnysAWOBkqQOa5Psnd9o64c444pWQbwc44pNvOQy89MODTzDMy8Rs3uvNc7OlMozx/MDQOVxVhoJcnMT4/3TUXlvu5Uj8KBMktLZfMBwMmt9oyEwp5AFZ9jHhxmtZ8bGPU0EFjwrcwWuo3bXMhjBh+VgcEMGBGPyo1u+j1DUpbmIko2OvsOa5ea48idiSQpPpV6KbfCzZxhsfoK9VUYrBe063PKVSf1/k6WK+tsP7FvB14Q59PnH+NecSMTNwOM16BrDH+xbxt5wEXKjofnWvO3Ymb2zXDHY9GW5rFcnmnDKjjipZIyHxSYwtWZtgLq4QfJPKv0cip4tZ1KI4W9nA/381TPJNGKTigUmbcPiPU0wTOH/AN9FP9K2LPxFdSkB1gOe+zH9a5D+DIq1bTmNhR7OPYHUklozrNR1V0iw8aYI42sRWC10s0sUsWRk7Tn61X1C+8yMLmsWS8eNl2MRg13YCpDD1udrSxxYqM8RS5LnaHWrB22rdLleOQRg1heKr23uI7KOGZJGUSFtpzjJGP5ViRS53uepJJNN0Cwj1/xM2n3OoS2qtHK0Rjj3lnVCwX0A4JyfT3rilH3rnepPlsGm/wDLYEen9a6JdduGUCSGFyBjdggn34rl/DrPOlwzEnhD+ea19tJpPcOZrY1I9cQH95ZqfdXIq5F4ls1wGtJlA/uuDXOuMVGRmpdOI1VkdnH4j0yTGTcJ/vRg/wAjWjbavpsgG28UH0ZSP6V57HwasxPtep9ih+2kj0pbu3cZW4iI/wB6sTU3JmynLAEjvVCxukWBg+CNvese5vTDfrIjEBHBOO9aU6XLNO5jPEcycbHQ6dd+fvJABAIYDtzVuEq9xGrKGDOowRkHmuJOsyQW7fZJTHKzjPGcj0qC/wDEWo29nvinCyhgVYKAa7s0cZ4hyg7rQ58svTocs1Z3M3UWL3L+zn+daCs6tlWKn2OKi1zS9Pg8O2+radql9cB7o2ubqERrcEJud4h12qSFO71HfIFpkw3TtXCdYC6uV5W4lyP9s086tqCjC3kuPc5qLHGajIySKHFCuy7Hr+pIcfaAw/2kU/0rQg8T36kblt3HvHj+VYGOalHyqKXJHsLnl3O1svEEtwQrW8OT6Ein6pqTRxbZIduRxtf/AOtXL2Vz5bDmp9VvvNUDI+op+yiQ6072JfPV54JYidsgwcjkc4/pV861YSN8l2hx65FcY97JEy7GxjpUUUnyMx9ck13YqtGrRpwW8V/kYYWnKnVnN/aNjxVdwXMlosMqyFIm3FTkZLE4/KsG058wYx0qx4bt7DWPFKafql5PawztsSaOaKNYz3LGTjGM8DknA70yO0kstX1WydZ0NtOYglwAJFwSPmA4z644rhSsdjd9SZQRTvMcDh2H0JpwUg8imv1wKZIgurpPu3Eo+jmrMWpX46Xk/wD32aq4xTkGBijlQm2bllrmo5Aa6dv94A10P265azMhmU9iCg5rh4XKNn0Naw1EraFQccdPWnyR7GUqk76MWW/84zJKEBxuDDjnOMU5ddjsoYrcwtIWBberD1xj9K5+5myTjOaqRylpASSfrXV7dfVvYW63M40n7f219bWOk1HxBBJpdxbrFIJJgFycYADA/wBK5OUlWznrSalOwTKsRggcVp+IvC2peHvD2kahevOs98ZPNgaMgW4AQoGP95lbOO3TqDjjSsdjbZs3CgMaruMDiiimiZFduooAoooZKHp9ym5OetFFNAxkzEg5rOl54NFFWjNCRHjHaqFvqlxomtDULTZ58RYLvXI+ZSp4+jGiioe5utjW8IoDBe57bAP/AB6tkqP1oopAyvKKjNFFNkdRV4NPJ+b8KKKSGyxHK6ocGsy5kYknNFFWY9ShuPmY96i1Vj9mA6gYNFFKZtAm1zxXJ4ggtoZtI0y1NuiRxSWqSKUjXOEALlQvOTgcnmujmUbunaiioKexWYDH4VAeDRRVMkaKev3aKKES9xwYhhg025YkH6UUVSJe5lzc0kZJXHaiihlRK9rrraNPcxnTdOv4pnVzHfQeYFZM4IIII6nIzg9wa0NLv7nVr3UdQvZDLc3LiWVyMZY5J4HQe1FFQaPYvnvUT+tFFAhgpV60UU0SxW4zTtx2daKKbMepQnJLGoBxLgetFFPoXDch1EYhOOzCm3viTVtT0q30u9vZp7a2keVBJIzEs+OpJ5xt49Mn1ooqDZH/2Q==", 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", "info": {"video_id": "12504", "label": "moving hair oil closer to tooth paste box", "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": "9f90c9c0693cd4cf689568fe1c92762f3942a8622bb72b8c3d9027b691d563d8"} +{"episode": 72909, "episode_seed": 709735064, "split": "train", "timestamp": "2025-10-13T03:36:12.754349", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 709735064, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a folded umbrella on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63106", "label": "putting a folded umbrella on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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3YN1qVWiyo6O5geLAG8Py4yMOuB+NecsK9O8UxM3h27JUjaA3P1FeZtWsZJ7CluRd60g3FZxFW0biiSKiT5ozUYalBqLF3JBUVxErJnvTwcU6GNbqQqZo0x2Y8n6ULQG9CqkirG0bDpSI4ArRn0uPgjerY5PrVb+zpc4V0P14q1NGKRGJFJ601yNv4U6WyuYhloiV9V5FM+zuIjIxAAGcd60umO6I0fAq/pzZMn4VnVf03IEmfak9gb0LV2kRjDNhWLBQx6DJ6mt5PCmp2pKwqJUJzjIGK5nUXyqRj6mph4n1xYljXU50RRgBcD+lCZm1dHQNo2pRkn7KzMvJUHnFZuo6fqEjRlbOcvgjAjPTNUrfxVrdu+4X8kv+zN84/WtiH4gXG0Ld2UbY/ihcqfyORScmtkKMLO5ziPLbXO4hklTswwR+FEs7TP5khBY11h1vw/qwAuZDE5/5+Iun/AhmhvDFhdoZLOZXXrmGQMKn2vdGl1e5xxYEU7yJHheUHCKCST3rcvPCV5CSYCsg9DwahbTbxbF42t3QLGxbI44HrVe0j3FKXYwg2FBBFKp3SDPQA/yqsKmXKxknq3A+lVcd9LF69kIjVB3OaoEZqe6bdMR2UYqGpQBtz1q/ZarqNgQbS/uIfZZDj8ulUQacDSeoHXWPxE1y1wJzBdr/ANNE2t+a/wCFdPYfEnS7jC3kE9o56kDzE/Mc/pXlWaXNZulFhc91tNa0zUEH2W+t5Sf4Q4z+R5qV68Fz3xzV611zVbIAW2oXCAfw79w/I5rN0OzHcj1kbdav19LiT/0I1nmpZ5pLieSaVt0kjFmb1J61q+E9FtvEGujT7q8ktg0MjxlI95d1QsF9AODz7V0LRCMUDrTx0psKs4YjJAGTS5qhkqSKOtSboz1xVWjvSJaLQYwndFIyN6qxFalj4s1WzwplSdB/DKvP5jmsKlzUyinugPQLLx1YygLdwS27dyvzr/j+ldDaazpt9j7NewOT/DuwfyPNeP5oOD1GaxdCL2Hc9W8Trnw3f/8AXLP6ivJ261ZW+u0t3gF1N5Lja0e8lSPpVRzgZq6cORWAMZqSM10WuaDpFp4at9W0vULyYNcm1zcwCNbghNzvEM52qcKd394e4HNLksAoya13KTLAp2aZ5iLwTzUTy5Hy4qLFXHyz4GB1qoTk80pJNNxVJWIbuTxXlxBxHKwHoTkflV2HWCCPOhDe6nBrLoocUxHV2mqWEmAZvLPpIMfrRriwHS/OiaNjvUbkINcqKUVKppO6FYmXGMmrunnPmfh/Wrvg/TtK1nxDDpur3M1tDOQqzJLHGsZ7ljJxjGeOpOBTJLJtN1nU7Exzxm3naIJcACRcEgBgCRn1wSKsGULlt87H04qIDNTXURgIJU4bkHNV/NUfwmgB20UhTNIJl9DSiZT60AM8s0qGSJt8bsjDupwaf5qe9HmIe9AGlbeJ9ZtQALxpVH8MwDj9ea1R41nmtJYLiwgYyIy742K4yMZwc1y+5D3pQy46ipcIvoBGke51QdyBTnOXJ7ZwPpQXKEMp5ByMV0fiPwbfeG/D+kajeecs9+ZTLC0ZAtwAhRWP95lbOO3TrnF3DqYV1hFDADJPPFVPMOegoopDAyH0FOVyewoooYDtxpdxzRRSEGaWiigBpqfS9VudE1OPULTZ58W4LvXcPmUqePoxoopjDTwG8wHpwKbfosU4CcAj+tFFCAqZPrRuI70UUxiB29aUSNntRRSEODnNPDHFFFIQ6mOcDOM0UUAbev8Ai2TxFb28M2kaZam3RY4pLVJFKRqDhAC5UDkk4GSefWs2ybZIGwCc96KKY1sTzW8UszMVwSc8GoHtIxnBb86KKARCYFA6moWQA96KKAGkUd6KKACnCiigDU0jXm0YTxnTdOv4pWVzHfQeYFZc4IIII6nIzg9wagutTvNU1K61C7maS5uZDLK/TLHnoOg9qKKFuIb582APNfHpmk82Q/xmiigBwuXUgYQ/VAaka6KnHkwH6xiiikwFF2G62lsf+2f/ANerMK284G60hH+7kf1oopAWxpFm4z5ZH0Y1BLo9qp4Mg/4FRRTEZl1apATsZuCOpq3e+JtX1TS7bSr6+mntbeV5UEkjMSzBepJ5xt49Mn1oopjP/9k=", "info": {"video_id": "63106", "label": "putting a folded umbrella on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "63106", "label": "putting a folded umbrella on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d7b4447b8001a762a36c54ced5122799f701216f8f941720741a462b6039fa2b"} +{"episode": 72910, "episode_seed": 199380024, "split": "train", "timestamp": "2025-10-13T03:36:14.871633", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 199380024, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a potato out of a glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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VzTGuh0a5JtVGeV4rzswjaKn2FKTWqGDlyDalByoKelV9RthZxytH86txnsorfJiJ3GEbgf4TgH8KzrtFljZGGVPFeXGraSaFBqTOeg3uxYA7RwTViO4IyuCNpAHvx1o04BXdPvRruA570jDDAele9DRXMW1Obj2JUPNTq1VkNSg1qbM63wgyj7Yx7BP61D4gufPhkx0XimeF3wLtfXZ/WjXikdrLjvya82r/AB/uOCX8ZnIbqvabOI7kZPUYrLDVYtW/fJ7nFezVpqpBxfU7VsdfG24DB5NRzt91vWqguDHFAcfM65b2NXLfbchd3A7Zrw45ZW57WMfaQj71x8yx6hF5EihZ0XMbgfeA/hP9Kw5lMRZWHK8fjWw7iO5jf+4w5rH1FgJmwfvN+gr6FpWsc1GT5/JkAbFLvqHdShuKR1sc7cGqUTbwDVlm4NUbN98SmtqezOastUXkNXdMlEd/Cx6E7T+NUAakjYqwYdQciiceaLQ4o7Wa1V5syIDherHhal1Ge4a2VLcBs43VJaTRXlohkPLKPm65+tPFrDblmQqWY9jmvLo4l04uz2OecYzav0OeuIJVLsxZgW5fsTjnmmRXHmXSM2F2jAHqcVsX720aKJrZfLY8ujEN9fSsO6smglDqd6c7HHQgj/CvUpuM4xqIzcm04PQTUJAbgYOflB/Oqwao5WbzPmPPSkDVbOinHlgkPZ6qvCLm8gBXcQTgflUrNVnSsf2jGxGQCP51z4h2pszrO0GzrtEhVLNYtgQg5YHrUtzCI5vMXgAHdUSYa6adJWGxsAdiMc/rVPVb1mtHEbYYnJrhq2jojgim2cjq1wJNXkPYEA1qWk4SyDyE/K5j9zjvXKmfz7uV85Bc10cCmbT0decsG/Hof5V6P1aFWmoz6HXKTppNGrFi6XKn25pCTbTxSLnjhh6joR+VJZYWPKDDUy6c72J6k4Fa4fC06KcoLU5qtVyfK9ihqUaw3UgToKoh8Cp9SfDKM5LH9BVMNxWrN6PwEwfims2RUe7ikLcUFsybWTBK5qwxrPRtrA1cDZGa8uS1PcYMau6Vc+TOVP3WqgxpYm2yA5xmsK1NVIOLJ6HXI/y53e/4VDd/dJHAIzVS0m3jDNtYCpbqZfJ2bs+lfPuhKE+VmcWk7oxdwhmDA43HkVJKR5jYPGapmVLi/VAfkTr71YlIWVUHXGa96imoJMzt+8uiVDxUoaoFPFZmmrLqviubTZNUntIyJDF5abtzKhYL7Dg8n0966IQc3ZDrVlSjzM7fQJNkV2+em3+tZ+u3uYSobqawPB+rXM1teiedpNwjI3Hp1qLUL0zXBGchTWEsOnXXlqzmhL2knOwoc1OjFQCOoqrD83WrXbiu9ndTR0oXzrKG4U/KRuH49a0IMmMMVIHWsfwjq1o27SNQfYCxNvKexPVa7H+wNvMdxHt9MEVUUm7nk4iToycJHPyZeYKvJzk1iajJ/ppjz/qwAfqea6zVZLDw/aPcTyCWY/6uIDG5vpXAwzSTtJNKcySOWY+5ola5rhE5vn6Itg0uaiDVna3czW+mNJC5SQOoBWpSuzqnLlTbNUtwaydPlO8oaZqypbaDDqWn6zqEytcm2zcRLGs5CbmeIDnapwp3eo9wIrdtkwNbxi4p3OWFWNZ3XQ3FOalU1XiORU46Ujoijp9Cut1sY8/Mhx+FbIfP1rjdNuTBcE84I6CugXUEWXZgkj2ryMTgqnteamrpnPVSjIXVGLKgJ4qn5rHTXjP8DDH0P/1/50tzcG4lYFdqqPlGarscK3PGOfw5r1qEHTpRhLc5Kru7ozJH3SsfekDVCr7vm9eaXdxVnd0JCfetbw/Zi5uJZCxAjx098/4Vx2myx3/i9tMvtSurW3kk2JJFLHGsfcli/GMZ46k4FdJ4ImuYNS1+0unuD9mmWNVuMB1wXHzY4zwM44pSj7upx1K0ZXgduI4UG0DLHjFcx46D6RoUt9H95fk2j1bgGtT7fHHI7M2CgyOa888d+LV1eT+y7Y7owQZG9x2o9lTnC7OaPtPaxjBaPcxtClcqFckk85Nd54TnhvHudImdUmLGSDd0Yd1/rXBaQu1ulX3MiXAmidkkRsqynBBqoyserVoKcHA9QXS7y0XZ5MhUdCBuH5imf2TcSyF5I2RBzmT5QP8AGsHTviDfxQCO8tRMwGPMQ7SfqKz9c8X6hq0bWyJ9lgbhwGyzD0JrfnVjyPqmIcuVr5kd7eJeanM0LboUOxG/vY6n86aDWfZYCECrm6ovc9BQUFyroSZ4ozWXrdzLb6Y0kMjRvvUbl64qLXNL1vQNE0u+u7u6Wa9MnmQlMCDAUoGOPvENnHb6g0zCdVRdmRGrcR+QUUV5Utz6Fg3WkPSiipZKLzk/2as4YiQJnIrIudTup41V3GMY4GKKKz5YuSbRyR6lvRYlMxJ5xUtwT/bF2vZCFH0oorRhS/iv0JhXLTajPpPiWa+ttnnRSNt3jI+ZSp4+jGiitaHxGWO+BC6NK8FrdCM44QfzqSFixJJySaKK0SXNJhh/gRpwdKsE8UUUj0IlCYDk981pW3iLV7WARxX82wDADHOPzooojuXOEZL3lcpXFxNdztNcSvLIf4nOatWv3DRRQ9zJpJWRZFZXiH/kEt/10Wiirjuclf4GZms+JX1yG3il0vTrYwIscT2yOpRFzhAC5UDnJwOTzV2PrmiiuhnFgtmbFsSUH0qzmiisz0EPicpOjDqGFb5/d3aFR1XvRRTl8DOPFfHEhb/Wiif5NIu5R98Rtg/kP60UVocT3XqYScIv0p+aKKzPSZydxrTaVq1/GbCwvYpZQxjvId4DKOCCCCOpyM4PcGui8G6jdX1zrN9cy77i4dJJXxjLHd2HT6UUVVT4Dy3/ABGVfFupXVvF+6k2liQSK5CzUH5jySeTRRUR+E9DDL3jesBhj9KufxGiimjse5ZiOIsjrmq8pJkJPWiitOhi/iJbP7pq4KKKpGM9zL8Qf8glv+ui/wA6wrzX9T1DToNOu7yaa3t5HlTzJGYlmxnJJ5xt49Mn1oopnn1viP/Z", "info": {"video_id": "53959", "label": "taking a potato out of a glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "53959", "label": "taking a potato out of a glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "53959", "label": "taking a potato out of a glass", "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": "d0afa3ebce18b332a86a2cacab78d784ad579d263844238656377caa0396beca"} +{"episode": 72911, "episode_seed": 2934762245, "split": "train", "timestamp": "2025-10-13T03:36:16.687859", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2934762245, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a bowl with a dish towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "82818", "label": "covering a bowl with a dish towel", "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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kwq4wB6/hXWXWtxxRSAjEDDHPG78PWvLfEOrG5uWVeIxwAPSoim3Y9WpVVOF+pm3dwXladjks3JPepYpzHelo8eXjOFbIz1rLMv2lRGucg9KuwkxykMdp27R+VdGyPnqk3OVz1/wHqZvLs3QYl1svIcMcFgHBUH8M12Fu8tvZtK7xxSOygeX0zzt/HtXjehXMmnGScSDYwBbrlfw/rXpWlXcOt2DvlY3Aw0fr2z7etc0lZ3KTujbuLdjK0w3qzp84ChijD+IDvnvVlklkshcW37x48r5ZbJGfT3otvOe1MM3MsYDIepGB19T2/OqE2uCz1OCJwqvOOXVflPqcevWhESZD9sku2aIFo4lj2OG4k38c57j261tPdLAmcjOKxpmjgt7y0ZsqCxZlwGUHoVz6Vh6rrnlqRuycVMkXRtqX9Z8ReWpAfArz3VddedmG41U1TVWnkODxmsYNLdTLFEu6R22qB3Jpxp9WaufRGjYWN3rV0YbZCxAJY9hVu4tZNMXY6Fc8M1ehaRpdv4Y8NytsD3Bj8yUjqTjP6c1574n8RJqFuscMex3GW9qad5W6Hp0qUaMXKW5zV3MJpSQTtB7mt7wxCPtqO5UAnHzelc7HETj1rf0u4W3nSNsFSQSccYPet3tY4atS2rPcdLVLqOa381niChZOeVOPvfyNaFsDFLGZiwVsLkN8oPt7kdR+VcdoFy8VyrQzggIASDzjP8s/zrs57jbEZ4yuyZSSmAQxHv2PFYI4ZSI9Qe402QLsMiEFUeM5wT3wep6VHZ42lpyHlEYLNnCkj27dT+VV7bVBqmmLcNuBtpAdv0JBGf8APaoryZ5GnuIWXzhEADnKspJwcfnRLYmOskiG5jbWQY7l2FlCRiFV2q5/vEd+2AeO9X7W+sowYNoiMfA8wjP+feqUM2J2gBcOBu+b/lpnjcD6+/YVN/ZEV9IhmQNtOR2x+XT8OOKHpse9CEIxsWobu9n3MdixDO3ywTkexB5qxFE7DccDJ7c5/wA9PWpjHHBEsSqPp6CnxNtIzyKnnE6i6EkUKIpB6nr/AJ/SiZVZMHGKflQM1QvZlWMkN0pc7MXLUynnms7lihMsP93Ocf59atpP57xzSbiqgqT0IH9cdjXN/bj9vwWGM1pWNz5rFnYKc4Dds+/0rVarUuShONmdJbwmW3ZEkDSx4bDEYbHqB0NZsl5cmVYCrROjlpfM53DngN2/lUE+sQ6OIJXfG9lRAe5PQf1Jq69wI7tpFIZrlFcKQAD6/if6UNWPJr0+SVj5g1PQDDOxicHceBjB59KwGV412nIB7dq9Qv0htXa4Q5lVcrGV6AdP1NcRqdiqopQsQPm5Hr/hVU6l9GZuJh08deCKfLGqk7cmmfdcZweK2J2Jre6ubR1a3mkifPGxiDWtp2qzi5kmuC0x3bmYtljnqeeprFDnzg2dzeuKuxOBhkQDBG4Z6g1Eikdxol1vR0XcckuQeu1uoBNb8E18kcYUBxj5JD/ECOQy+3SuB0i9aFmYs7YOCM8jB9vWuztdUFxFHdRPvhUBgAo6E4J/DjPsa5pLU1voXoJZDJHbTNtLSgqjfMh9eexqrcWsen3twLNx5DllYSH7zkjI/mPyqC6upBbiXa5UfNGobnIPXPvnFW4SL14R5pEEriWOQkEs3Qr6irWxhLczZFaCWCdvNksYmO/C4ZBnr74Oag1L4g28Tz2+mI/lEfLN0J9eO1dTpGmERahY3cqi3TYwITgjJ4+ua5m48JwS6nNtIVE/dABcfe7/AIZoU1e0jpp1Zxp8q2MyRtf8Q2EUtqI54PSNwWUjsR1BrkLmR1dkcFXBwd3Ue1bupaDLo8hME0sThjhlJXIHpWBdtNcPJNM5aQ43MepNbRt0LqV3KOu5XUHcD+tWbeWSNkcYyWA+buM1CW/cYzgAjIx1NWrZwUVHQEHgH0zVHIkbmm3yy3Kb43UwgocHg54rrdA1C7gvB5b5bgMrthWGeo9CK4KLejxliVxkEqepHPNbGnaiY5vKJZHA3exHfrWU1c0joey29xdPHDO53ogGNhw+0dgR1x1qzdWdve6ZBMMtdl5BDKFxtz1yB3965bStWea38oMVMcZzJuxx1GO3OK1rK7drma3jjWK5RvOhVmIDr/F+WTWcbimWAVuLhCJSXwSrIM5QYBBB6/WvL9V1TezANXqN7awjSkvrO7ZggYMMhiwycg/jXh085Zic960jG4Qla4ssxbJz1qaxvotOc3TMPOXHlg9j61WtreW8nWONSSeuOwq3e6JLAhkjUyL3Df0qpOOzNaU+WXMWrrxtqt/cRDdsUZQkdwaiv7cQtuJ3M3JNUtPhtpr37M7GOX+43Q/Q+tGqXEiSm3kLB04OalJX0PS9q3TcpO5Xe68r5lG4jtVuGYiCNEBAUYK56g81irI0h3DAXO3n3qeAvGqMqM205Ze/4VbPLqT52d5o95dQvGsc2OMKT1K+hr0nw/qAkmt4p2ILPu3fwsMYwQfT29q8d068O5JUYnKhgpPIHfj2OK6mx1KaJVZUWR02uUzkKOePbjNRbUxkejtDBbXDvaoYYJGKRx7OBgktn9f0qNyF0tpYtzBlMqRsdy8elQ6Td2l3JbO86/ZLnLWwBPBKkMG/I1cs4UjuLqDzWljAXa5IPBzxUT2HTfvIZpUbXCi4OQASVycnnrn61vQsIxn05qihjtkbYAB6VSvNXSKI/MAfrWEndno+0bNWScA7maqsmqRocbhXHX/iUAnDHA96xm8Q725b8zSUWUpHoM2sjbgMPzrJvtULREBhz71yf9s7v4qGv/MTrVKLGx0t6ftec96e2oSPsjjdlGeq9ay/NRpGVxz2IpYJAjF8/d5+taoE7HdaRZxa1YvNfxh1tJF8nHOHI4/Dpn61plDsS2eVmdCEVl4ZX/8A1Y4rlfC2q7b57CQhWuRuhZmIBk9PxrtHtReWc063Wy7R90g3A7Wx0HtWkjy60+abkeG21w39pyRyEMDGYlTBOQeSR+INUNWgKW7COJhCYvll9GB6H3rTFtNA0Qt5VCkgMW7DnnPvVbV9RjlsfJ8xHdx86KDgHuRWKeqsWcG3C/eOc4xTOpFTTDMjr/dFMTKspPTPeuwyFj3RybsYK1ajuIwSHXKEjOPWq5R5CSfTg+tN5IOeQBxUtXGnY3LC4dHhYEHg5OOfY10GnW8iybhKxkim8xM4xtbhlArj7STZkb/lxnJ7GuosLxp5Fmk3JJbv90d8gA5/CspxtqXc3o91veR3NxhoiQgKnHGSdrA/hUs0OnmER6dPIiGYyJxwjjk4z0GR+vFNiHnLbEXAkRgS5kIBI/Hg9qr6ekmp+JJNEu9Wlt0WJ1iMUQbeyIWUAdFHByfb6VMVczluXbS9ZUvoN3lu0iiRmzhF54/w+tdFfNHMr3kEJlmaNW8pOd3IyV46n1rivAhn1SfU53kLyBYT8/OTzxXe2d7Jbwx/bpIIG2gpg8KMkYx6YxWNXSVjanscZ4ltWvL6aRpikW3MWR09j6D0rze8BWaZG5IOAR3xXtGryxpp89ysSMJmUMhBIK5wf0xXl+r6W9rqlyEyYycoR0+bnj8K2oS6BNGA0beUGIPoT6VZhkwUUjlPu4oO+WFQAMfxL6YNK0LwEkMMZHPtXQZmlC6TlzFlQUO4HoT61YWN5Ps8rlgIyAwXgEEc1m24AkIUlXBBCjpWpHM6/KFzFIwVj/dOOlQwudFpCSeQlqkoKL8oVhlXXIIGa73S73TrqC2WW3le7t92yRckoOc7m7A5P1rzTTCkT+UXkUxLhc9MZ/nXTXGp3Nh4cee1vyJsxxSCNuRzuB6ZBqLCkzfvJI7C1FxljH5jEh25R2XBB9PX8q8XJzkV3Xiu4Wbw4l/a6zqFwkl35B+1RKi3DBNzPEBztU4U7u5HuBzvhXR31nV1TgRRAySM3TA7fjVx9xNsI6nVeGfD9xbaFcXE8BikuUVoJ26Ad+OvpWnqllEdGiEMjicbVeGXqcj/APXz7V1j3tteQJaQMrqANyheE9Mfj/KsW/R9Sa+tsfPC6yQfLgleh5+v865HO7ubrseVato7yXZnjR1Vl44xzWDdXFy8x88/vo8KSep9M+tev6hpbQGFNubchomcnOw4PHtk5rzbWtIlhuJRIQrZ3Djgg10Up33Iba0RjwzKhKvGSrdB6HHWtaBHDRFWJDIFPr7VkbCN/mHO0jJ9K2LaJkQhVcBiMZHRq0aIuXLK0WB1UFhIjllBPJU9a3dLkOn30c7/ALxc4JI5UY7+tYib3dppUPnRMVIHUDvWvbiFWiZ5jFGEw24kYB45NSZy1O6hmtpUhCWctpGZPMXPGx88Egcc9fxrR0nUh5l3bttDW7/MAe5JP5Vw+k3xv/FjaVqOq3lvbSOsaTxzRxqm0D5mL8Yxn3Jx603Tbu5sNY12C4a43xTiPFwFEg2lh82OM9M44qJwumx0NJI7bVNaEcRAb9a4vUtblmdURifXBqhqertKxVTV2200jTjOFJk2lhx1rLl5VdnY59jAvL9jO6BiwzgY9azzdTIm/wCbA6/Sti40WZmS7UHy5F3gjselZphldGixh1YqVPXHrWseWxHOyzaXbyL5ijIHU+lS/wBpSJu6/jVSwj+xahGk5H2echeTwrds1p3dkiyMjncmfllH8dOyOuF5wuis2pSbS4Xt1p1pd3FyRtzt69KeumPdRhbVGkjjZTO46ICcf/rrv/Dvheys9sdwrhiC6HseOhptxic9abXuoxtGntWlWG6gkaRJA0exTuVgRgg9h713F4UWG5uwZApKtIjH7oB4YD9KwvEED6Vokl3ZXflTxy4xGRkoxI5/KsLxW3iHSPD2nXF7qF55l8kiyxMmBEAFKKxx94hs4/qDR8a0OG1m2cYLqaa/jjdvklikLr2OCQP0rO1hFt4cwjYTGCcUUVkvjRuzn3J3Kc8kZqVEH2U/7R5oorqZA6OMGHcc5xj9KhcfKnuvNFFJAy9p/wA0M2ecDj2rXsJ5F1diG+8q5/lRRUz2A6NGDXKQMitE58plI6rg8VztzrF1o+uSaha+X50DsE3rkfMpQ5H0Y0UVnT3JZa8HXk1lYau8DbWjiSQcd1zj+dd1JBHcW/2uUbpWhjY5PGT7UUVjW+Nm9P4QimkupruCZt0aFSBjruyCD7VymsRLJdRs38K5UdhgUUUUgkcqIla8mBz8xBP5/wD1qlliXLL2MefxoorqMiG1XZNAwY/vNrMPU1saoxjtrjb2KuPrxRRVMlliOVhEp4OWCnPpVm5upG8OJIQu6RwrkDBba2Bn8KKKzYFTXvE76/HFDNpWm2zQIsUUlskilI1BwgBcqBzk4HJ5roPAEKNaXqMNySRDep6HmiinW/hjp7s6zUf9BguTbHyyqqw2+uK0Nm69VdzAyj5mB55AJwfrRRXAtjdk+o2kP9giPaduS556sMnP5ivOvFtrCAsgXDPwT+VFFbw+ImRwzwJI0e4cNESceoPFaenMRpkxzk53c+tFFdRiyaJidVnGcBlRzjuSOaniupBqEcXBRpPLII6jbmiip6kPYDrr6XeX0T6fp99FJKrGO9g8wAqOCCCCOvIzg9waiGpXV/dXt9cy+ZcXL+ZK+MZY57Dp9KKKt/CVT+NEujxLdaiRN8wVCQPeu+tFzcyQljsNrvx7gjFFFclb4zdbFl7GCaKIOpKK2Ag4A71yV1ZwnXOh/ecNz6GiilAcizqul2j6dtMfGxu/oCR/KuO+33NzZQCWUtgbAfYcUUVvS2LpN6noPhu3SHwtehc4lhLPk9cdK7Kxnc6NHMcFvKVufcc0UVE9zGZzni6Ynw1cS7VEkd2sauBzt64z9a861TxDqmo2sGm3d5NNb2ztKgeRmJZ8Zzk8428emT60UVpSMZn/2Q==", 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", 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", "info": {"video_id": "82818", "label": "covering a bowl with a dish towel", "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": "c2c842ec8a6c51395315970cfda182001167f8eece942a2accff100e179b894f"} +{"episode": 72912, "episode_seed": 3223958315, "split": "train", "timestamp": "2025-10-13T03:36:17.827342", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3223958315, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing card reader onto guidebook'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "161040", "label": "pushing card reader onto guidebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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qlDkWYLy4CDEKsB6GrY1GQD5rZx7g5qpAyonPep1kX6U+VPczuyRdUUMS8cg/4DSrqlux+ZivPcGoXYZGDmoLuR47cshw2RjFLlRSbNEahbMRiVfxq74tjWPxTehdu0lWG3pyoqDVtL0230C31TTtQu51e6+y5ubdY1uCE3M8Q+9tU4U7vUe4EnikBfEEwAwNiHj/AHavl5VYE7sz46JTxSRmmyHrUFlSQZcfWuv8Shk8JaMikg7yxwf9kD+tcksbSy4XGR610Wr6iNQsLS38kx/ZkI+9nJOP8K0Ukosykm2jCiNzt+Wd1/Gp0e8X7s6n/eFRwkKDmphKo7VKVwu0P+2Xq8GOJwPQ4pU1OZWO63cn/ZNIsikelJkb+PSk4oabJl1WPOZI5V5/uV3Pw++yam9+eW8ry+ORjO7/AAriPDkVpqXihdN1G/ubWCZ9qSxSxRrGepLGTjGM8DknArqvBn2mx1fXbNnuIzbziPbOFEgwWA3beM/Tj0q6ceWSkKburHqiHmphWDFqMyDkK31qyur4HzQnj0aupTizn5Wah4qjqsnlaTeSZwVhc/8AjprNbxfpecM0in/drN1zxVplzod7DDOTLJEUVSp5JoclYaizycXV2mFEucDHIpDeXZOSI29ulEvyz9eKC6A5rjtc3u0SLqFwn3rbPurUHVQCN0MijPpmo1dCaVyNvahxQczJ/wC17clQWK/UEVMt/aMmFnTOPWsm+kaO23IdrZHNaeveF9Q0HQdJv74yie9MnmQtFgQABCgY4+8Q2cdunUGkqdynKx6Ut/cpjEufqBRNrN5FEzAoSBnlaKK6YtmDRkSeLdUU8GEf9s65LVr2bUL6a5nI8xyM7RgccUUVnW2Naa1MGcYkOKpt940UVmi1uPTrUrdKKKTNCMffH1qS21O40fW/t9rs8+Fm271yPmUqePoxooq4bmUjqfAg2xXSjoNgH612MhIUkUUUpEnm+tyNJqcm45xVAUUVBrEifrUQPzUUUIUiQEk1NRRVmYh65BNQ3LE2jE9iKKKFuM0NZ8UPr8NtFLpOm2pt0SOKS1SRSka5wgBcqF5ycDk81e8TEt4gnz2VB/46KKKqYR3M6PpTHPBoorLqaDrDmVs1dfrRRSe4kZ7MQ7fWlXk0UVqjMlHSmlmQ5Bzk96KKTAjg1xtJurqM6dp19DNIHMd7B5gVl6EEEEdTkZwe4Ndl4Ev7nU9Q1m+u5PMubh0llfGMsd3YdPpRRVrYlndA8Uk5It5SOymiihCOFnJyazZzwaKKyZujMuTgg1WY5NFFUiHuKvShyQRg0UU2SQ3bFrLJ67h0p114i1XUdMt9MvLyae3tpHlQSSMxLPjOSTzjbx6ZPrRRTjsNn//Z", "info": {"video_id": "161040", "label": "pushing card reader onto guidebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "161040", "label": "pushing card reader onto guidebook", "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": "e974af472e4b10f226459f93fdd3c1a7a809cb1462afdf21d17598e8eb6f09dc"} +{"episode": 72913, "episode_seed": 3096320432, "split": "train", "timestamp": "2025-10-13T03:36:18.934765", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3096320432, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing scooter next to boots'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "127945", "label": "showing scooter next to boots", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "127945", "label": "showing scooter next to boots", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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DFPGzo/zqpyQdvepbq3gkgiUsDIUbcnoMHB/n+Vc3exrHZW+wYzsyP+2Sn+ta2kybrLceWZSST9JK4o0mpI769dSoR76mPNGLfV3U/Ksc2FHturt4Ikt4hLGfkZRkenA/wrjPE2F1JioxkZ/8eaumt5y2gW77ucIT+WK6JpHDfY3be4aRiSav2SxzXQWQblAJ2+prlre9ukUMtsj564ciqP8AwlN9b6hK0aRqEJUIwzj/AOvTo0pVXaJhzRg05bHqodI0CxIqq/TauP5Vhvoi2N4J4Iggkfe5Py5b1rg5vGWtMrIl4YUY5IiUL+vWsyW9urs7pp5pieu9y1dkMvn1Zc8dBLRHss+q6TZIr6nrFrFsGQgkBOenQc15rot7PdeCLmJVBdPMjXHG4df6mueCgZOwflU3hHViLK502UY+R5Yj68fMP61niMOqLjre4oYh1U2la1i/4Rngj1svcyLF5a4PmHbgk1LpflTalfGWQeVvbMnTAyearSQxPdSMVG7zW5/4HCP6msq0ci+dT91jIfbo1efUp3bt1PVpYpypTc99DS1a1RbITxjndjI9CX/wqfwzDFNHNGW+ZTuB/wC+at6ltfTbvI6K5/8ARlYvhaYrrEiZ4ZP6it7e6ede6O2Sdosx55GAfwq8JMoMmudmuJUvpVVVfLE4bI+lM1DWby1tM/Z1RmYKH3ZAqYRcpcqMqnc9B06KBYUYRo0pXduYZJ9qbqWnx6zColi3iM7kG3gN615v/wAJjqkcCJE8SFOQ4TJ/WqNz4j1a/JFxqFwwP8IbaPyFdkcBUb1aRX1ynFWSPU9LzYxOs9zDbqpyWkkVf51yvjDXdPXXvDy6XfRXjxSyCfYdwG/aM59etcSwMhy4LE92GaoX9xJZ3tlPCo3xuWA9cYq62D9nTc73JhivaS5LbnR+L5JBq3muD5XlKoYDI71Z1ie3HhrTIYpo2dH+dVOSDtHWi5u4dTis7hVzHKYWw3b5zkfpWBexiOyt9gxnZn/v0p/rXnVIczTR6WCxMlKMJvRfgdJc28EkESlgZCjbk9Bg4P8AP8q5mWMW+rsp+VY5sAH0DVsaTJustx+8ykn8pKy/EuF1JioxuGf/AB5qqjHljZnLOfNNnZwRLbxCVD8jKMj04/8ArVoW9wzscmsG3nZ9At3zzhM/lT4L66VNy26P64cipejMpao6qyWOa6CyAMoBOD3NbwdI0CxRqqP02rj+VeVf8JRfW+oStGkahGKhGGcf/XqObxlrTq0aXjQoxyREoX9etdkcFUkrkwxNOmrdTvX0VbG8FxBEEEj75CcLlvWtaXVtJsgkmp6xax7ORGJATnp0HNeMy3l1dktPNNMT13uWzUYUA/dA/DFdMcu7yIljl0iY/hmeOO+Yu2GMMgX6lTXThs3T8/8ALU/+jIa4G0Z4plYgqDxkiurj1jTxO37yRm3ltqpk/fRv/ZK8tS0OmcXe6JltQn72MYym5ue+xyTW5uDwyq3OdwI/GSsOTV9OtkQB5ZEeLCsqYz8pUg56EE0HxRZDeVtrg5yew67v/iqfMr3J5ZMj02Ka18RBlQqgkYHPdc8f0rcub4QX9x3ZvlHGRnAPPpWfBrcdxMrRWJLnkF5Qvv1NU9Zure7nO0FBuyzc5zx1/KonNM6sPhZ1rtdEW9V1ZbuBYAY2wwYlQeo7deapRq8/yxjJ9Mgfzqhd3ssf7iS1t1WJtsUqqwYD0PPfryM1gTu7M245Oe1d9HFKlTUbXOGpheZ3udTuKtjPI6807ec1zelFzfpknG010H8Vejh63tY81jirUuSVihrDgPb5/wBr+ldLZ3EcmnaeIm4XylPPQhmzXK6yrsYNqk/ezgfSrOk6hDawf6S7LtkUgBc9M/415eMf7+X9dDtoxfsUbckSXFoiuM4iUj2PlRc/rVu1DQCRD0+bB/7+VQt9S0+SEgPNuEXyDZgPhUBAPr8lIfEmn4IWKdsg84Hfd/8AFVy8yZpyy7FvxHAZlWRE3OJCCR6Zf+tWbCWSPw0I5fvKwA+mRis8eJreaQqLKU98MwGeSf61b/tWFtPIktVRGIKDzA2SPUDkdO9KU1Y1oUJ1ZqCJxraxruyoG0BQ6HJI9BmsN7jzriWbj94xY46c1Wjme38y5to4pZNwVllBYAH/AB6VlXty0i4VEhUNzGuRtPoM810YWuqV5CxODam4Pob0sciKsjgBW6HcKaHIU81yBLBiQTXRafn+z4s8nb3r0sPivayatY86th/ZpO5e39c1meHbiOK/Jc4JjkVfqVNaGa5q3MkUoZgyjPUiscxfw/P9DTBx0kjvQ+bp/wDrqf8A0bDVNbUL+9jGMpuYe+xyTUMesWAuG+eVm3ltqpk/fRv/AGWppdX062RMNNIjxgKQuM/KVIOehBNebzLY6VGXY3A++GVW77gR/wB/KwNNimtfEO5UIQSMD7rnj+lPPiizG8raztnJ6gf3v/iqsQa4lxMrRWI3NyC8wX0PU8UufQahK+xfur4QX1wOrN8o4yAcA81n6rqy3cCQKY2AYMSoI5HbrzVTWbq2u5ztXYu7LNznPHX8qzry8mjPkS21uqxNtikVSGA9Dz368inh5pVFI6MTgpU4rm6ovRq8/wAsYy31A/nUQYq2M8jrzXLzu7sxY5Oe3Sp9KLG+QEnAU16dPHc81Hl3PNqYTlTd9jpN/PWsrWWAa3/4F/StH+L8Ky9aVmMG1SfvdB9K6MW/3Ev66mOGj+9X9dDo9LnjfTLJY2+46Bh772JpZIkuLRFcdIlI9j5UX+NYWj38NpC32lmXEiMML6Z/xrZt9S0+SEqHm3CP5Bs4fCoCAfX5K8PmO9wd3Yv2oaASIeB82D/38qLxHAZlWSNNzLIQSPTL/wD1qqHxJYYIWK4cEHnAHXd/8VUg8TW00hVbKU5ycMwGeT/jTUrByy3NCwlkj8NCOX7ysB+GRinDW1iXdlQNoCh0OSR6DNV/7ViOnkSWqorEFB5gbkeoHI6d6wkme38y5to4pJNwDLMpYAH/AB6VnzJysdawc3R9q9rll7jzriWXgeYxY46c0SxvGqu+ArdDuFYF7ctIuFRIlBwY1yAp9Bnms0lg3Ga9T69yrlSPOlg7u7Z14c7TzTt9UNPJ/s+LJ5296tg16VOfNFPucMoWbREIkk+QgEHiqAsZrCZ5cqQ3GWBx+daMe7I2rXRRaVbanYLHcK2O+1iK+S5rbn08o6qSOf0uR5EMq6NBdoHPLu2Ce+Oa13zNHhfCMKtjGVlbH5ZqdfB0AULFe3KAdBnIFSJ4NkH3dUlA/H/Gjn8xqb3cURabA1tbTyXemIsisqJAqA7UbHPf/IrB1CC3s7zUI/s8jRRSDa6jKoGGdprp30TV9LDSWM4u2cYZJs446d81ivoGuXkNxDI20zyedJuXALDpz2xRGSTu2RNybulZ+Rz99fw39x9okO0oqqqDjcfWspyg5ySa3JvB2sxnm0D+6SA1Qm0LUoD+8spRj1rZSj3MJczVmhmjRG71i1t9/liWTZu9M120nhS+QfubqGT6sQf1Fcjpun3Ed9BM8ewRyBsE9cHNdxo08mueKJNPl1O4s0dZGiEab8sqFgvsODyfT3rWFepDSDMnTjLWRh3mm3diUF4qjdnYQQc469Kz7zTTeRBosBgcHjqKuS39xfLGZ5XlwMjd2zV/SVL3IEg4PFYVKspTc3udVOnH2XKjAieSOaGDyY5n3BVTkHP4V0ds7om1vCtpL7iRs/zq7L4SsZpjOHnjkPVlf/GkHg1T9zUZx9f/ANdZ866M15pdYplGS3uZJkki0GKzjBAeUHcVUnk8n+lT+IYYBp8zraeWbSVFQgY8xTjIGO3P5irq+DpgjAanMeOnPP61R1LTvENx5cMqIYo3DhkXlyOm6lzXe4pybW1vQ566v4rL7VarbPE0q7GSRcFTWPceSCI45CwXq/8AePrXR6h4R1q7me6by5XlO5gW2nP8qyZfC2rw8tYvj2YH+VbKUe5g3PVPqY7MAfl5+tdj4c0KTU9HW4ju1Rg7JsYHt7/jXNNpV7G21rRlPvXRadPcaRoM0SMVkaYNuU8+mP0rSNWUNYPUxcFL4kaEvhrVYs7GjkH+y4/rispY0b5SAQeDXU6m0VvoMOp6drGoTK1ybbNxEsa3BCbmeIDnapwp3eo9wOXTdkbV69amvWnUtz9DbDU4Rvymf9hlsJnlypVuAWHH0zWlpUkjoZV0a3ukDEZdmwT3xzXQQaVbanp6x3CsQP7rEUg8HWwAWK8uUA6DOQKw5zZc0fdSTRA5eZML4St1bGMrIcfzqbTYZLa2nkutNQSKyokCIPlRu/f/ACKkXwY4Py6nMPwP+NSvoeraWGewn+1swwyzZxx075pOV1uU5aW5UjmNQht7S81CM20jRRSja6jIQMMhTWXe38N/cfaZDtKKqqg43H1roH8P65dw3EEj7fPk86TeuAzjpz2xWPP4N1mMnNqr+6SitIyjbcwvNNMw3KAZySfSrOjRfa9Ytbff5Ylk2buuM1JNoOpQH95ZSD8al03T7hL6GZ49ixyBsE9cHNaKdtUzFxb0aOuk8J3qDMN3E/1JB/UVmXmm3dgUF2FG7Owgg5x16VvaHew6t4r/ALOv9QurOCZ9qSRTRIsXcljJxjGeOpOBWRrTXKapc2dwbkm1meNUuAA64OPmxxngZxxV1MRVlTcZbDpUqaqJoybvTzeQ5jwGBx06ioYpJI5oYPJjmcMFVOQQfwrd0tS10u8fKTWpJ4TsZpjMGnikPVlfrXLz20Z16xd4rcpWzuiBW8K2kvuHbP8AOmy21y8qPHoMVnGCA8oO4qpPJyT/AEq8PBqsfk1Gdfr/APrqZfB0oVsanMeOgzz+tHP5lKbX2UUvEUMAsJXW08s2kqIhAx5inGQMdRz+dc7dX0Vj9qtVt3iaVdjLIMFTXQ6lp3iG4McMqIYY3DhkHLkdC1ZWoeENau5nuiY5XlO5gW2nP8qcJJaNmE+boc3ceQCI45CwXq394+tVGYA4XkVsS+FdYh+9Yv8AUODVM6Vextta1cH3rVSXcynzN3aOl8O6DJqejLcR3axtvZNjA9vf8auy+GdVjzsaOQf7Lj+uKz9OuLjSNDliVisjTB96HkdsfpXS61p2t6BoelX13dXSTXpk8yFkwIMBCgY4+8Q2cdvqDW8MVVjs9DJ0ab33OatQMg45rr9IH7px2DUUV57PSexrxqM9KsIBRRUiJ14FRyAc0UVIMrSouM4qnMikYIyKKKTF0KTWVuzcxiuYa8k0XxHLfWgQTQu2zeMj5lKnj6MaKK6KJz1DOiUDao6YxW5pw2upHXcBRRRPc6KXwHXqoxVlFAxxRRWQIsBQOlObkc0UUmBXdQc5qrIgBNFFJgUJoIpD8yA/hWPr1pBHpbMqAHzF/nRRVU/iM57FLWfEja5DbxSaVp1sYEWOJ7ZHUoi5wgBcqBzk4HJ5qhagEgmiiuioGH6nXaOP3cg7AitiNRnpRRWDNXuWUUEVMOBRRUsCOQCq8iKRnFFFIkpTIuMEZ+tU2srdm5jFFFJbiZzj6qNH1K+i/s7T72GWUMY7yDeFZBwQQQR1ORnB7g1Rury41LUJb27kMlxcuZJHxjLH2HSiiux/CY0/jNGwAVhjsRXZIo2j6UUVgzqkWUAwOKnUAGiipJHtytV3UHOaKKkGVZEUE1QmgikPzID9RRRSEzH120hj0tmRMHzF5H1rKu9d1K/063027vJ5re3keVPMlZiWfGcknnG3j0yfWiiuqn8JzT3P/9k=", 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", 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DFPGzo/zqpyQdvepbq3gkgiUsDIUbcnoMHB/n+Vc3exrHZW+wYzsyP+2Sn+ta2kybrLceWZSST9JK4o0mpI769dSoR76mPNGLfV3U/Ksc2FHturt4Ikt4hLGfkZRkenA/wrjPE2F1JioxkZ/8eaumt5y2gW77ucIT+WK6JpHDfY3be4aRiSav2SxzXQWQblAJ2+prlre9ukUMtsj564ciqP8AwlN9b6hK0aRqEJUIwzj/AOvTo0pVXaJhzRg05bHqodI0CxIqq/TauP5Vhvoi2N4J4Iggkfe5Py5b1rg5vGWtMrIl4YUY5IiUL+vWsyW9urs7pp5pieu9y1dkMvn1Zc8dBLRHss+q6TZIr6nrFrFsGQgkBOenQc15rot7PdeCLmJVBdPMjXHG4df6mueCgZOwflU3hHViLK502UY+R5Yj68fMP61niMOqLjre4oYh1U2la1i/4Rngj1svcyLF5a4PmHbgk1LpflTalfGWQeVvbMnTAyearSQxPdSMVG7zW5/4HCP6msq0ci+dT91jIfbo1efUp3bt1PVpYpypTc99DS1a1RbITxjndjI9CX/wqfwzDFNHNGW+ZTuB/wC+at6ltfTbvI6K5/8ARlYvhaYrrEiZ4ZP6it7e6ede6O2Sdosx55GAfwq8JMoMmudmuJUvpVVVfLE4bI+lM1DWby1tM/Z1RmYKH3ZAqYRcpcqMqnc9B06KBYUYRo0pXduYZJ9qbqWnx6zColi3iM7kG3gN615v/wAJjqkcCJE8SFOQ4TJ/WqNz4j1a/JFxqFwwP8IbaPyFdkcBUb1aRX1ynFWSPU9LzYxOs9zDbqpyWkkVf51yvjDXdPXXvDy6XfRXjxSyCfYdwG/aM59etcSwMhy4LE92GaoX9xJZ3tlPCo3xuWA9cYq62D9nTc73JhivaS5LbnR+L5JBq3muD5XlKoYDI71Z1ie3HhrTIYpo2dH+dVOSDtHWi5u4dTis7hVzHKYWw3b5zkfpWBexiOyt9gxnZn/v0p/rXnVIczTR6WCxMlKMJvRfgdJc28EkESlgZCjbk9Bg4P8AP8q5mWMW+rsp+VY5sAH0DVsaTJustx+8ykn8pKy/EuF1JioxuGf/AB5qqjHljZnLOfNNnZwRLbxCVD8jKMj04/8ArVoW9wzscmsG3nZ9At3zzhM/lT4L66VNy26P64cipejMpao6qyWOa6CyAMoBOD3NbwdI0CxRqqP02rj+VeVf8JRfW+oStGkahGKhGGcf/XqObxlrTq0aXjQoxyREoX9etdkcFUkrkwxNOmrdTvX0VbG8FxBEEEj75CcLlvWtaXVtJsgkmp6xax7ORGJATnp0HNeMy3l1dktPNNMT13uWzUYUA/dA/DFdMcu7yIljl0iY/hmeOO+Yu2GMMgX6lTXThs3T8/8ALU/+jIa4G0Z4plYgqDxkiurj1jTxO37yRm3ltqpk/fRv/ZK8tS0OmcXe6JltQn72MYym5ue+xyTW5uDwyq3OdwI/GSsOTV9OtkQB5ZEeLCsqYz8pUg56EE0HxRZDeVtrg5yew67v/iqfMr3J5ZMj02Ka18RBlQqgkYHPdc8f0rcub4QX9x3ZvlHGRnAPPpWfBrcdxMrRWJLnkF5Qvv1NU9Zure7nO0FBuyzc5zx1/KonNM6sPhZ1rtdEW9V1ZbuBYAY2wwYlQeo7deapRq8/yxjJ9Mgfzqhd3ssf7iS1t1WJtsUqqwYD0PPfryM1gTu7M245Oe1d9HFKlTUbXOGpheZ3udTuKtjPI6807ec1zelFzfpknG010H8Vejh63tY81jirUuSVihrDgPb5/wBr+ldLZ3EcmnaeIm4XylPPQhmzXK6yrsYNqk/ezgfSrOk6hDawf6S7LtkUgBc9M/415eMf7+X9dDtoxfsUbckSXFoiuM4iUj2PlRc/rVu1DQCRD0+bB/7+VQt9S0+SEgPNuEXyDZgPhUBAPr8lIfEmn4IWKdsg84Hfd/8AFVy8yZpyy7FvxHAZlWRE3OJCCR6Zf+tWbCWSPw0I5fvKwA+mRis8eJreaQqLKU98MwGeSf61b/tWFtPIktVRGIKDzA2SPUDkdO9KU1Y1oUJ1ZqCJxraxruyoG0BQ6HJI9BmsN7jzriWbj94xY46c1Wjme38y5to4pZNwVllBYAH/AB6VlXty0i4VEhUNzGuRtPoM810YWuqV5CxODam4Pob0sciKsjgBW6HcKaHIU81yBLBiQTXRafn+z4s8nb3r0sPivayatY86th/ZpO5e39c1meHbiOK/Jc4JjkVfqVNaGa5q3MkUoZgyjPUiscxfw/P9DTBx0kjvQ+bp/wDrqf8A0bDVNbUL+9jGMpuYe+xyTUMesWAuG+eVm3ltqpk/fRv/AGWppdX062RMNNIjxgKQuM/KVIOehBNebzLY6VGXY3A++GVW77gR/wB/KwNNimtfEO5UIQSMD7rnj+lPPiizG8raztnJ6gf3v/iqsQa4lxMrRWI3NyC8wX0PU8UufQahK+xfur4QX1wOrN8o4yAcA81n6rqy3cCQKY2AYMSoI5HbrzVTWbq2u5ztXYu7LNznPHX8qzry8mjPkS21uqxNtikVSGA9Dz368inh5pVFI6MTgpU4rm6ovRq8/wAsYy31A/nUQYq2M8jrzXLzu7sxY5Oe3Sp9KLG+QEnAU16dPHc81Hl3PNqYTlTd9jpN/PWsrWWAa3/4F/StH+L8Ky9aVmMG1SfvdB9K6MW/3Ev66mOGj+9X9dDo9LnjfTLJY2+46Bh772JpZIkuLRFcdIlI9j5UX+NYWj38NpC32lmXEiMML6Z/xrZt9S0+SEqHm3CP5Bs4fCoCAfX5K8PmO9wd3Yv2oaASIeB82D/38qLxHAZlWSNNzLIQSPTL/wD1qqHxJYYIWK4cEHnAHXd/8VUg8TW00hVbKU5ycMwGeT/jTUrByy3NCwlkj8NCOX7ysB+GRinDW1iXdlQNoCh0OSR6DNV/7ViOnkSWqorEFB5gbkeoHI6d6wkme38y5to4pJNwDLMpYAH/AB6VnzJysdawc3R9q9rll7jzriWXgeYxY46c0SxvGqu+ArdDuFYF7ctIuFRIlBwY1yAp9Bnms0lg3Ga9T69yrlSPOlg7u7Z14c7TzTt9UNPJ/s+LJ5296tg16VOfNFPucMoWbREIkk+QgEHiqAsZrCZ5cqQ3GWBx+daMe7I2rXRRaVbanYLHcK2O+1iK+S5rbn08o6qSOf0uR5EMq6NBdoHPLu2Ce+Oa13zNHhfCMKtjGVlbH5ZqdfB0AULFe3KAdBnIFSJ4NkH3dUlA/H/Gjn8xqb3cURabA1tbTyXemIsisqJAqA7UbHPf/IrB1CC3s7zUI/s8jRRSDa6jKoGGdprp30TV9LDSWM4u2cYZJs446d81ivoGuXkNxDI20zyedJuXALDpz2xRGSTu2RNybulZ+Rz99fw39x9okO0oqqqDjcfWspyg5ySa3JvB2sxnm0D+6SA1Qm0LUoD+8spRj1rZSj3MJczVmhmjRG71i1t9/liWTZu9M120nhS+QfubqGT6sQf1Fcjpun3Ed9BM8ewRyBsE9cHNdxo08mueKJNPl1O4s0dZGiEab8sqFgvsODyfT3rWFepDSDMnTjLWRh3mm3diUF4qjdnYQQc469Kz7zTTeRBosBgcHjqKuS39xfLGZ5XlwMjd2zV/SVL3IEg4PFYVKspTc3udVOnH2XKjAieSOaGDyY5n3BVTkHP4V0ds7om1vCtpL7iRs/zq7L4SsZpjOHnjkPVlf/GkHg1T9zUZx9f/ANdZ866M15pdYplGS3uZJkki0GKzjBAeUHcVUnk8n+lT+IYYBp8zraeWbSVFQgY8xTjIGO3P5irq+DpgjAanMeOnPP61R1LTvENx5cMqIYo3DhkXlyOm6lzXe4pybW1vQ566v4rL7VarbPE0q7GSRcFTWPceSCI45CwXq/8AePrXR6h4R1q7me6by5XlO5gW2nP8qyZfC2rw8tYvj2YH+VbKUe5g3PVPqY7MAfl5+tdj4c0KTU9HW4ju1Rg7JsYHt7/jXNNpV7G21rRlPvXRadPcaRoM0SMVkaYNuU8+mP0rSNWUNYPUxcFL4kaEvhrVYs7GjkH+y4/rispY0b5SAQeDXU6m0VvoMOp6drGoTK1ybbNxEsa3BCbmeIDnapwp3eo9wOXTdkbV69amvWnUtz9DbDU4Rvymf9hlsJnlypVuAWHH0zWlpUkjoZV0a3ukDEZdmwT3xzXQQaVbanp6x3CsQP7rEUg8HWwAWK8uUA6DOQKw5zZc0fdSTRA5eZML4St1bGMrIcfzqbTYZLa2nkutNQSKyokCIPlRu/f/ACKkXwY4Py6nMPwP+NSvoeraWGewn+1swwyzZxx075pOV1uU5aW5UjmNQht7S81CM20jRRSja6jIQMMhTWXe38N/cfaZDtKKqqg43H1roH8P65dw3EEj7fPk86TeuAzjpz2xWPP4N1mMnNqr+6SitIyjbcwvNNMw3KAZySfSrOjRfa9Ytbff5Ylk2buuM1JNoOpQH95ZSD8al03T7hL6GZ49ixyBsE9cHNaKdtUzFxb0aOuk8J3qDMN3E/1JB/UVmXmm3dgUF2FG7Owgg5x16VvaHew6t4r/ALOv9QurOCZ9qSRTRIsXcljJxjGeOpOBWRrTXKapc2dwbkm1meNUuAA64OPmxxngZxxV1MRVlTcZbDpUqaqJoybvTzeQ5jwGBx06ioYpJI5oYPJjmcMFVOQQfwrd0tS10u8fKTWpJ4TsZpjMGnikPVlfrXLz20Z16xd4rcpWzuiBW8K2kvuHbP8AOmy21y8qPHoMVnGCA8oO4qpPJyT/AEq8PBqsfk1Gdfr/APrqZfB0oVsanMeOgzz+tHP5lKbX2UUvEUMAsJXW08s2kqIhAx5inGQMdRz+dc7dX0Vj9qtVt3iaVdjLIMFTXQ6lp3iG4McMqIYY3DhkHLkdC1ZWoeENau5nuiY5XlO5gW2nP8qcJJaNmE+boc3ceQCI45CwXq394+tVGYA4XkVsS+FdYh+9Yv8AUODVM6Vextta1cH3rVSXcynzN3aOl8O6DJqejLcR3axtvZNjA9vf8auy+GdVjzsaOQf7Lj+uKz9OuLjSNDliVisjTB96HkdsfpXS61p2t6BoelX13dXSTXpk8yFkwIMBCgY4+8Q2cdvqDW8MVVjs9DJ0ab33OatQMg45rr9IH7px2DUUV57PSexrxqM9KsIBRRUiJ14FRyAc0UVIMrSouM4qnMikYIyKKKTF0KTWVuzcxiuYa8k0XxHLfWgQTQu2zeMj5lKnj6MaKK6KJz1DOiUDao6YxW5pw2upHXcBRRRPc6KXwHXqoxVlFAxxRRWQIsBQOlObkc0UUmBXdQc5qrIgBNFFJgUJoIpD8yA/hWPr1pBHpbMqAHzF/nRRVU/iM57FLWfEja5DbxSaVp1sYEWOJ7ZHUoi5wgBcqBzk4HJ5qhagEgmiiuioGH6nXaOP3cg7AitiNRnpRRWDNXuWUUEVMOBRRUsCOQCq8iKRnFFFIkpTIuMEZ+tU2srdm5jFFFJbiZzj6qNH1K+i/s7T72GWUMY7yDeFZBwQQQR1ORnB7g1Rury41LUJb27kMlxcuZJHxjLH2HSiiux/CY0/jNGwAVhjsRXZIo2j6UUVgzqkWUAwOKnUAGiipJHtytV3UHOaKKkGVZEUE1QmgikPzID9RRRSEzH120hj0tmRMHzF5H1rKu9d1K/063027vJ5re3keVPMlZiWfGcknnG3j0yfWiiuqn8JzT3P/9k=", "info": {"video_id": "127945", "label": "showing scooter next to boots", "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": "15e6a1a80a5ea142fa24d67a896dfadf0fbbed05335b3df2f2757ad79018b10a"} +{"episode": 72914, "episode_seed": 935980688, "split": "train", "timestamp": "2025-10-13T03:36:19.898293", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 935980688, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 adapter from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "29490", "label": "pushing adapter from left to right", "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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crx2rhdPlebxndSuf49v5V1txq/2ETxLGzsRuUjAA471zXXtXc7YpuglE6uNjPIwLlnC8HseaWKcQE7+SR2rmNE1N0dIxKCzqDycn3reYfvHOQRtH4Gt4u5zTi4OzDI87JBwT2qEgKzYPzEkBvSpg4UFh1AzUTwqWQjcT9454/wAmmyClcANIwQL6McZ/Ksy8kjkQ5PDjyyB0/wD11eldpAssalA55VxggdxVCZV8sDHUbi3ofSkB7jp0yyrGd5+YbwPT0FaSy7ZEjd1EpQkge3euW0O4RoIpEDn5NqhuCSK6FW33MUvlb2xsYg/czyfw/wDrV0Mw6mgv3RmlpB0pazNFsFFFFAwooooAKYzcjDDHOc0rsERmOcAZ4rym/wBX1W58dahpY1u7tYFdzCsag8qm4L04HGcmgTNb4iTbJ9KBb+GVvr93Fc7E4jgZmZREqZDnqCP6Vy82v6jq1xHHqN7PcMF3Rhjnb0z2+lbiSCa2eHblCMJk8MTUvcFsdBaOWlPzZ3p6VbhBeRFBwT61nac26ONxGyArgK3UYGKu28vlyqxHA61aEzRhzIFjVgOo+verhcMgUYG/5CR14rPgJkkdo2CgjKgetSuG+zR4kw5bp/WkwRajX97HG2SNxziocKkxRs/exz9aQS/Z28xSWOADnvUaOXkBPJLA0AS/OBOFxz0ye/8A+qqN1OSnl/8ALUruBHpirihXLhuNjb81yHjPUJ7PRrmW1keKeOaNQ68HBzxUvcouSSEjczq2Ey2D3rzPRLmS6tyXIMikhSe/1rV1i6mtdCi1HTtc1CQNcmHM8aos7bdzvHjnaDhTu9R7gc5oExSBnUZfOVH86iV7o0hazOsilBd4hIAwQMyjsT/StZX3LG3qtc/bbTfFljJ8xdpkz0xzz+NbasfLj47f1qkJl+E7VjYkfNkAen+c1eg+UAsQfM459qzFmDW4ixhx3q/GD5seZPkx+RpiJuWbzc9Dj8qbIg+zK+Duzzmq6qC0u5yy5IAzTnnLoEJJC9Ce9PUTHnDQ5XghqZPIySM7EbAAcfTr+uaXdiJTjjdmq+oOtvBuXkbgSB7mkxozLqUs5fzAqOmVU/p+Nc1r43PaL1Pzfrj/AAqe1mS+8bTaXf6lc2tu022KSOWONYjjqTIMYxngcknHeucvpLyLXrmyuJLgi2mkRVuAA64OMNjjPTOOKVtAuadusbMrAFgx288YI/pWvbNm3UbdpVitYIlV5raQShIgT1PB4xWzbkR2zAnkNk/kaEJnL6fIE8R3LH7xlYfSuj1a2M0LOZmjHkscqOuB0rjtJm87XJJich5GYfnXeX0RezXptxg/TFcc2lVPRp39loYmhu0QtpgxByP1r0AjfHK3OVIxivM9FLvZ/K2djEDHsa9Agus2SICSGUHJ/lWtHdoxxK2ZYUq6OOc4HNK5kxH8y/d5Hv8A/qxUSH92+B1A6fWluGVbVpV+8y5wPatjlRm3lwsjLOX2RhiDVGUhYNhztP3vaq/iK7mh07zo2aPcEOe4GckVm+ItJ1zQtD0y/u7y6We+8zzYmTAhxsKBjj7xVs47fXNOwHtlkSYbWQcMI16V0WkTOzXG45w3H6UUV0/ZOWW5tfw04dKKKxNluFFFFBQUUUUAIeQRXg/iW+m0/wAd6ndQbfMjuGC7hkcoAf0JoooEznIsBmXGRtx+talnM6NboDwHxRRT7iOzsz+8x2BFWrZQ9zsbpk0UUkNliL5XYKcADirDH/RRwM8HP40UU+gkKnM8Y9RyfxpjMVvHxxhjRRSGIXJUn0/xrkfHTf8AFNA4Hz3CbvfrRRUvcaOC1rxC2swQRyabYW5hQJG9urqVRQcKAWIA5zwOTzWJozEMWHUHH4UUVMviRrH4GdVo0zvbOzHJ3dfxroj/AKlee5oop9SOha2KLdGx8xHX8atx/LIo6gDv9KKKaE9xN3zy8DvTm4sVbJyWFFFNgM3sEAqKVszKhAIPPP0ooqZFI85vdabTtY1BJLCwvo5p97JeQ7wGT7pBBBHXkZwe4NYl3qNzf6o17cyeZcXUpeVyMZJ5P0oooYjXscSSbGAKgAgY4rbdibGdu+0n+dFFCEzgNLcpPEV67T/OvTI3L6f83dRRRXn1viPUo/Cc7pyLEZVjG0CRuBXU6KxexnDHO3OKKK0o/GZ4j4C5HIyxt9c02eRhEDxz1z3oorrZwHP+KSTpcuST+9j/AArktQ1/U9R0yHTby7mmt7eR5UEkjMSzY65PONvHpk+tFFOIM//Z", 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", "info": {"video_id": "29490", "label": "pushing adapter from left to right", "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": "e243fa7010fe8528562c0bcd7ae58a88876cfbae87aaff603db260e5b555173b"} +{"episode": 72915, "episode_seed": 4174658816, "split": "train", "timestamp": "2025-10-13T03:36:21.239363", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4174658816, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling lamp from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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9Ky/G1xEmiPBLxJcRFkPXJV1I/TNNSuS1Y8tY5NWUhJjQD7zdvSq6kBgTW3DiVVYKRIxJJJzmrvYLHtfgG+ay+D920ZxJDLJEnsW24/8AQq57xAqWcNqgOG8rpVvwnKE+HOoxN9yPU4S3sCv/ANjWFrFy2p35kbCpwMeijoKwqS6HRQheV+x0/g3Vri4u4LW4mIVLUrHF24OeffFdp5hBrzbwTMq67JI68GJwhPbGMmuwutWjXIU5pwloTXjaWhux3QB5Ncd4su0bxBCCwGLdep9zRNrcij5F/Oub1KWPUr8yzoDKsajPPQVTloZJHU2l1D5a/vU/76FXku4Opmjx/vCuKt7S0KE+UjL2NS2ttbf6toYH74IGcepoUwcTyXTbm4tNQiltW2zZwPx659q0dSuWvdVa7kwzqOAR8uB2rvbi20sae7WlhaRNJGcPHGM4KnHNcOIBIYxjbxhj/eJOf0GK2knHQ46FSNaXOlaxb06LEYbaFLncR2Ge1fRfwytzB4NgRnDFpGk291DAHB/n+NeCWUWWAGP/AK1fQ3gWHyNNeAdobWT/AL6hA/8AZayWrO17GhqkYN1ASoJDKQSOnJ/xrh/Ffyxg/wC2a9A1NP38X0H/AKEK8i8e+L9HsQbdblbi6VzmKE7tv1PQUSRK3M4t61japrthY5Ek4dx/AnJrl7jXNY153htIzHD/ABBOAB/tMf8A61W7DwdJcFbi4ZWjb+MsRHn2P3nP0GPeqjTbG5GPNqt7dSSLZq8cR+8w54znk/jV3wzbS2/iO1lnLfvEkIdgcNxjjP1rtrbRbOwVcxl2UZAdQqr9FHA/HJrASzTX/HhsbnUZrULDKYDGm4llUsFH90cZz7VpKCUSOZtnJzSK2tXl2yiRRcOShOMjJrT0+DEIABG/JwfesnTYmnEmTkMw3Z6nvXTWsWWUBc+1ZMtH09oCy/8ACO6b5wxKLWMOAc4IUA8/hVKDT7ax+1JbQpEJGd32j7zbyST+dM+HszXPgbTSzFmjV4iScn5XYf4Voyri4nHu/wDJD/WgT3OG8VjEMTe9cdK3NdJ8QNc07SLOJLidftB5WBTlz+HYe5rgWuru4sjdSwlGYbkgHVR23eprNxdy4vQfdFJbkMxD7R8q56e9VZdk6tHIuSMEhu9RW+oJdMI5o/JnBwuehPXFSzH5gx7fyq0rCuJDtili2LgZI/rWfe6NeXt/e3FpZvcxI6iTZyQdoPTrV7OHQnoGyfpXS+H5ZP8AhWV3qsZMVzNqPyyIcMFwBjNawUb+9sQ3K147nnb2lpDcMSWtyFyqjKuD71Fr9ro0enW50qHMkrAl97EgemD716N4h0uG70WO9i1O5uw05g/0yBFEpC5Z4yPmCqeDn1H0rzK7s3hMkYysdsVjYj1JIH16E1UlFL3Xcxm5TnG+lu3UZZwnfAA6shTcQvbnoa9s+CsmL7V4P70Mcg/BiP6149p9uAZJMcs35CvY/g9K0WrXUBjTbNCT5mOcrg4+mM/lWD3OnoeheI7Ke9t7aGKcQqJfMc4yTtBIxWH4xkFvpU1wMCQLhG7jdxx+FdF4k1Sx0i0imvrhYl3HaDyzfKRwOprx7xP4zk1yYQxp5NmpGEPLMfUn+lKS91hD4lc5yQfMansHxKy+q1TL5Yk+tZurXl5AsUFgHM8xP3ByAP5VzU02zvrNKDLet6hDY3UcjyjcqY2Lyc5z0rGXxLqU+oQtATDEZVBGM5BIGOan0zwrcX3+kXGZVJ5YkhAfr1b8Pzq54i0u00nR0eIEyecg3ufujOcAdhxXcqStdnnOT2MzxkpuvEu1TjECe/r/AI1imS4s7m2NzulijfIjdiVxkZHNdB4VtrDxN4zSz1O7uokucRxzxyxpsx3YvxgAHgck4rQk8FrNqd9bXl7dRRWc5RY5Ih5nJI+bBwDwOmRRGLtoZ1akIRbkY/iK7tdQtrQWNrHCp+dsRhT06cVDZRqZ8pJvRUXjGMN3H4Ut1agTSHIJjmEaxjOSBnJ9gMAfjVvT7fZGMjljuNKbDDx5YpI6vSNVex8M6np6r/x+yxEtjsoOfx5FZ5bc2TTshIFTPTk1CzDbkVxSfMz1aUeWJteHSW1GVkGFSBhx2rUkeq3g+Bnt9Um2nasQXPuT/wDWrO1XxFp+m5V5RJKP+WcZyfxPatIJ2Oes7yNKZsrXK6nq0WnaizySBsBcRqcnp+lZV3r+r6uxjs18uIjJEf8ACP8AabtU+m+EZroLNcBnVj99sqn4d2/Dj3reNNs53Kwln4pvbjVLWKOJFt3mVXDLkkE1T8VvK3iiXyHZWjjQAg4I4z/WtHxHp0Oi2lpLbu5uBOMSHsAD0HSpde8IarptnpWqX0kwvNTMnnRtER9nCqhjDH+8VbOO3TqDinTUZWRPNdXZGl7OtpHAr4QAKMDtVCE7pycDriiipZNNJXsblh9xvxr2v4W3E80F6k0zSiOG3VC2MhQHwOKKKUdzWWx5D8SfiD4h1LW73TDdi2s7eRohFbApvGf4jnJ6DviuP8Nabb6pdzG6DMsUTSBQcBiB0Pt9KKK1huiD0jRLC1l8N2+oSQIzGQKkJX91H7he592zW/c26QeYy5Z1TO9jk/T2HsMUUVu/iZC2MKWRpYN7dT6V5zqOq3OieL2v7TZ58W4LvXcPmUqePoTRRU1PhGtypoXIcHtXUWKjGe+aKK5ZGqPdvhK7P4IIY523kwH5g/1rD+LvirVPDFmn9lSJDJcy+W0pXLIPLH3c8A++KKKpbEvc8W8LxjUby81G9Zri5jIIeVt3J7nPU10bSu7ncc0UVLGjOv4UkCE5DCRQGHXk1Zk+ZST6f0ooqkIp6jIyadM6nDLCxB/Cus0RFj+DFvtH3rvcfrux/SiiqQiHVNebVoYY5NPsoDCqpG8CupVB0UAsQBznp1rh9SUf2vcn/pozfjj/AOvRRQ9iP+Xi9H+hJa8AcdBxW9Hqt7pkojsrh4B1yhwc4x1oorJbm/QXUdQvNQmWe7uZJpSuNztkgelZ0pooqyRB1Fb2i2Nvc2N7czxiUwFdqN905/vDv9DxRRWWH+M6sR8COint44olYZLEDJP8h2A9hXCePRjRk/67L/I0UV3P4WcPU5/wXrDabqhtzYWF5FMQ5W7g37WQMVKkEEdTkZwe4Nd1JeT3s11d3Eheacl5GxjJNFFZQ3McV/Cf9dTi7/i/nI6mRv51pwII41ZepoorGZ00fhQ+UkzY7Ur/AHaKK5Een0MzVte1Kxs3021umhtpvnkVOC56cnrj2qr4b0m21OSaS63v5cZcKGwCR696KK7qC0POrfEzv9G0+0/4R+0vTbxl3kCqhUbI/cL0J9zk1t3VvHDwMknqzHJNFFdJl0PPPiBxZ2mP+ep/lVPRfEur6sbPTL6+nntrVpZUEkjMSzADkk8428emT60UVjP4ho//2Q==", 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", "info": {"video_id": "91362", "label": "pulling lamp from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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yFRhgRxn6Cr0V3bW1z5LXcUUj/MIncKcZ6+/pWX42uIk0R4JeJLiIsh65KupH6ZpqVyWrHlrHJqykJMaAfebt6VXUgMCa24cSqrBSJGJJJOc1d7BY9r8A3zWXwfu2jOJIZZIk9i23H/oVc94gVLOG1QHDeV0q34TlCfDnUYm+5HqcJb2BX/7GsLWLltTvzI2FTgY9FHQVhUl0OihC8r9jp/BurXFxdwWtxMQqWpWOLtwc8++K7TzCDXm3gmZV12SR14MThCe2MZNdhdatGuQpzThLQmvG0tDdjugDya47xZdo3iCEFgMW69T7mibW5FHyL+dc3qUsepX5lnQGVY1GeegqnLQySOptLqHy1/ep/wB9CryXcHUzR4/3hXFW9paFCfKRl7GpbW2tv9W0MD98EDOPU0KYOJ5naxo7Qw+V80ZLFweo7CvY/gwko8QXzAfumtdrHPIO4EcfnXltnblSzMBk8ce1ejfDCRrbxrYDJCzCSI88NlCR+oqm9QWx7NrGnW16tsbmFJfJlLx7xnDbGGaoX43Ln+9GD+lb16n7qM+kqfqcf1rDvnjhtVlmdI41hy7uwAUY7k0Enl998tzMPRjWVdS7YWG8KxHB9KgvvEMWpazNbaViWIMTJckfIo9vU1m3l/LaXG027yRHguTySazUWaX0JSUhjGxDs6kg5z71EYYfP8zYNzHO79KkSSOSIvCcxt29D3FRDj5R2P6VoiRl7GbnQ3iA+cuqqPU7gBWVd6JPZCVNQ094W/hd1+Tj3re0pvN8S6LYbVZZ71WcN0KqRx+tdpdxS3/jTUNKGqXFnb75PKSNQ4JCbguD0HB5raCg0+YhynH4UmeIaykMaW6wys67Tnk7QfbNWrTU7v8A4R+Wzd8wMdqcc47j6ZxXZWFpYvcO19aWtzJIoZd8Y49ePxFZPiKKFL6ExW8axiNgI0UKucnHA+oNDjbVM5Z1o1KvsnE52xiBaOIICoPmbsc+mK9G+HtsZPGGnSBwghkEhY+mcY/HOPxri7G3Cfxbj0yfavQvA0G26urjj9zbrID9Joz/AErB7nctj3eZP9Hf/dP8q5m4QJauFUKPNJwBjsK66ZPllHsRXGa3qNjpWnfaL66it4d2d0jYzwOnqfpTIPO71j9rkH+0aoXNzDbxF5pUjX1Y4rm9d8cxvdzLpcRfcxxLIP5L/jWNHpWr63PuvGcNJyiHJdh/soO3ucClGm2U5Ita34ktpcR2imVlJ+Y8LyMdO9YrpqWpP+/MrHGRHtOceuPT612ul+EILQbpch1+9swzD6v0U+y5PvU3iBk07QZls18k9CV6nOc5Pet400ldkOTOW1SRf+EH0iEEZaXnH4n+tRa/a6NHp1udKgzJK2S+9iQPTB96ta3o2mQ+GLHUNN1O9nj+1/ZV+1QiNJyEBeSIZztU4U7v7y+4Gdd2ckPmRjKx2xWNmHqSQPr0JrNaIzmrzjZjLOE74AHVkKbiF7c9DXtnwVkxfavB/ehjkH4MR/WvHtPtwDJJjlm/IV7H8HpWi1a6gMabZoSfMxzlcHH0xn8qh7nR0PQvEdlPe29tDFOIVEvmOcZJ2gkYrD8YyC30qa4GBIFwjdxu44/Cui8SapY6RaRTX1wsS7jtB5ZvlI4HU1494n8Zya5MIY08mzUjCHlmPqT/AEpSXusIfErnOSD5jU9g+JWX1WqZfLEn1rN1a8vIFigsA5nmJ+4OQB/Kuamm2d9ZpQZb1vUIbG6jkeUblTGxeTnOelYy+JdSn1CFoCYYjKoIxnIJAxzU+meFbi+/0i4zKpPLEkID9erfh+dXPEWl2mk6OjxAmTzkG9z90ZzgDsOK7lSVrs85yexmeMlN14l2qcYgT39f8axTJcWdzbG53SxRvkRuxK4yMjmug8K21h4m8ZpZ6nd3USXOI4545Y02Y7sX4wADwOScVoSeC1m1O+try9uoorOcosckQ8zkkfNg4B4HTIojF20M6tSEItyMfxFd2uoW1oLG1jhU/O2Iwp6dOKhso1M+Uk3oqLxjGG7j8KW6tQJpDkExzCNYxnJAzk+wGAPxq3p9vsjGRyx3GlNhh48sUkdXpGqvY+GdT09V/wCP2WIlsdlBz+PIrPLbmyadkJAqZ6cmoWYbciuKT5merSjyxNrw6S2oysgwqQMOO1akj1W8HwM9vqk207ViC59yf/rVnar4i0/Tcq8oklH/ACzjOT+J7VpBOxz1neRpTNla5XU9Wi07UWeSQNgLiNTk9P0rKu9f1fV2MdmvlxEZIj/hH+03ap9N8IzXQWa4DOrH77ZVPw7t+HHvW8abZzuVhLPxTe3GqWsUcSLbvMquGXJIJqn4reVvFEvkOytHGgBBwRxn+taPiPTodFtLSW3dzcCcYkPYAHoOlS694Q1XTbPStUvpJheamZPOjaIj7OFVDGGP94q2cdunUHFOmoysiea6uyC3Ufu67Hwcxi8aaDsOM3iDHsQR/Wiio6ln0FqJ22LsOqlSP++hXyf428Ya14i1aS0vbrbaQztFHbxDagAbGcdz7nNFFWQb0cEWm2qW1qgSMAE+rH1J70yT5k559qKKjqUUrOJYXuVTIXzOmeBj/wDXU/SQ4/u0UVQhPDI834n6MjcqnzqPf5j/AEFdLrN/Np3jS/vINvmxztt3DI5Xaf0Jooq1sI5O/le3nt3jOGCsufbj/Csm+uZZyGkO4lsfTiiioZCS57ktoOE+tdXpE81vNK0ErR7oGRwMYZSRwc/QUUVHU36HrXxT8V6l4T8MLeaZ5IuJpPL3ypu2gjqBnGfrmvlzVNX1DWL0z6jeTXMp43SNnH09PwoorRGZ2ugaPaW+paVbxKQ15H5kk5wZF56KSMD8s+9dzbafawteRRRCNImwdpOZPd26t+eKKK6XsierKt85injgQAIR0ArkvFhxo059CKKKH8LF1OW1rxbJ4iS0im0jTLU2wSOKS1SRSiLnCAFyoHJJwMk89zVzUVH9rXJ/6aM344/+vRRXN0D7a+f6EtrwBx0HFb0eq3umSiOyuHgHXKHBzjHWiis1ub9BdR1C81CZZ7u5kmlK43O2SB6VnSmiirJEHUVvaLY29zY3tzPGJTAV2o33Tn+8O/0PFFFZYf4zqxHwI6Ke3jiiVhksQMk/yHYD2FcJ49GNGT/rsv8AI0UV3P4WcPU5/wAF6w2m6obc2FheRTEOVu4N+1kDFSpBBHU5GcHuDXdSXk97NdXdxIXmnJeRsYyTRRWUNzHFfwn/AF1OLv8Ai/nI6mRv51pwII41ZepoorGZ00fhQ+UkzY7Ur/doorkR6fQzNW17UrGzfTbW6aG2m+eRU4LnpyeuPaqvhvSbbU5JpLre/lxlwobAJHr3ooruoLQ86t8TO/0bT7T/AIR+0vTbxl3kCqhUbI/cL0J9zk1t3VvHDwMknqzHJNFFdJl0PPPiBxZ2mP8Anqf5VT0XxLq+rGz0y+vp57a1aWVBJIzEswA5JPONvHpk+tFFYz+IaP/Z", 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", "info": {"video_id": "91362", "label": "pulling lamp from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "91362", "label": "pulling lamp from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "91362", "label": "pulling lamp from right to left", "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": "db3369d36a1c2b6d869aef6a9830d61fe3d1290f2fcb42c170c81ee642f0abed"} +{"episode": 72916, "episode_seed": 1265298849, "split": "train", "timestamp": "2025-10-13T03:36:23.100622", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1265298849, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 usb flashdisk out of cigarette can'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "197697", "label": "taking usb flashdisk out of cigarette can", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "197697", "label": "taking usb flashdisk out of cigarette can", "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": "e774d3a483ae4961c5cfb9cb12a7bcef4994c9c6c3bba429cf83485717a418dc"} +{"episode": 72917, "episode_seed": 2379791096, "split": "train", "timestamp": "2025-10-13T03:36:26.417259", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2379791096, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 3 card onto towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13779", "label": "putting 3 card onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13779", "label": "putting 3 card onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13779", "label": "putting 3 card onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "13779", "label": "putting 3 card onto towel", "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": "0fe07696cd9d98b07b1919ab6ca9f84bc42784379c6397b3f8706ffedbd82317"} +{"episode": 72918, "episode_seed": 1253825200, "split": "train", "timestamp": "2025-10-13T03:36:27.936425", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1253825200, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing paste from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "96527", "label": "pushing paste from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "96527", "label": "pushing paste from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "96527", "label": "pushing paste from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "76ce9823ac1a276bc992af10bc79aa7b61a39a9497ab05b45baddd269021b30c"} +{"episode": 72919, "episode_seed": 1475982455, "split": "train", "timestamp": "2025-10-13T03:36:29.480110", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1475982455, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting pig on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "88181", "label": "putting pig on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "88181", "label": "putting pig on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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SWGK9CSS01FfKa4RJAQyEng+q14zBbawxGb1se612/hbwrNeSxXl1qsrLE4Ywqm3djnBOelZ3i3uX7Oa6HqGj2Ol/aL1Y4VadAFbd8w2kbhgHpzkfhXzabvVoGKPpUmQcZKsP6V7xLeSadqYvoeeNs6j+NB3HuP5Zry2bTLaSR2V50UnICzNgfrVSqRjuT7GUnozgdVW81G4WQ2UsbKu0jaT/AEqnFp14uT9mmIXkkDGPzrvm0ZGOFubv/v8AGojoEZ+9cXX/AH8NT7eA/qtTyOEa2uDyY58fh/hVWSKbsshHoVFd7NoEIyRd3IP/AF0NZN5obrzFfyD2Y01Wiw+q1Ecj5cgP3GH4U9IJmGRE5HqFrWexvw/y3Zx9c1OllegD/TDn2Wq54k+xn2DSLa4jkVjC4H0r0nS7+CO2jjnYbDw655xXni2eodBdt/3zV/TtHvr66WB9R8nd0Own+tQ3FvctU5roeqaTomiNdW0WozebHNcbEkhfAOeV3e2Rjj1p/wAWPD6wXmkXWj29laynzvMIKRb/ALuOCRnvWOmljTNFjsvtDyPGfMEzfeD5zuH+Fbk+vrrWi29vqEaNPblo5MqGByBjGexHT/61U5pRv2E6bk0r7nne7xDEoIS1fHTDKf5Gufm8PalLI0ht8FiSQGHevRX0vSWzi2g/Koh4f0yQbhbR49jWarxXQf1R9zgV0PUYk/49yc/3ZCCPqBXQQfDLxXfabBewaezxzt8g+04bH94g9BXoHhLwBp2pXouZ7QfZISCRk4duy/T1r14IqqFVQABgADpW0Z3V0ZSpcjs2fLHiz4Ya94XsoLq4aK6jk4byCWMR9DkDI964lrW4XjyX/wC+a+vPFwjbR3LgEpzzXzt420BEnj1LTpngimO2WND8obsQO2cHj1qfaWlZlqjzR5kclFpt6zgC2k/EV2vhxJrR1MybMHPJrkILO8Jwt7Kaux2OoZGLuU/hRKSYKlJdD2CK5sdQja3muVRiMo56Ajt+Ndf4Y07RG1S5j8hXu44l+/ypVuuFPQ5B/P3ryDwz4U/tJhNdalcYjYExKoXcPrXdS3c2n6nFf2n+uj+VlH/LROu36jt+XeiLWyG4ytqYt/LFEvKvn3NcjqV3vz5bsDW5dCSXJIb8ax57ZiPuMa40dxzux3Y5kYk1esbb5txc/lVtLJ933GGa3dPsHULuz09BTbHFFaCEFR85/KtCC0B48xvyrWt7BJMHDE+wrQisvLICq+PcVFzS6MmC16ASuMVbSykb7s7fiDWlHYHO4I1XIbIls7DTRLkY66dMSD5x4+tdPki1jVpMnGKRLQjopqYxuE27Tge1aR0MJyuaXhTAa8AP9w/zrpO1YHhpcPd/KR93qPrW/g10w+E45/EZl+S6sprlrnTvNL8da666jDZ4rN2BHNZTVzSlLl1Rx1tpgtpJFdgwJ4X0rlfGthcm0Dx4aNT82Oort9Yn8q7IA6iue1a8RdMmEjAFlIAPeudr3juUuZHkv2NpH5YV0GnafLgYcU23sxI4AQj8K6fTrHG0Y/Sq5gtYS00254Ida67w9DcWzSLI4wR60WVkAg4/StWGHy/mC/pVR3M5u+hBcjJ3EjivMZJgMjNepTqpVsqB+FeLrJLcylYwevWiepMEaBk5+VwDStJKo+WYVXjjCPsZsv3PpSXE6xI3TA74rOxstCtc3RTdulBNYlxeGRseZSXt0ZWbhcfSrHhrSTrOswQfKUDB5FOeUBy36fzq0rEuRVTcw/1lXIIpD0kFXfEuiDQL63ijJaO4TzEDDDLz0IqW2tsIpIPPqKLgkMhtrhujqa0rO2uo7mNwy8MKu2NnnBII/CteO1Axx09qLgya6dnADMvTmqUECMXby9zYCkg44GcVdkAI5Ucd8Uun2hnkk8uPdjGapvSxmtyj9ljZiCjD6GrNtpj3NzFbweYXkYKo9zW5HpzLzsIPoDXVeFNHETNfyphuViB7ep/p+dTGLk7DnUUVc3tJ06PStMgs4jkRryx6se5q6elFIxwK69jgbu7s4H4k3z2+mtFG2Cy4rx57n+0tIu7SRsMqHH+yy8iu8+M928enN5Rw26MKR67hXBS6IJtJnngRvMRNxderY6j3rmqP3rno4e3JY53T4HbpIea6O002ckESCqujWpbb8pIz6V3OnWGFyVI/Ck3qGyDw9bz2s77pBtK+taNzliSWGQc1YhgMfzBT+VNmVSDlQAfammZS1MKRFfBMoqCWNMf61R+AqIv7KKYqNLJgAEe1ZM1LttZRu2Wli49cV01jZwIq4eEcegrHsrT7vyV0ltBtQDZ+lSO5bjihAwJkx+FXI4occzrVVISeNv6VOI2U/cyPpVohkwits8yx/l/9apUEA4EyVW8oseUx9KeIAOoIqkQy1+66CdKawi/57R/nVZ0C+tefS6jqN542vdL/ALaurSENJ5KxqG5VNwX2HB5NXHUzloj1rRtgM+11b7ucfjWrmvK/hXrl7fjUzfXck20RFN5+7ndnFekLc7+Aa3i7KxhLVj5+QTWJc3EcchLMAB71o3twIIGZjjArzLXNTM0ztvIUVE5WNKUeZkmv6lvuy0QU9hk1jq0VzGgngE87EgbmIRF/A8n9Kw7i4E8xAXPPBra0uM2pSZY0Lg5Adcj8q5mztSsi5baZE7/JHGoU/wCe9dNp+lomDlM/X/69Y9pAHO5lJY8kn1rdtbVQoOMGkkEnobEVqAoAKfmKl8gg87cf7wqksIA4xWB4zvLnTfDr3FnO0MwlRQ6cHBPIrVdjnkdVJACp+709RXhqQC3bjArc1PVr2DRor+y8QalKGuPs+Z0VFmIXLNH32g8HPqPoMe5Ad1UdQOaclYqi73GBA7/Ljnqaz9SVnbylA2j0zV2WYW8RwATjg1g3Db3LE5JrPc2bGSWq45VfzNa/hC+t9G8QxXMxjEQBEgKknaQfT61hFR6Zq9aWQcxyK6FnbBjwdykd+mMH60+hD1O08QG08Sa5HcWsUf2WCNVjl3cOMdh2xVi20tcgfuwB6N/9ese0t0iVUCHCjHFa9tbB2GVIFQjTY3LaxCgAeX+Yq39kYDgJj/eFZsVuo9jSlNvcfTBq0ZsvtbN6L/30KtaXEkLSmQhc4xjHvXntveG88aTaZeapdWls8uyN4pY41j7ksXGMYzx1JwK2vBkt82ra1ZTvcyPbzLGkc4HmLgsMEDjPAzjircWlcx5k3Y7+BUnmSJJCWY4FdbCixRLGnCqMCsbStPNqnmTYMzDGP7o9K1g3FaU1bUyqSu7E/aq1zJiMipC4C9ap3D5Bq2zNLU4XxbYx6jKiTRJKh4KuMg1y2qTR6TbGPaqeUdoQDAHYCu71UguDjkGvLfFUz6l4pltYxmKFwZD6tjp+Fc0l1O6k9LF7w5YwrECZYgx56iu3tbeJYhiaI/8AAhXL6Np+2PcVIPbiujSEBccj8KlDmXvKH/PSL8GFRPEpH34/++hXM+K7ufT9Dea1naKUSoAy8HBPNc9rQ8RaJo+m3l3qN2st2X8yIrgQ4ClQTj7xDZx/9etYxujCUrOxHKzCVRng1o6cOM55zRRWDOlHT2IxtOTmt2EEg/M1FFERMtICf4m/Op9nGdzfnRRVoga3BPJ/OmmQqDgD8RRRTJI2kZgw4H0FeQa7fz6b42v7yAr5sc7bdwyOV2nj6E0UVpDczlsbPw4kaAaiEOP9UP8A0KvT7GRyu4nmiirMjJ12/n2su4Y+lebaxcyBW6UUVlUOmh8JnaYd92m7B79K7K1OSAQMfQUUVizp6G/aKMD/AAFasI460UVcdjGRYYAJnFch8QWx4Yk4H+uiP6miirW5i9jz3VtebV4YY5NPsYDCqpG8CupVB/CAWIA5z06809f9WT3ooqqvQqh1M69cj3rKaQk9BRRWUTZgrfN0FbuknDZ4zj0oopMI7nTWvJGfX0Fa9uO2f0oopLYplxVB65POOtQTEBCdo60UVaM2ec6lrLabr2pIbCwvIpZwxju4N4DKOCCCCOpyM4PcGu++EF3NqF/4h1C6bzLqZoneQgDk7849P/rUUVv0OWW7PUFdg3WkaRt/WiikShryuTjNISSnNFFAzjfFF3LZ2800W3dGhYbhxmvP9DTz5jNKzPJKS7sT1JoorGR1U9jt7UBUIHYetWfNwp+RfyoopIJbnOeN2J8OseB+9j6D3rgbvXNRv7CGwuruWWCB2kXfIzElsdcnnGOPTJ9aKK2hsYT3P//Z", 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", "info": {"video_id": "88181", "label": "putting pig on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "88181", "label": "putting pig on a surface", "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": "66936bb43e76b1e0d6349f835e74639dfa3b63a7ecf5c675ec847795b33e832b"} +{"episode": 72920, "episode_seed": 2655106554, "split": "train", "timestamp": "2025-10-13T03:36:31.845719", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2655106554, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving highlighter down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "11703", "label": "moving highlighter down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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sa3kZ+Mj9at2GpKZlXzMhFIZge+MV6+W4yWHltdPc8jM8DHFw1dpLY0jDa3coDQyQ3G3JBGOKw9buF0aeAvudHzyvVRx279auP4jntHWLVLVoznhmGAfcEVzXjDV7S5ntgkmMRk88jk//AFq93FOjUouUbXPmsIq9PEKMrpdnqvvNJ7iKeFZIJFdGHUVSkk568Vj6HOri5KMCAVzg9+a0HcV4j2PeWo2SUjODVdz5si8dKdK2DVnSLX7XcO/URYJFY1IJo2pytI6nw3o0TIssgGTzXodjGsaKq9BXL6XGAqCM/IOhrqLU8CqirIcnd3Ny27VqRKGA9a4+XxVpun3T207S+ZGcNtjyOmavW3jXRGxm5kT/AH4W/wAK6o0KlrqLOV4iknZyX3nSsOKzL5QR7jkVJYa3pmsRNJpt9b3IX7wjcEr9R1FQag5WM7fvtwv1rJuxqtTzHx3Ylit5GvH+rcj1HQ/0/CvPJZGT50+8ORXtGsW0dzZyWz/dZcZ9D2NeNajA9pdyQyDDKxGPeknoTJWdxZZRJhl6EAj8aqyPg570kb5j2/3Tj8O1RytmoYjGtvNv5TPNOCCeErft/wB2y5xWWtk9u+1gRjsauxA5A5rnSd7o1v3N2Fx+ldHpF3ujKMeVGK4+2dhwTyK07K5MM6tng8GuiLsSzrfNwCAeQcir8GoLImGOCOtYQmDrnNRrOUfcD9a2uSdV5ykcMDVa4fJ4/SsqO92gAjj1qQ3oYYqWwFkb1qk7DBHfNWHcFa5uxWXVfFs+myapPaRkSGLy03bmVCwX2HB5Pp70txt2Lz332QSDOA+M1m3WvzBCsS9B0zWJY3F1qT/vpmdQAfmPTNdHDokTqskgO3+761xzo81RtnXTrNQSRy0mvajHOXKqV/ukcCmtrWpaofsykJG33gg7e5rulsbfyvL8lCg7FaYujWZORHtHopqo0kRKc+jOfsbaK1QCMDd3bua2LK5MUm3PDfzrSbTrZrfyljCgdCOuawruF7SbY5APVT610R0MGrGzJPu71CJtsgIqitwWANMeU7s5qpaqxKdmXZbnLfh1qtNKWXIPI64qBpcjrzWZq13Jb2DPE5V9wGRXFDmU7G7s0XJb1h3q2dTDHahwvc1i63Z2lt4fg1XTtWv5w10bXNzCsa3BCbneIDnapwp3eo9wFsrWW5IMm8A9EHU1pXpuTRWHqqNzZ/tONMgv+tQG78+QkZI7Vcg0N2iyIkX2frV2z0ELKDMUVAeQvU1Cwxs8Syhaafc6jKsK5SJvvvj7o/xroh4Y0sKmIXBXqwkILfWtWBY0jCxqFUcAAVLXVCCirI5ZzcnqRTxRzQmOWNXj7qwyK8/8VeEbIxi7tlkhHR1jbgenBr0CbkBR1J/SqV2iSxtG4BRhgiruS1dHlOm2yaazhZGYSHDFu3pV12znml1izaxvGjPKHkH1FU1lJXDdR39amTIQ52IBrc8JNvmuQP8AZ/rWL4dhstV8Tppmp31xawTtsSWOWKNY+5LGTjGM8DknA71t+ELaS08Qa1ZSLcJ9mn8oJcACRcMw+YDjPHOOPSpa0HGXvHoOlxiEmI/7y/St+3rFUEIkiDLpz9R3Fa1u4IDA5BGQaI9jVnM6x4c1O6vrqeONJYpmJAV9rYrJGlX9irbrK7A9xv8A1FenQPV2Paw5Ar0KeNnFJdjzauApzbd2rnkPw107UB43s7h7O5jhRZDJI8RUAFCMEn3Ir2C6jaR5JwP3aHYv17mnsRDGBGAJHO1a1Y1hFiIOoUY571xN8zO2K5UcLfnOa858Z2G9ReRj5l+V8fof6V6Vq0PkzMB93qK5TUY1mjkjcZVwQRU7FtXR5QxZB538OdrUSycZpuvRS6eZ4MkZYc+oqfX/AAxqnhzw7o9/eyTrPfGTzYGjIFuAEKKx/vMrZx26dQaEmZN20Oje2inh/eKDxwfSsR4xHKyrnAOOaKKyibTHAlCCDV0dqKKpGZrW0rtboSecU8OaKK26C6liORjGBnpSs7YPsOKKK4l8Zv0IfPkCk7ulcpNqlzpXiOW/ttnnxO23euR8ylTx9GNFFdaMGWPCMatcTA87QuP1ruMApRRUvdmsNiMDANOXpRRUlslXpWR4hjU2Cy4+dHG0/WiirIexg2rsxcE8A1IxPPNFFMyIXY+tZersfsLdxuFFFT1G9iHXvFD69BbQy6TptsbdFjiktUkUpGucIAXKhecnA5PNdzpMSLAjgfMepooqpBTNgEhBT4iSaKKDQ0Ifu/jVjtRRTQmRA5nbPYACqd1w1FFJgcx4kgjk09nYfMh4NcNO7LYlgeUcYooqJbIXUgg159InuEOnadfxTOrtHeweYFZAcEEEEdTkZwe4NdV4E1C61XVtX1C8lMtzcuksr4xljuJ4HQe1FFW9jOPxHp1ryBV20OPMUdFfA/nRRUdTc04iavRE8UUVaJJI2LXr5/gQbfx6/wAqtNKwB57UUUREzn9Y5BJrkbzvRRSY0ee+OYl+yxS4w+/bn2rktQ8S6vqel2+l3l7NPbW0jyoJJGYlnwDkk8428emT60UU1sZT+I//2Q==", "info": {"video_id": "11703", "label": "moving highlighter down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "11703", "label": "moving highlighter down", "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": "6d57166a4ad5d98e854d219f6c3c3eeaabcdbc6776909f7bd48b025e7b9a179c"} +{"episode": 72921, "episode_seed": 2192762605, "split": "train", "timestamp": "2025-10-13T03:36:32.684381", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2192762605, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving hand away from papers'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189235", "label": "moving hand away from papers", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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ISQQwxZeNtr7M/OOxx/X2rjVnodDNkxfaEtbgNLEsM+xZznDIRxyB1PJ5963YrRBo9vcLsjfyggUt0Yjn+Q/E1jaRuhsljlUpGXE8RwTlwCMfqK6250xJdYETR4BiaX5BgMxOSfasp2WhUYuQ34dMj63rhQjBEPyjHByQePrXbajah5QwKjPY96878OKPDvie1diEh1H92y7s4bqP1/nXpc4Lu7+yxr9T1r5HOISp4zn6NL/I7KXw2ZU+F0ZXwLZttxvlmfH/AAMj+ld7Cv0rk/h7CE8C6PgEBoS+PqzGuzgUccV9/HZHlPdk0Sf7NGpIf7MnwMfL1/EVZiUU3Ul/4ldxjn5M/qKYjyLQYA2naTdKA5EJtmfse3P4r+tZ3iXR7WbS7CK6hZhBc+QxA6KzjH8xW34PikfwvbxHhmxKCBjbk54q9q9hJdWs0TcrIyEjuGBBBH5V4zfLM9Jo8hv7VRf3WnFmjlsi6FgoG8A5Xj2DVVnESWMcGxxc+Y3myc4KjkYP1I4q94yimh+IcstswkM6rKoJxkFcEfXilktkfT7mbDG5llVY19gPmz6YJGTW701OWW5lzRT30TeXEoM7BZ3I+7twufaui+F+prDc3GmSnAkIlhyMBscHH6GqOkhYrGZZ1PzllJC/Tj8MVb8EWbTXCXax7VhVwGxzu3AfqDXFmKhPCzjL+uxdG6mjT8egSHSIQm5prsqDnp8yivY4l+YjHc15D4oYt4h8LRFcq95n3yXQ/wBa9liUbjnrmunIl/sUfn+bIxa98niX2FXokOPuioYQKuxKCOhr1zlR5l8YbWCfTtOFz/q1uFbaON3D8Vx/hIxTahLZonlM9uoZc5yeeldn8ao5P7AszGJT+/G4RDLYw3T0rA0S0SKDQ7qOPY7AhiR83Toa87F73Z2YZJpmha2Jjt4AV3eUzJtritSsY/KlvGhHmWtwxw/3SCR1/wAa9RmsyIyVbG45yPWuN8U2ipoN2S+Hlf5gRwQeK5oPU3lsebvKzX0zlBGk8mGTr+7Zgfx6D86qanY3MckUsjlruV8pzwq4GB+f8q19T8m51Yz2zKkCOqYGRjGOSD0H9DmrGoebeXunxQxZZpvLBHzHBHI/X9K157bnMk+h6FoepnVdCsrh1KSFgHU9mA5/UGrvwijUeFbiYHIlv5iD642iqOk6e9hYw254dIwGH+1g/wCP6VvfCuBU8B2RU/eklYn/AIGf8K8vIeRVq3Jtpb72b4pPkjc7mIfWrcSD1JqKFBxV6JR7V9G2caKuoqP7Nmx6D+Yr5ctdHjtLeSW4dTOGWYx5P97G3PuMnivqvUVzps4/2e3XqK+WLSNdSneKXUUtRGS6RhwzPg9Dk4z7VhWu0rFx0GeILOO5uGaKWLy4ojICnQHqPrkHBqvYy2cbTW9s8MEnkfIQdyyFeec/3gTz2qYRJBZrbxXEruYlcmRBgP12gjgj6+1c7rFnNp995m/O52XcBjBHBH5YrKCv7lymdLY/urG5iuZgsKsHSLtlvk+vHFbFnZm08K6tcshdwphR1/iUfdIHvuqDwzp0Wqz29xcRhYLePc6sOfMHT+p/Ku3SzY6UIdm1DIJHXHPUHH9K55zWxpTjpzFDQUGi/YtHGGza7pWHaQMOv1JP5Vj/ABScf2fp6EFjI0gAHqSK6KRooL57rYCZpordD3A3Z/mf0rmfiJJul0CMpuEk7j34dR/WvH9klmlOfe/5M6Ja0mex2qBIkQDgKB+laMS9OBUESAMQexxV+JQO1fZHkksSH+7+leffGC0iuNAtFnfZGLlGIA+9jdx+tekRKMV558Z1f/hFIim7ImTOwZbGccD8aipdxaRS3PIPt1lZzJhTGDF5UiK4PclOcdvwrLuIo7VFuUQ78O7FXwVDenryDxU8F5pYjhRtOcXSSB5DPDu80Lzg5Iz9PpQsaXluWkjjIw4VowcEnoo7gZrznHl3OlaljSrdtX0hJxHsFvNuLA43ZwMEd+nWvRJbPbd748Z+z9fSsvwtpIHhaOCAfLNN5gb/AGM5FdPPbARA9GAxmsakuaVlsdCSSR514xsZTHYy2jZltx5gCjktkV3Ok6kmq6Na3SjBdxuHow6j8way7yJneWR1OI49gIGcseBV3RNPk0/TLa2cFX5ZgezEsf6ivFzrkdKF/iT09OppS3Z1Pg+MJ4R0dAMAWifqM108IGKx9DiEOiafEBgLbRjH/ARWzEa+ztY8pu7LsI+lGo5/su4x18s0kRov+dOuB/0zPahgedeFSJ9ItpFBA8levfk1q3i8kevNc14K1JGs/IDE+U5j+bqOeM/hXTXrYXdjpXi6XPQZ4v47SK28W2ss0bPG6BWVe4yc/oarwQpdxXEsi7ZY2E0TLhSVxnH4jt61P8TZEl1O3UqCHhK7s/dbOQf51y0N8YrEvHIzMjp5pYHJ3Zzx+ArpSbgmjCe5uW85WC8uSMlW8yOPGQc8dK9E0q2i07R7a2SNUwoLgDBLHk5rzK51OOwtre/t3VnGwqmSQwBzzx35r1S3uoL22gmBzFIokQ+oIzzXz+c8yjBW01Oqg1JtmTrEa3Hi7wocHat2QvHUkr/hXrMIyc15nJz4z8ORYRla5ZgSeeFzxXp8XQV7eRf7jH1f5nLi3+8LsI6VdjzxzVKKrcZ4616xynA/F6U2+gW02GYLMAUTq2cjH9fwrD8FyNf6TamZArxsTtP8NdH8VfL/AOEbQyKWHmLwGAx8w5/WvM/h5rSi9u7PzCwVg8ZY9R0NeZjPj2O3DJcrZ6ncqFjxXAePXEOj8uFDSAZbpXeTyh4d4bqK8v8AiNqSjToUKhz5uSOxx0/WsoatIuWxzuptHcxQ+SR50qqsxA7r0Oe/p+Fb/haKS41ZLqND9migBHPPmNx07HGa4e1unTUFlIdoZYULEEfLkYP8iK3/AAhrDweLZ9OwUhnjAUejjkH8QSPyrnx9Obw8+Xe34dfwJozXNFM9JWVhI4GM9N3pXRfD22Fr4F0mIY/1TN+bsa5sTKyFXXafWuy8HxrF4R0hF6fZUxn3Gf61x8OLWp8v1Nca9EdFCKvRfjVOKrkZxX0zOFCX/wDyDp+P4DXyrqlvpsnmRRWUL3UjEZBI8knux9ueK+q70/6DN/uGvlm8ni0fVC6RQyo85yyfNu5OR71zV5uKVtzalDnbM2Vns1LJJunZdxXblVXg554BNZGoSTXOS6AxxsrFhyFHTmtTVbz+0AGit41Llwf4QgBGMY+v61nPJJab4XV/sw2s6H+Jc4J/P+lKnJ2u1qDiev8Aw9trefRI7gAlZ2L4bsemPoMV0t2ior46HiuX+Hl5Cvhu3t1PzQMyOD1znI/Qit+6ukL43ZBP5VyytzM06KxlG1FzfQ5IEUcglx6suMVi+M7eObXvDCfwJckdOpLpW2C7X+2PPAyfas7W3J8R+HLYqp3XajDHkfOhyPWvJ51LNKUV0/yZvtSbZ6tGMyNx3NX4hVKPrV2LpX2J5JdQHFcN8WJPJ8LCY52rIu4L1Ybl4HvzXbxniuO+Jxj/AOEUYyB2TzFyEYA/eWsqukWyoaySPCfJu9VImkWbyIsFIlOCmerH3wKw7x9k2XTysZQKnYDjqfXFTT6pNDNcRwTsUK7Dz19hSeW13qZBl/esNyKxwoG0c/X/AArzqbktXsds4xi7I9n8D7B4aslPP7kCtG9wFIX1rjvh/rK/2V9gPEtoxjb3HY1u6lqaxnJDAZ644rJ6NlS1WhAjMLkRdicmrn2gmdsDnpn09a4628SJceOTp0ZHlmDAb0k6j9OK61JEdSpG185z718zm6l7f3lpbT0Oii1yncWUWy1hQY+WNV/ICryKR6/lXy8/ifxHLdLHJr2ptGVZiVnYfdHTA/CtJ9Ru38t5dSupt8Slk85iVyMevXFfcSxKSukeX7M+mkXaAzMij1ZgP51naprmkW9nOk2qWSkoeDcR/wAs18w3E7S28domZLkxiMYY/KO5J7cVn362tpGBMN8n3UjhG1F+p6k1McQ5dBuml1Oh8PeJV0bX5Gk3fZ7qX5nJ4Xn5eP5/WvXnujdWw2NwRXhFrCjWLtclT1AJHT/Oa9K8Dai1zosccjl3hJjJPU46H8sVxTS3R0xnfczPF2iR3ZWSVCQv3iOuPWvNdMhkeG8AYDZtGSe4OR9ele/3tok8LAjOa8j1zR5NC1r7RbwqbedsOpzgHk9uxq6c9HEiouph6ivm3senRugXcMkjA3Y/T0r0zwdOk3hiBGkBMLtHn0wen615bqBjvpt9qojTf8qK3RVUc/Wun+HzvfarLo/9pT2cMgklhEahi7hCcH06cn2xXNmGFliKKhHdO46M1F3Z3trBJL498OOAZIomnJZT907O4r1NQFGWOB718zXV9fzbbhr2dWjQ7WRyrDOMjIxwap2FzO1+pubid2EwUF5mPGM55PX3rfLm6GGVN6tX/MzrJTnc+pW1HT7cjzr+1jycfPMq/wAzUdx4w8MWEZa58Q6agBwcThufTjNfNoMKorRn5UcSJI/UYzjj8arsWvJ1lz5EcSkqSgLuT3A7fU10/WpN7EezjY9U+Jvjvw/rPh46fpt+tzcGVeEVhgA5J5A9P1ryCwubmw1W1uI18p1wgC/d5z19ckc1Tnmhe98iKIIqjJkLbnc8dT/QVrXbxtCtsg3ypggjopHTP+FRVld3fUuL5VZHr2nX/wDaFghJIbGCPQ1zfizRpLvT50iALlCBkd6Z4JvhNFNCRtZNrFfQkAn9a7C4g82HkZ4rlXus3T5lqeJLClrAshV2kjgKAejen4ZPXtVPQ7mK11SC6lkb7Qt0gK5/hJHP4V1ni6zuNOjuJrckQyjbMAOg9R6elcPPGVhe7iBCSuQpxgqAeK3SU4NPqY2cWe53Ei7WLKRwfmFej6FF5eg6bGP4bWIf+OCvELy4CeGLa/sdb1GdGn+y5uYVjW4ITLPEOu1T8p3eo9wHf8LW8VxSw2cTafANuFItshQoPHLdeBXFlOGlhHOM3vb8LmmIn7RKx9CRg+lW4gc8V8/v8RPFEvkt/aixxyRht0cKDB9cYrOvfHnidbFM69qAuSmxFSQZd/XAA/8ArV6brq9rGKh5n0jef8eUwYdUI5FfIGuzCbUbt1l3MkrCML02lj82egq7qet60YQ17ruoJ2Cy3UjyOT7A4Uc1UsbdLq1LXC4wcg59O5qZzTSZUZct7Fa8ilTTbSSIFcv8xB6vgYwf1rRSA6hNFLdAqWhMbg8bTnBJwOlOt/JuNKgtppB/okwbI/iwP1GMVXudRBk2tGUBy5UcEj+EH055rFt7ILm94DuzZ6xqmlCUuiSBkY9wOP8ACu11G2dkMkTFZBzkd68z8GyhfFEEwVwt5G5APTIPb8q9i8nzYsgdqisveNab0MDQprq4trp5won89sDp8vGKZfpNd+OPCZaFgsd0xbB6dCCfbg1l2jq/jmfS7zUrqztZpdiyRTRxrH3yxfjGM8DknArntcn1W31iWI3l9FJYyyLG0jbZY+cc7TgEjrj8DXmUcDOljViG1a7/ACLnVTpuB9HxqQAef1qT7Rbwj97cRRj/AG3C/wA6+VYNV1F74/atRvpSJUEYe5cg5yckE9cYq4dshZyzOocOjv8Aw4Oc4r6GeJ5dkcSpq+rPpyfxHoVjGz3WuabCq8HddJx+Rrzz4l+NvD2peF57Cw1WC5umdQqQsT/EMn0wMGvHpSb+dXTZHFHl/NePJcnuo7/jWRdzQm88lFbcBuaaR8s39AOtT7aU00xqKTTQ4KTdWxKGLaQBg9STwx/Tir15p8n9ubUbbL5SzEYyAcDipbh0+zLbH55cA/L2PXJ/HtTp79fswdv3cpiXe/UqOpH55rn5n0NOZ3NjQLpbPWEgQhRK7Fh3+v09q9AnhE8GCOorxzR7qaTWLd0DnEiux7BOgBP417daKJYFPtUTjZ6mkHoeZ6hpC6R4jtdTTfhrhA2P4SSBn6V38skZPzBlPqKyPG9q0eivKhKtvUZHoaz9Wstf0Tw/pV3fXt0s93v8yFkwIMBSgY4+8Q2cdvqDXmZhgp4jlnF7aGsJqDsedyDdFCckfJI5wep2k/lxV++uZPtdtGhCCcJvKjB+4OnpRRXtdEcj3Kt/eyWkpt4VRUQrzjknA5J7msu+neeZd2AAM8fSiiqgtUBtGNWcR8hAFcKOgJGa6/wBO5luVz8vynAH1FFFc8yqe56YoDR5PpXL+I7OGe3kjkXKsvNFFZGx4lasbS+k8vBwzJ8wzxzWpo+oT6JrEF/abPPVpOXXI5UqePoxoorsl19DBbli44siP91fwyKgs3MeqLKoG8zIpPsUII/SiisaHw/eOZLE7+b5zNudJAqbgCF9wOmaz57u4EhbznJHy5JzRRWkVqQjPtriSG4EqkbmO1iRnIPWrov5QxTCHDYBxzRRWlRIR3Hgm4Y61JGAqq1sjkD1yRXqkYBiGaKK4pbnTD4Tn9dtYZoXWRAysMEHvXkl5p8Nrb5TeVWc4RjkdcUUVdH4iamxqX/iyXXooYpdK022NuFiie1SRSkajhAC5UDnJwOTzWNdyyebHhiCWkBI69KKK1S/esjobmoP9ggeSBQCFQAHnHAp8sSwRW9wvM0iRs0jcnkcgeg+lFFRIhbnNa9IzXcSE8H5vxrVuMxb7YMxjjfoT1+tFFU/gQMJjthJUY+bJ9zt71n6LaR6kJXuGckTA4BwDxRRSj8LYja0IiPxdbQoqrGhJVQOnUfrXtlkoMXIoorKfQ6IbHmuvar/AGX4g1WM6fYXsUs+4x3kO8BlHBBBBHU5GcHuDXKarqFzqUV1qF3J5lzOxaR8YySeeBwKKKuf2SH1M6xYpqUcwA3iaIZPoQwIqZJ5DI8zneYXUIrD5QeOcdz9aKK1eyMypPfXImDGUk4xyB61mW9zJFc+cNpcnB3DPB4oorWKVmBopeyZYbVyGxu5z/OpdTbc9tGVG1kyw55wcDNFFYfaEjdiRVWNFGFQLgDjGOlet6Oc2qE+goorE1gZ/jdR/wAI457iaP8AnXmuoeINTvLa3025vJpreB3lUSSMxLNjOSTzjbx6ZPrRRVf8u2U9z//Z", "info": {"video_id": "189235", "label": "moving hand away from papers", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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ISQQwxZeNtr7M/OOxx/X2rjVnodDNkxfaEtbgNLEsM+xZznDIRxyB1PJ5963YrRBo9vcLsjfyggUt0Yjn+Q/E1jaRuhsljlUpGXE8RwTlwCMfqK6250xJdYETR4BiaX5BgMxOSfasp2WhUYuQ34dMj63rhQjBEPyjHByQePrXbajah5QwKjPY96878OKPDvie1diEh1H92y7s4bqP1/nXpc4Lu7+yxr9T1r5HOISp4zn6NL/I7KXw2ZU+F0ZXwLZttxvlmfH/AAMj+ld7Cv0rk/h7CE8C6PgEBoS+PqzGuzgUccV9/HZHlPdk0Sf7NGpIf7MnwMfL1/EVZiUU3Ul/4ldxjn5M/qKYjyLQYA2naTdKA5EJtmfse3P4r+tZ3iXR7WbS7CK6hZhBc+QxA6KzjH8xW34PikfwvbxHhmxKCBjbk54q9q9hJdWs0TcrIyEjuGBBBH5V4zfLM9Jo8hv7VRf3WnFmjlsi6FgoG8A5Xj2DVVnESWMcGxxc+Y3myc4KjkYP1I4q94yimh+IcstswkM6rKoJxkFcEfXilktkfT7mbDG5llVY19gPmz6YJGTW701OWW5lzRT30TeXEoM7BZ3I+7twufaui+F+prDc3GmSnAkIlhyMBscHH6GqOkhYrGZZ1PzllJC/Tj8MVb8EWbTXCXax7VhVwGxzu3AfqDXFmKhPCzjL+uxdG6mjT8egSHSIQm5prsqDnp8yivY4l+YjHc15D4oYt4h8LRFcq95n3yXQ/wBa9liUbjnrmunIl/sUfn+bIxa98niX2FXokOPuioYQKuxKCOhr1zlR5l8YbWCfTtOFz/q1uFbaON3D8Vx/hIxTahLZonlM9uoZc5yeeldn8ao5P7AszGJT+/G4RDLYw3T0rA0S0SKDQ7qOPY7AhiR83Toa87F73Z2YZJpmha2Jjt4AV3eUzJtritSsY/KlvGhHmWtwxw/3SCR1/wAa9RmsyIyVbG45yPWuN8U2ipoN2S+Hlf5gRwQeK5oPU3lsebvKzX0zlBGk8mGTr+7Zgfx6D86qanY3MckUsjlruV8pzwq4GB+f8q19T8m51Yz2zKkCOqYGRjGOSD0H9DmrGoebeXunxQxZZpvLBHzHBHI/X9K157bnMk+h6FoepnVdCsrh1KSFgHU9mA5/UGrvwijUeFbiYHIlv5iD642iqOk6e9hYw254dIwGH+1g/wCP6VvfCuBU8B2RU/eklYn/AIGf8K8vIeRVq3Jtpb72b4pPkjc7mIfWrcSD1JqKFBxV6JR7V9G2caKuoqP7Nmx6D+Yr5ctdHjtLeSW4dTOGWYx5P97G3PuMnivqvUVzps4/2e3XqK+WLSNdSneKXUUtRGS6RhwzPg9Dk4z7VhWu0rFx0GeILOO5uGaKWLy4ojICnQHqPrkHBqvYy2cbTW9s8MEnkfIQdyyFeec/3gTz2qYRJBZrbxXEruYlcmRBgP12gjgj6+1c7rFnNp995m/O52XcBjBHBH5YrKCv7lymdLY/urG5iuZgsKsHSLtlvk+vHFbFnZm08K6tcshdwphR1/iUfdIHvuqDwzp0Wqz29xcRhYLePc6sOfMHT+p/Ku3SzY6UIdm1DIJHXHPUHH9K55zWxpTjpzFDQUGi/YtHGGza7pWHaQMOv1JP5Vj/ABScf2fp6EFjI0gAHqSK6KRooL57rYCZpordD3A3Z/mf0rmfiJJul0CMpuEk7j34dR/WvH9klmlOfe/5M6Ja0mex2qBIkQDgKB+laMS9OBUESAMQexxV+JQO1fZHkksSH+7+leffGC0iuNAtFnfZGLlGIA+9jdx+tekRKMV558Z1f/hFIim7ImTOwZbGccD8aipdxaRS3PIPt1lZzJhTGDF5UiK4PclOcdvwrLuIo7VFuUQ78O7FXwVDenryDxU8F5pYjhRtOcXSSB5DPDu80Lzg5Iz9PpQsaXluWkjjIw4VowcEnoo7gZrznHl3OlaljSrdtX0hJxHsFvNuLA43ZwMEd+nWvRJbPbd748Z+z9fSsvwtpIHhaOCAfLNN5gb/AGM5FdPPbARA9GAxmsakuaVlsdCSSR514xsZTHYy2jZltx5gCjktkV3Ok6kmq6Na3SjBdxuHow6j8way7yJneWR1OI49gIGcseBV3RNPk0/TLa2cFX5ZgezEsf6ivFzrkdKF/iT09OppS3Z1Pg+MJ4R0dAMAWifqM108IGKx9DiEOiafEBgLbRjH/ARWzEa+ztY8pu7LsI+lGo5/su4x18s0kRov+dOuB/0zPahgedeFSJ9ItpFBA8levfk1q3i8kevNc14K1JGs/IDE+U5j+bqOeM/hXTXrYXdjpXi6XPQZ4v47SK28W2ss0bPG6BWVe4yc/oarwQpdxXEsi7ZY2E0TLhSVxnH4jt61P8TZEl1O3UqCHhK7s/dbOQf51y0N8YrEvHIzMjp5pYHJ3Zzx+ArpSbgmjCe5uW85WC8uSMlW8yOPGQc8dK9E0q2i07R7a2SNUwoLgDBLHk5rzK51OOwtre/t3VnGwqmSQwBzzx35r1S3uoL22gmBzFIokQ+oIzzXz+c8yjBW01Oqg1JtmTrEa3Hi7wocHat2QvHUkr/hXrMIyc15nJz4z8ORYRla5ZgSeeFzxXp8XQV7eRf7jH1f5nLi3+8LsI6VdjzxzVKKrcZ4616xynA/F6U2+gW02GYLMAUTq2cjH9fwrD8FyNf6TamZArxsTtP8NdH8VfL/AOEbQyKWHmLwGAx8w5/WvM/h5rSi9u7PzCwVg8ZY9R0NeZjPj2O3DJcrZ6ncqFjxXAePXEOj8uFDSAZbpXeTyh4d4bqK8v8AiNqSjToUKhz5uSOxx0/WsoatIuWxzuptHcxQ+SR50qqsxA7r0Oe/p+Fb/haKS41ZLqND9migBHPPmNx07HGa4e1unTUFlIdoZYULEEfLkYP8iK3/AAhrDweLZ9OwUhnjAUejjkH8QSPyrnx9Obw8+Xe34dfwJozXNFM9JWVhI4GM9N3pXRfD22Fr4F0mIY/1TN+bsa5sTKyFXXafWuy8HxrF4R0hF6fZUxn3Gf61x8OLWp8v1Nca9EdFCKvRfjVOKrkZxX0zOFCX/wDyDp+P4DXyrqlvpsnmRRWUL3UjEZBI8knux9ueK+q70/6DN/uGvlm8ni0fVC6RQyo85yyfNu5OR71zV5uKVtzalDnbM2Vns1LJJunZdxXblVXg554BNZGoSTXOS6AxxsrFhyFHTmtTVbz+0AGit41Llwf4QgBGMY+v61nPJJab4XV/sw2s6H+Jc4J/P+lKnJ2u1qDiev8Aw9trefRI7gAlZ2L4bsemPoMV0t2ior46HiuX+Hl5Cvhu3t1PzQMyOD1znI/Qit+6ukL43ZBP5VyytzM06KxlG1FzfQ5IEUcglx6suMVi+M7eObXvDCfwJckdOpLpW2C7X+2PPAyfas7W3J8R+HLYqp3XajDHkfOhyPWvJ51LNKUV0/yZvtSbZ6tGMyNx3NX4hVKPrV2LpX2J5JdQHFcN8WJPJ8LCY52rIu4L1Ybl4HvzXbxniuO+Jxj/AOEUYyB2TzFyEYA/eWsqukWyoaySPCfJu9VImkWbyIsFIlOCmerH3wKw7x9k2XTysZQKnYDjqfXFTT6pNDNcRwTsUK7Dz19hSeW13qZBl/esNyKxwoG0c/X/AArzqbktXsds4xi7I9n8D7B4aslPP7kCtG9wFIX1rjvh/rK/2V9gPEtoxjb3HY1u6lqaxnJDAZ644rJ6NlS1WhAjMLkRdicmrn2gmdsDnpn09a4628SJceOTp0ZHlmDAb0k6j9OK61JEdSpG185z718zm6l7f3lpbT0Oii1yncWUWy1hQY+WNV/ICryKR6/lXy8/ifxHLdLHJr2ptGVZiVnYfdHTA/CtJ9Ru38t5dSupt8Slk85iVyMevXFfcSxKSukeX7M+mkXaAzMij1ZgP51naprmkW9nOk2qWSkoeDcR/wAs18w3E7S28domZLkxiMYY/KO5J7cVn362tpGBMN8n3UjhG1F+p6k1McQ5dBuml1Oh8PeJV0bX5Gk3fZ7qX5nJ4Xn5eP5/WvXnujdWw2NwRXhFrCjWLtclT1AJHT/Oa9K8Dai1zosccjl3hJjJPU46H8sVxTS3R0xnfczPF2iR3ZWSVCQv3iOuPWvNdMhkeG8AYDZtGSe4OR9ele/3tok8LAjOa8j1zR5NC1r7RbwqbedsOpzgHk9uxq6c9HEiouph6ivm3senRugXcMkjA3Y/T0r0zwdOk3hiBGkBMLtHn0wen615bqBjvpt9qojTf8qK3RVUc/Wun+HzvfarLo/9pT2cMgklhEahi7hCcH06cn2xXNmGFliKKhHdO46M1F3Z3trBJL498OOAZIomnJZT907O4r1NQFGWOB718zXV9fzbbhr2dWjQ7WRyrDOMjIxwap2FzO1+pubid2EwUF5mPGM55PX3rfLm6GGVN6tX/MzrJTnc+pW1HT7cjzr+1jycfPMq/wAzUdx4w8MWEZa58Q6agBwcThufTjNfNoMKorRn5UcSJI/UYzjj8arsWvJ1lz5EcSkqSgLuT3A7fU10/WpN7EezjY9U+Jvjvw/rPh46fpt+tzcGVeEVhgA5J5A9P1ryCwubmw1W1uI18p1wgC/d5z19ckc1Tnmhe98iKIIqjJkLbnc8dT/QVrXbxtCtsg3ypggjopHTP+FRVld3fUuL5VZHr2nX/wDaFghJIbGCPQ1zfizRpLvT50iALlCBkd6Z4JvhNFNCRtZNrFfQkAn9a7C4g82HkZ4rlXus3T5lqeJLClrAshV2kjgKAejen4ZPXtVPQ7mK11SC6lkb7Qt0gK5/hJHP4V1ni6zuNOjuJrckQyjbMAOg9R6elcPPGVhe7iBCSuQpxgqAeK3SU4NPqY2cWe53Ei7WLKRwfmFej6FF5eg6bGP4bWIf+OCvELy4CeGLa/sdb1GdGn+y5uYVjW4ITLPEOu1T8p3eo9wHf8LW8VxSw2cTafANuFItshQoPHLdeBXFlOGlhHOM3vb8LmmIn7RKx9CRg+lW4gc8V8/v8RPFEvkt/aixxyRht0cKDB9cYrOvfHnidbFM69qAuSmxFSQZd/XAA/8ArV6brq9rGKh5n0jef8eUwYdUI5FfIGuzCbUbt1l3MkrCML02lj82egq7qet60YQ17ruoJ2Cy3UjyOT7A4Uc1UsbdLq1LXC4wcg59O5qZzTSZUZct7Fa8ilTTbSSIFcv8xB6vgYwf1rRSA6hNFLdAqWhMbg8bTnBJwOlOt/JuNKgtppB/okwbI/iwP1GMVXudRBk2tGUBy5UcEj+EH055rFt7ILm94DuzZ6xqmlCUuiSBkY9wOP8ACu11G2dkMkTFZBzkd68z8GyhfFEEwVwt5G5APTIPb8q9i8nzYsgdqisveNab0MDQprq4trp5won89sDp8vGKZfpNd+OPCZaFgsd0xbB6dCCfbg1l2jq/jmfS7zUrqztZpdiyRTRxrH3yxfjGM8DknArntcn1W31iWI3l9FJYyyLG0jbZY+cc7TgEjrj8DXmUcDOljViG1a7/ACLnVTpuB9HxqQAef1qT7Rbwj97cRRj/AG3C/wA6+VYNV1F74/atRvpSJUEYe5cg5yckE9cYq4dshZyzOocOjv8Aw4Oc4r6GeJ5dkcSpq+rPpyfxHoVjGz3WuabCq8HddJx+Rrzz4l+NvD2peF57Cw1WC5umdQqQsT/EMn0wMGvHpSb+dXTZHFHl/NePJcnuo7/jWRdzQm88lFbcBuaaR8s39AOtT7aU00xqKTTQ4KTdWxKGLaQBg9STwx/Tir15p8n9ubUbbL5SzEYyAcDipbh0+zLbH55cA/L2PXJ/HtTp79fswdv3cpiXe/UqOpH55rn5n0NOZ3NjQLpbPWEgQhRK7Fh3+v09q9AnhE8GCOorxzR7qaTWLd0DnEiux7BOgBP417daKJYFPtUTjZ6mkHoeZ6hpC6R4jtdTTfhrhA2P4SSBn6V38skZPzBlPqKyPG9q0eivKhKtvUZHoaz9Wstf0Tw/pV3fXt0s93v8yFkwIMBSgY4+8Q2cdvqDXmZhgp4jlnF7aGsJqDsedyDdFCckfJI5wep2k/lxV++uZPtdtGhCCcJvKjB+4OnpRRXtdEcj3Kt/eyWkpt4VRUQrzjknA5J7msu+neeZd2AAM8fSiiqgtUBtGNWcR8hAFcKOgJGa6/wBO5luVz8vynAH1FFFc8yqe56YoDR5PpXL+I7OGe3kjkXKsvNFFZGx4lasbS+k8vBwzJ8wzxzWpo+oT6JrEF/abPPVpOXXI5UqePoxoorsl19DBbli44siP91fwyKgs3MeqLKoG8zIpPsUII/SiisaHw/eOZLE7+b5zNudJAqbgCF9wOmaz57u4EhbznJHy5JzRRWkVqQjPtriSG4EqkbmO1iRnIPWrov5QxTCHDYBxzRRWlRIR3Hgm4Y61JGAqq1sjkD1yRXqkYBiGaKK4pbnTD4Tn9dtYZoXWRAysMEHvXkl5p8Nrb5TeVWc4RjkdcUUVdH4iamxqX/iyXXooYpdK022NuFiie1SRSkajhAC5UDnJwOTzWNdyyebHhiCWkBI69KKK1S/esjobmoP9ggeSBQCFQAHnHAp8sSwRW9wvM0iRs0jcnkcgeg+lFFRIhbnNa9IzXcSE8H5vxrVuMxb7YMxjjfoT1+tFFU/gQMJjthJUY+bJ9zt71n6LaR6kJXuGckTA4BwDxRRSj8LYja0IiPxdbQoqrGhJVQOnUfrXtlkoMXIoorKfQ6IbHmuvar/AGX4g1WM6fYXsUs+4x3kO8BlHBBBBHU5GcHuDXKarqFzqUV1qF3J5lzOxaR8YySeeBwKKKuf2SH1M6xYpqUcwA3iaIZPoQwIqZJ5DI8zneYXUIrD5QeOcdz9aKK1eyMypPfXImDGUk4xyB61mW9zJFc+cNpcnB3DPB4oorWKVmBopeyZYbVyGxu5z/OpdTbc9tGVG1kyw55wcDNFFYfaEjdiRVWNFGFQLgDjGOlet6Oc2qE+goorE1gZ/jdR/wAI457iaP8AnXmuoeINTvLa3025vJpreB3lUSSMxLNjOSTzjbx6ZPrRRVf8u2U9z//Z", 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", 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", "info": {"video_id": "189235", "label": "moving hand away from papers", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "189235", "label": "moving hand away from papers", "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": "d9a40cbe8b49f6bb291f0a953d1be42c377508b90d4025a1a69e153677880f31"} +{"episode": 72922, "episode_seed": 2404097375, "split": "train", "timestamp": "2025-10-13T03:36:33.950541", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2404097375, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting iphone with nail clipper 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "11338", "label": "lifting iphone with nail clipper on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "11338", "label": "lifting iphone with nail clipper on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "11338", "label": "lifting iphone with nail clipper on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "11338", "label": "lifting iphone with nail clipper on it", "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": "674f9191465656a61a6e23a561b3936967b247ec6056dcbdad3fc646603ad346"} +{"episode": 72923, "episode_seed": 2708752640, "split": "train", "timestamp": "2025-10-13T03:36:35.310608", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2708752640, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 5 books'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "113173", "label": "stacking 5 books", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "113173", "label": "stacking 5 books", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "113173", "label": "stacking 5 books", "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": "efc2b5c48a996a4b3179b4e38b6a681bac78bb12d921b0040f5ca12cdc0b86f6"} +{"episode": 72924, "episode_seed": 1397168499, "split": "train", "timestamp": "2025-10-13T03:36:37.673089", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1397168499, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving an aluminum can down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56438", "label": "moving an aluminum can down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56438", "label": "moving an aluminum can down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "56438", "label": "moving an aluminum can down", "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": "0db8ddbd24c0dd9677ef3230c972888109127fa544251ae0345253d577c3f330"} +{"episode": 72925, "episode_seed": 257951812, "split": "train", "timestamp": "2025-10-13T03:36:41.592283", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 257951812, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling zip from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "211033", "label": "pulling zip from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "211033", "label": "pulling zip from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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nIYIYL2ZZZ54WRcrtbBI/GpDcahcjYtzPLEDx5hroHi1Z3xusL+MeqglfbHWntaK6AXOh3BYD70AK/pmtvrMua7jf0a/WxmoTUUrHMsskbbZVVx1+Vg2K1tPvrmGIx2zpcQEYe2k5Uj/dPT8KtLp+kO2wXk9q+f8AV3K4x+OKjvPDkyp58EiSqOVeM/1FbRxNKWj0fnoZtPZEDWltdyB9Pm+yXOc/Zp2wAf8AYf8AoalutTmJFr4hspZHAwlymFnX8ekg+v51kTXF3F8l1Csw6ZkXB/OpYdd2RCB1LQ/88Z/nX8M8j8DWslcE3HQr+IpdRXw7Pb29xHqel9RxloD67T8yH9DXGW12YorK9X/WW7hcjoQT0NdZqh02eEvA81jNjjkuh/Ecj9a4yzjb/TLXzFdiDt2/MGPtXBXikzsoy00PTLXjCQwpCB0aQZP61oLp+q3HEN7KfaK3c/yWsN/E2rKeNUe3A6LbqsePyGarSeIb2UES6vfyAjBBuXNZrCVHrZfn+aJ9pDsdrb+HtXI+ebVf+A2j1cfStWiUlLu6AP8ADPayAD9K84OtEnLT3TdOsr9vqasw+JZIMeXcXiYz924Ydev8VV9Wns3H7kHNB68p3UFlq0jc3Mzc8+Tayn9cCrdxZ6lBhTfyIAPu3Vm4H5kGvPm8USyDDXd6w44ediOPxqzbeLZYExHf30PXhJ2xz7ZpLCvry/cv8htx/lOqNre/x2OmXn+1E4Rv51Xm08MCZdPv7YeqSBlH5isxPHF2c7tUeQHkieNZP/QlNSx+MXyONNk6cmHyyfXlGFUsPUj8P4Nr/gGbdPsyGa10wMQ19cg+jQ7sfkajXS7KdcQ30Tv2Rh5TH8+P1rYTxZA6DzdJDnu0F4w/Rw1K2taFdoUube7g95YEmX/vpNrD8jRfEQ1s/wAH+WpLVN9TmLnSzbXC/aBJAMHb5ozu+mOtILe0/iuyT6CMH+ZrT1WXQ7byity13Ec+Wlod+w99wYgr26iqqeINKRQotdTx6fuB/SsnKtN3V/lp+ZpGMVGzZB5GmYyy3Tf7SxD+lSiLSHtVg+13EWGypeHkHOasReI9HTO2z1Ref4ZIBx6/dq3F4j0l87otSAxwHigl/wAKIusukvw/yBwpu3vFCKxsGb/kKRux53NnNWf7K8xSbc21x7edg/qKuDUtD3nFyUXkAvpzZ/R6nW80a6XYt/apjH345LYn8RuFP2tWPWX/AID/AMApwi/tGHLpdxGDnTMe6En+VUMXcJIj3fR0ziulk0+Mjfa6zgEZ2reRv/Ngas6dpVy8u7UJmuIe0bqOfcn/AOvT+vSirtp/en+pUMLKbsjF0nS9Z1aQqsAjTH+tkfav6DNZmpxXVjdyWl3bSJNGeVZ8/Qj2PWvYHt44bASRgKAOAPpXI+IpbbV9cluUs45QESMO8oUNtUA8Z9c0qeOlKT5loXiMJGnFOO55lfIzxsBFj6E10EcmhwDEupxTOcZK20jj+lat1pz+QxGmWH08wg/nXnZu5nHyLkDuFJrTmjW3fL6NHPDnjokdqmo+HUYH/SnOfvR2IAH/AH09XIvEGjoPlTUun/PrDj6da85a5uT0OPwpBNc/89DUOlR6yf3/APAN17V9D099T0G4TcwmUggfNY469fuv2qe11XQoCm2SbPOQmnr/AOzOc15ZHPd54kb860PLvFjUi5PnH7sY71cKEJ7Senp/kTUnOFua2p6ju0C+bcbi0SQ46pJbOM/gy/rVj+zb54f9Cuo7635xHNiXGOuGXOP0rz7STrE7tHJEwwBtMkfDH0zXRS6df2lv9qS1Dsv3hC+1gPUetTJU07c/3r+rB7KpNXcSzeaaApM8UtmR1ZWEif4j86xZdMtd25dTtiT67l/pXYrqNwlsN100w25KXGJB09+aSJtNuFMs2jQhj3gbGfwYEVCxltE3/Xr/AJjll81qcXLoVw8ReKRZ17+U3mfoOaxbfQ7m7ubg2vknZjeHBXOc16JLZ+HpmBDyWMg/ieNlx/wJCw/QUi2sltP5kk8NzDIMRzo6uWx1BYdcVdTFzjG/6W/4DM6FC9RQlseYukdvO0UsHlyxnBAHT8RV601J7Ng1ve3UDDvHK64rc8X+Hlvrc3toSs8KksqnG9f8a88QHr58g+rGuqjiqdaPvLUmthZ03pseix+M72RdtzdWt4M8/bLdHbGP72AavW3i62UjfpdqCRgtbXEkP8mI/SvN4kLAf6Vn6vUwguJZFht3eSVzhVUgkmrlRob8tvTT8jKPtL2TPVV1/R7hNty10iHqt0iXKL/wIbWx+dTR6XYTBZdKm8t5BuU2krIzD18qUAt+GaxNB8C/2bDFfasRdSEg+W33E/DofxrtvGEds/w8e8dI3uY5F8kEcj5tpUfUZrzHVhOooU72fzO94acKfNPVnJahDexsY5rWK5I6mMmKT8UP+FY8trC2fNtbq393gDj9MGooPFd0kQt/tcqqOkVwgmUfQOCQPpitC18UkNhrOwm9fId4G/JWI/Sun2FeHw/g/wBHocfPTe+hh3ej+fE32IxTtjlYnKsP+ANz+VcJul07WiMtGWO1h0NewtqOjagii5hmtZP78qiRVP8AvoAw/FTXBeMtHux/psdxFeWykFZ4sOQPdh/XFZzqT+Gorev9WZpRSv7ruXLrSfs0Jke4LMP7qhRWbhMgHceOcmuk1hCbbA7mufEBJrgWJqSV5SPXWHpx2RGVUA8KPpUbc45J9avLZswPyk9quJpRI5GOCan2pfIYyJwPlzSm3didq4FdFb6SWAGBz3rRi0UK4VuvfFS6zWwezTOI+xTtnlqYbG6ABVm6V366VChPy/nUken25jQlOSKf1qa2JdCL3PO/I1CPlXI+gxTBqGq2rLl2wT65/nXozWdsqhjGvFc5JDHqF+QiKsMecYHJ9/0NdWHxVWd23otzlr0KUbJLV7GRLez3k0vkK7rEBltoU4PqCeKoPdTAn5m/MVvfZkgivBEuMgf1rn2gZm6Vaxs5N2EsHBLUaZ5sH95j/gX/ANam/bJVOBKc+xNTJYs1WIdJd2OFNDxUu4/q0exXTVLkDHmNj/e/+tV201udJFjdhsY4JZc8fhT20gRANKQoIra0fwo17coUIAOD5nXYPUe/8qtYqaXM9iXhoN8q3LGiWya7qiQLAjxL80p4PHb869fs7Dy7QKqAYGAAOAKoaJolvpsCpBCqADkgcn610kLLsKkYO2uHE4h1536HXRo+xjbqcX4n11tM0pbWIj7RKxwf7q+tcaniLVIlAGqXSAY/1ZC/yrodbsbbUtXeWUFwBtHPGBWc2h2G0f6OpOe9XSxlCnHllC7Oetg6tWV+ayM5vEupBf8AkM6ln3uG/wAaxNRG2BscAV0r6JYqOLaPI9q5rVciAj1qa2JhWa5I8tisPhZUL3le5zxwGHPNavh3TRrOu21i7FY3bMhXqFHXFZJjJNdV4BTy/EDSt/DC3J+oolK0dDaMbyJ/E3hZdBuFu7SVpLJpWj2vy0bDoM9x710tn4Y0mSGGSaDzJVUEuT1NWPFAGoeEb1V/1gzKn1BzWRomvC506N9wyVH8qPbz9ioxfXUqNCHtXKSvorHRrbxRyBYlCovGBWvCoMeMVhWU/n27y5/ixW7ZtmMZrlbOixw/iW5bTL6WPPyMAy/Q1Zg1JUtkXcOlX/G2ji+s47hB88ZwT/sn/wCvXnrXM0M627ZDdMVoldC5jtrG4+1StzxnFONotvdF1RV39cDGaj0i3MAQt3Ga1L9AfKPc5/pT9tNRcL6MzlTi2pW1RCF3qQK8x8U6K2l6gXjB+zTEsnH3T3FeqwQ5wRzUOvaMmqaXJblfnxuQ+jDpShU5WKcOZHicVrJczpDErNJIwVQO5r1jwn4WtdB2S3B8y8kHzSdh7CsTwhogGqNcSpzCdoBHRu9eiyW+9QfTkH0q6tZy91EU6SXvGvqAjGkF+NqgGuG1W7/tyCK23SLZwyl0IONzEYJ+lX/FOotJY2mlRuQXHmTY/u54H4/0qhFEFtUUDiud1HD4dzbkUlqZE/hxZmKi4LDGR5kYas6bwrcj/VzRH05P9c11obLgexoOMgfWtI5jiY/aMZYKhL7Jwr2er2GMxGRf+mbZ/Q1z+szCaNvMieKQ99pXNepSqAPfNc5rtsJLBxjJAzXRDM6svdnqYSy+knzR0NWe3SePB6Hgfj3qCDSYgctzzU/nr06AHj8qmSVACc9VFcN2dxXe1RJIAijBckj26VKyAIR3wT/n86e7qrj+9tIFRTOGXAOV2gf5/KqAsQoFEZx1PX9KsO2LhVHOagD7WiXdnFDPuulOcYFICQuCOnXFdJNaWo0KPcAoRh83pniuGvrz7PbuQeVxU7a9LdPbxsT5MYG2M9Gbux/kKpRAra9LLaS/YQf3rnAx3B71FDara2ZIHzNgk1s6haJeyW195Z82NSowPvA/4f1rnbKCfVPFM2k3GpT2ke2TygiB9zKhYL6AcHk+nvXTGTdP2NPrqzknC1T2s+miFt4POMidS5ArWufBttBFAyyNvZSGz0Lda5jwzezGVnuJGb5oyNx6c812V3q5udQMSDKRcL7nua55JxlY6ItSVzFGnQQsF2DcOuahjdIrZpnAVQTn6VoXzhN0shCjHJPauTubptZuhaW28QRjJKjOTWtGnzu8tluZVZ8ui3ewnmT63qHlQLhT8h46CvXvD+nJZWscSqPlUDOOvFcn4a0RLRxJsCjA2r3+tegaeu0CrxOI9paMVaK2FhsP7O8m7t7m1ax/IB3pb4GGFnHUKasWijAo1NA1m5HZTXLE3b1PORzJn60rYBpBw9ZXiW5ntNJaa3kaOQOoDL1xXPFc0rFt2Vy8ybs1yV3bi4TBOPSrmqyNb6JDqNhreoTBrn7Nm4iVFnITczxY52qcKd3qPcCq0y9M4APH5V1eylT3MlUU9jOj0kZy5/KtDT4GtbtBE20SAq577c04SDaST1UcelPttz3iqOAB8xqm2NbnTXs6tZtGpG0pj9K8v0iW4tHnjjG9I5mQqOo5rvrqTZGQOmK8suNRm0/WrySHHzSZww4NbYeDmmkTXnyOMj1jw3dGWydDkMH6H3rrLWUBQM15p4P106hcS74xGyqMgHg13VtKWbNY1IuMrM0jNSjdG5cRrcW7Rt0YYrzzUtIT7bBKRh45cN78130ch2isXWbbfdwOOA7gn6is7tbANKCNkA44FWLoZEH4/wBK5i3uftvjaXTL3U7u1t3l8uN4pY0WPoSWLjGMZ46k4FW9KnvTqeo2l3Lcv9lm8tVuMb05I5xxngZxxWjpSUeYhVU5cp1NnGAKmYDzMdsVUgk2LUvm5cGsiyla2iR30m0AAtuwPettlSK2Z2OAoySewrKZvLuQ3Y0zxHemDw9LtbDS4jX8ev6UwOYE/wBv1C5u2ztJwoPZegrRiffCv1NZOn/LbscdRWjGdsSEnjmsZFk5yJUPPOf5UH730obiRPTBoP3qhjIpKy7yLzUdSOKd4juJrXSzLBI0b71G5evJrN17TNc0LRdMvru7uhNemTzYimBDgKUDHH3iGzjt9c1vRoymuZGNSqouzJXJCCnRMQtFFUaC72knBY84NN3HJGeABRRVEMs+awkUA9BTmcgqc880UUhlWW2jvLgQy52EZO04zVSzUf2nt7LgD6UUVothHbSqF08MByBXmd9q1zpXit762KedHK23euR8ylTx9GNFFXQ+Izr/AAjNM+QMB2ArqdEAYyswyc9aKKmp8THS+FDtciSbT7lGHBQnj2GapeFrSGLSkdU+eRdzt3Jooou/ZW8wsvbX8jsdOA8sN3rprP7i0UVgzY3rXtUt2M20gP8AdNFFVEze55q33z9axPFn/IEb/ron86KKwpfGvUufws5zWPEba1DbxS6Zp9uYEWON7dHUqgzhACxAHOeByeailJCj6UUV6FfdHLQ2YRu20DNbmjKH3u3LEmiisZ7G63J9QPzEV5lr8a7vMx84fGaKK3wvxEYn4Dd8BHM85PXaP516lZUUVGJ/iMKH8NGnGTTrhQ0QJHRhRRXMao8z1HWG0zX9TQ2FjeRSz7il3DvAZRwQQQR1ORnB7g1reGryfUL3UL26k8yed1kkbGMk5oorsn/COWH8U6xfuip4gCpPpRRXGdTIbvhc96xPFEjHTLBSeC7H9KKKYzLsCfKUe9Xl+5t7DP8AOiispFFjJwn0pzHgfWiisxmH4oP/ABJmP/TVa5e917UtQ06DTru7mmt7eR5UEkjMSWxnJJ5xt49Mn1oorvwvwHHX+M//2Q==", "info": {"video_id": "211033", "label": "pulling zip from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "211033", "label": "pulling zip from right to left", "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": "161b738800bf4f6f947fb1942b09d7422e2a005a9635d2c5224ef3df32ba043d"} +{"episode": 72926, "episode_seed": 3355116051, "split": "train", "timestamp": "2025-10-13T03:36:46.882851", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3355116051, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a cup into a shopping cart'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "20743", "label": "putting a cup into a shopping cart", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "20743", "label": "putting a cup into a shopping cart", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "20743", "label": "putting a cup into a shopping cart", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "20743", "label": "putting a cup into a shopping cart", "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": "1e934cadf9d2b7112fa206619198e59e18a3393ae78bdcb71beb5a5b3b847904"} +{"episode": 72927, "episode_seed": 692879998, "split": "train", "timestamp": "2025-10-13T03:36:48.374922", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 692879998, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking hair band from cot'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "191079", "label": "taking hair band from cot", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "191079", "label": "taking hair band from cot", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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Owxj+tXCV3boN90ayYBIQYGODWdc3QjmCIqsqnLEjOTVucsLWLGRkc4rPhhWS4Y/wjtWM3daGkLbsqap4Y0zVoXniUQXPXcvAz7jpXLQeHXt5pGmniYAMi7Gxzjjn19q72IFomDfdbgj8a5gzwRXUdhOwubyGRV3KAHcEjAb1IGOa8fMMJDlVVaP8z08NjKzg6N7oTTrS2uprdrsymMMGHmMUKkYz0wR3/KusXETkqMqfblf/AK1cRPc3c9tbzyOFaCVDsj+8ecEk/h06c12kMhb5mbk08rnL31JK+hz4pN2bI5Yk5kaUlhg5HBppvQrFPLWZmwDjgD/69XHKyRlCQcjpUIWI28iOcHcMj8eK9qMl1OBt3RIGMrBiuFUZAHWqE6CJ0nkyil9rBh1B7itAzxxEuBkgdqzNTkd7VFk4aWRQFx0AOauEruwPY2UAGVQEVn3F0I5giKrKpyxYZyatyswtYiOCV5x/KqMMKyTscfKo/Osp7aGkLbsg1Lw7pWrQvLsWC4PPmAYwfftXKReHo7SeTz7qOXGY9oG3BI49813cQJhO/oeDj61y73UdtfR6US13cQuNpfhtpP3Se4Awa8fMMLT5VV2f5npYbFVnF0ru39fgP0y1tlmtmvbdiuRhJgWO7jHHr1roNSj+0G1jjxEYix2ABcZx29eK5CT7TcQRs0hmmglRliQYxg8/j7+9dpeW8SQQFQkavk5UdehrPK5y9tyytddvQxxUVKFpDLlbh7EiVw4UHgKAQMdaHR2VVgX5cD5s5zTgRJ8qp8pHJNMspof3lu7oJITg/NjI7H8q+iUtDzeXlldDhGsaqbg7Ap+Zuoz7etSAo6KEYO7d/QVUhvtM1O/m0+K5E80SFiFJKrzgkHpnkVoW9v5axhmHA+Y460lOLV07lu63KshYllhReOGIAzSy2SPbPC3PGc+h7GlmZGR/JXYBnDDgmiaZYLJJcFnZcAepq+qYpWUWYlvo2mxyQ3Ue63llTDKnK4PXr0rC17wpfxTS3kQSaFjnag5A+ldNFbs8mzOdq8n0q/FI5tmWMkMemTXmV8BRq3Sjb0PSw2Pr0WpXv3ueaaZHeJJOYkZEaJlbeCobkcc9+/4V1mlC/n1O2eGWOERn5kYlgwOcjjFNZ3ljR538hnJE0UuOO3B7qefeqiaisT2T2cRjgEipIWYgEE9Aevrz7V4DpujNQmrpP7jsr13iJc9tzo48KQckmr6uWPzvgDHArOjdE5B/E1KgaTDSHC/zr65q54zRpTzLIECgENwarLd/ZlAmbEcakBj3A71C9x5ksMYIVAcmm3UgntZohycfLnrSsktTKcXa63ETUXuZY5mdYrXzMc9Thc05GSa4e9l/dwDCpu9KwtNia7ukhXICnc3sK2tUAlWC1gChV5OWxQ7bHPDn5XLdlq6u7S4UhDyqZDA8H2ot7YtaKVIPmc8HisqKzMqiMqQVUlvbFTWV6bIkEFkY8jPTHfFOVHqiIYuS0mi7eMtlFFvGQ0giGPUg/wCFedaPcG7v7hbkGUvHI6bjkKdp9fw+ldr4gv0m1fSLKBgzIZLpx1xtjOAf1rjNIglsrGS8ddzsT+7ztI2+/wCPSvAzCcpTiukb/ofSYCMfYz5t3a34nSaXIxtg+cl3yExggEd/fitYXaof3h4A4Fc3pNwTbjGdgZgpxjgMcfjgirUhYKWc4GOld2DmvYRt/WpzV6bVRpm5Dqv2lCBgKO/tVWbWYrFfPkOIS5KqOTk+g781xsuqXW/yLdynGDgUyZ5LaFXYCWTOMu3Qe1Y1MyjB8sVdgsC5JN6HVLqIvXe4uWICMoWJT1Gef0rTErSs+o3C4jQBY0B/SuT0a2kln2vnyC+GfOf1rrr6VJYktUOFBydtenCanFNdTy3SnGUl1HrrRlVd0QWIZDA8n8Kk0yWG4jZckSnnkdvaq9tp5eVI48tF94sfTv8AjVV3MErmNijZwMHHFbeyhJe6cnt6tN+8autt9g0WeeM4ZQqp7szAD+deeFpk8aXEiv8ANHcOXwcnaD09+3FdTr+oTXsuiaSUO64uEllI7qpyOP1/CsW3sEGqX8uGeWa5JV8dASSRXgZi3OXs30f9fmj6XLJKMJNr4kXdO2x3U+GRw0pQkr0APA/UH3rUE7EtubCrnNYOmW88M0/2lssGiOc5z05PvgAVdlSRkbPygKQSeKMv15pWs9P1JxMEmuo+TW1tbZ5zlscBfU1j/wDCQX1xMzRRIMnPLHGPSqNzci6VbaDlVbLN2NXESG3sy7YyvJJrDFY6canLSZrSw0HC80T2+q3k9+Y5ZlKhlzGowFGfX1NdOd0srXV048uHgBBwPYVwej2kt5qaDMjCVgRK3AAHoK9DvkiFmtpG2PmBY4z0r1cBOc6S5zzMZTjGo+T+mKNailRB5WIhkEsOfwxUmlSQXETKCfOY5wwxx7VTt7BmlSFTujJ3FscYqBma3kcxMUOcAqccV6XsoSXunlfWKtN+8auvN9h0S4mjOGUKqf7zMB/WvO7sOfG1ztf50uGY4PXHaup8RahcXa6Lpe3DXNwkjtnGQpGOPxz+FZa2UY13U5EXeZZwd2fuZbp7dq+fzBucvZt7P+vzR9Llk1CMpP7SLVm4j1C78uRl3THdkc4Jyo+mCDSeL9TnsrHS1glZC6MWI65wv+NVLG3ayuriN51f5IygB5xnPfrjpT/FBScWI+8EEg/Uf0xXFGTjBz2kaypx50tzmxe396Bl5Mn1Y0sNlMZP3mQDwTV6CWOBfuc9BWdf6jIsvlDEan7xJrl9rNvc6eVbWNC1vbG2voorIxRyQgq7K20vk5696686wfskUSzrLII8SSEdT7V59o+lm81QNbtbtk5AaVQfy611c0L292Lcom44A2jgmvoMslrrF+t/0PHzKLUbxl8rfqdHNqEEsPlwK0r4+ZguAMVClxBMYxNLnBwqp91D6nNOuAttpZgGPOcAMelUbezkeZYAAxcg5HTFe1Fxe2h49V1I2Zp6fGk0UkiOCc4wDn86dqBGm6bJOeRHt/MsB/Ws5JGsbhjFjK/KMimeJdVFxYadYxgia8uo9w7bQwP88VzYi9GDkv6Z0Yat7eXKzmJ7tx4zl3qZIhPt2E8DaeDj2xWnZwJJJLBcRF0SUoq5GBtJ5/M1S+yNN4l1O4kIB84hE/vAtjJ/CpdMnke6uPNQoco+3oOvJH1AzXy81zSkp/abPp60IyinDolc27K7huYjKhBweQeoq6srS/zJrx+PXNThfdHeyoT12nFS/wDCTaz/ANBGf/vqvUpZkkvfRwTwt37rPVGYLMh5PHAFRySCOUyO5HPHvXlp8R6wWDHUJyV6Hd0psniDVZm3SX8zN6k1Uszg9LMj6rLuesQ3EbIXUBSDw3Q0wuBJ5kjYXOM4/pXli+ItXVdq6hOB6ZobxFq7rtbUJyOuM01mVJdGRPB1LPlauex2NybqWaCJFKuoHmHjGKzUUPeFJCFUMc/hXmMPifW4P9VqVwn0amr4l1lH3rqM4b13VazSktkzkeVVZNOTR38TrP4g1rUjxFbQ/Z4z0+YjsPz/ADqCzKpHgx4Kq3mb15AJGSVHt61wa69qixyxi9l2SuZJFz95j1Jrc8I/aPEOtf2ddaxcWweCQoUTeXZVLBc9hwSSfSvKqVVKV1/Wp7NKHIrM6uwMYubq3+UFZnK44JyzA/8AoINUtXu0tRsY5lYYVB1+v0rgpNX1CSR5Gu5S8hyzZ5Jznr9aia/u3lMr3EjSHqzNkmrjinCnyQRPsU5czZ12n2wO6WQjPWotStEuJ1wQ74AVVbp659K5oatfqMC6kA9jSrrGoKSRdSAnnrXDThaV5HQ32PTtFjaK1bI28cjNXpcJE0i9Vx15ryoeJNYXpqE4/Gg+JdZKFTqM+0jBG6vchmNKCSUWebUwk53s9WetWFxLc3qEP5UYG07T2qK7SMaq6oN0YcAAmvKY/EesRDCahOv0alHiTWAxYahPk981qs1pJ7M4HlVZ7yR6Rk3Hi+6vpCnl6dbBU5wocjp+RNU4UkEh3sVSRmdiF27Tg5zjr1HNcEviLV1EoF/MBM26Tn7x9T+Qpja9qjuXa9mJPXnrXl1q8ajul3/H+kezRp+zWp6E/GqqHUKzpESo9yi4/Na57Vddn1RjDCDFbDqvdj7/AOFWdejitvDdrrGma7qM5+0i1DXUQjFwVXezxc7tqsQDu/vL7gcULu4HSVh3rGVWXK4w0uaKEb3Z1ljDjFb1raRXS7Jv9WPmP4dK86XVL5Pu3Mg/Gpl13VEUqt7MAeSAawo04xqKU9UXOTatE9WsjGrOEjAQLjpT5WwGkyTtHc15UviTWF+7qE4/4FQfEuslSp1GfB6jNe7DMaMVZRZ508LUlez1PWbG8lnvEELGJMbTyDkHr2qO/jjj1N0Ql4ww4J/SvKY/EesQ/wCr1Cdfo1L/AMJJrG4t/aM+4981os1pJ7M4ZZXWlvJf18j0or9q8atcyFBHp1qCPQM2cfoc/hVNQ7XBlkY7Xfc6nHHU8cenrXAJ4k1iNpmTUJw0x3SHP3jjHP4U1tf1VvvX0pOMZJ5xXmVq8Zu6XVv7/wDgWPYo03T3PQp/3d3Az4JaGPPTs54/JRVHV5C1tZ8ZLKX4+gB/VayvCNymv+IYNO1vVbuCGb5EnSaKNY8nJLF+MY3cDknjvWTrt3qNnrN1YSz3i/ZJ5IkS5wJEG48MBkZ45wSPSuecuaLRolZ3NeSJnMZRih3YOao32kFbl5pvlgPSSRgAfpnrWMNTvAc/aHyPeoXuZpHDySu7Duxyf1rKEEtzVy7HbeHNDRopD9oiaMAb2QMGHcdQPTrXVrcxSS7Aofg53V5Wmv6rFB5KX0yx/wB0GhfEGqp92+mH0NephsVRox+F36/1c461GdV6v0PUZ3MgJ3E4Gc1ZsL11nhS27ZDbxxzXk/8AwkWr8/6fNz15pI/EWrxHMeoTqfZq61mlLrFnDVwFafwyVj1W/iEOoNHvLLxkj3qlOn2vxtZLsIhsLfziDz64/XFecHxJrDMWOoTlj3JpE8Q6tHPLOl/MssoCuwPLAdKzr5lTqRUbPf8AL/gjw2XzpOTbWp3glZ76RwnEsoKsxBzg/p+NLOx+1hvMISSFd/fOCyk/+OmuAXXdUGAt7MMdMGun8TaJr/h7w5o2o393dCe9EqywshAt1AUorH+8yuTjt9c48vnjax6rV7W6HD0UUVkMKKKKACiiigAooooAKvaRqtzompxahabPPiDBd67h8ylTx9CaKKAKNFFFABRRRQAUUUUAFFFFABSg4IOM0UUAdB4g8WyeIra3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz61z1FFABRRRQAUUUUAFFFFABRRRQBraNrzaMk0Z03Tb+KVlcx3tv5gVlzggggjqcjOD3BqnqWoXWralc6heymW5uJDJI+MZYnJ4HQe1FFAFWiiigAooooAKKKKACiiigABwcitfUPE+sapo9tpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFAH//Z", "info": {"video_id": "191079", "label": "taking hair band from cot", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "191079", "label": "taking hair band from cot", "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": "22a12760699387c7a3c7b31bbc92c366a9f05f0bb4f3a574f5f88ddcd3157f12"} +{"episode": 72928, "episode_seed": 1822386141, "split": "train", "timestamp": "2025-10-13T03:36:49.446449", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1822386141, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spoon in the air and letting it fall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "102784", "label": "throwing spoon in the air and letting it fall", "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": "102784", "label": "throwing spoon in the air and letting it fall", "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": "0e2821ee89fe88d65cd223ff052e7cd1467174141ceba65e65c847e23e27ceaf"} +{"episode": 72929, "episode_seed": 3322928730, "split": "train", "timestamp": "2025-10-13T03:36:51.415315", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3322928730, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bouquet in front of pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "17419", "label": "putting bouquet in front of pen", "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": "17419", "label": "putting bouquet in front of pen", "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": "961223094d01ec1caa2216d796e9c3f2e01382e6ee97ed09ba2ca8872afa25ce"} +{"episode": 72930, "episode_seed": 3647466688, "split": "train", "timestamp": "2025-10-13T03:36:52.355176", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3647466688, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 zippers so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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PtUanLUjSOw4nc4FPY7ENNHLE0yU5dRQNskVpFdDEhkcHhR3q55jyWhLDax5IqjvMTqynkGp5mK24wcEUxLcv6fqDxwDdbTvk/fVCQavnWbXJDJKpz/EuK9K8HRGHwtpqN1WLkfjmm+MkSLQHlSOMSeagDbAT1PtWvsrq5z8+pxPhq/W41+JICWDI+/jouOv8q5u9062giaRQRz0zXa6hFHp+ipqOkapd4e4NuTJAkSz4TLPHjnaDhTu9R9BxOrS8xx59zUzVkkXDW5SJ6CmzHcAopoOWpcZfNZmw8YSMk/Sqkys2wK21g2Q3pU0pJYKKim4K49aaE9i87ubAB2yw5J9afZWmq7POtxEyyDIy3NVbkkwLjr0rqdNXy7aJP7qgU0TJla1h17dtWwErEcBGGTVtRrStvl0O8xjnEZrotFfbqduc/wAYFd9GcKea0jBSMpSaPF5NV8viazniP+0uKrMkepjcySbU4Gfl613/ANo+3+Np9MvtSube3aYpG6SRIsXQkkyDGMZ46k4rmNTe6j1K6s7l5yLaVo1ScKHXBxyF4zwM44pShZDjK7Ofk05Eb5ZJlB9WqP7K2flupRWxIokiKn8KzmQgkd6x1KkrEJtrnIK3zceop5XUFHy3u72K07PbvUw6ZNauKJuymt3qQkKB4nI9RUytqzfN9nR89cEVErAXchJxzxmtq1b5RU2KuUUudTRsvp0h/wB3mrH9qyYAksrlMH+4a24DwMda7rQW3aXFnBwSOfrTjBMUpWVzy461aZwwlU+jLjFXNC1JJNftEgcsXfaRjnGDmu48aQxJoEkqxRiTzUG7YCcE/SuW1TQtR8M6Xp2o75ILm78zzEWIL5IAUqC2PvENnH/16v2dmTz3RiDpTJRmNveiisTYwmcqxHoaliY5oorVbGL3JpSTA2fb+dWbeiinIEacCKOQMH1HFX7OZ1vUjzkbhyetFFSgPS4mJA9xXm2q6hPpnjC8vbfb50crbd4yOV2nj6E0UV0vYxiYCgLgDsMU80UVyVPiOqn8Jzc3+vl/3j/Oo060UVJoh603+KiimDCXt9atgbpY0PQuAfzoopkntfh1j/ZEX+yTj86g8an/AIpt/wDrtH/OiiuqPwnK/iOL1jxA2swwxSabYW5hRUje3V1KoM4UAsQBzngcnmuP1Mk3mPRRRRWFTobU+pVSnL3oorI1EHMmTUc/3h9aKKYuhY+9LEp6bhXT2yBVyvy/SiimiJ7mtpEztex5x8rjB/GvSIzx+GaKK3pmNQ861bV203xDqiNY2V5HLOGKXcO8BlHBBBBHXkZwe4NY1xeT6hfT3lzIZJ52MkjYxkmiilU2ZUN0N7Vm3nFwMcZFFFYR3NpbFbexfnn61bjYsvNFFaIyI0A86X/e/pWnbwpkEAqf9k4oopMfQ0LeRvNCdR613fhxidPI9HOKKKuG4pfCReNSf+Ebf/rtH/OuDvNb1G+0+HT7q6llggdpF3yMxJbGc5POMcemT60UVozNH//Z", 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", "info": {"video_id": "134129", "label": "pushing zippers so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "134129", "label": "pushing zippers so that it slightly moves", "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": "86b227e58030f32c886887cc6ccc8e9fd615e3e629c80221a5a3cafc612a71c4"} +{"episode": 72931, "episode_seed": 4083686922, "split": "train", "timestamp": "2025-10-13T03:36:54.101937", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4083686922, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting markers'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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i+Gxb3BmmuIpZ4e0BMiQE9CxHBbqAo79a3JLaV5Y2js5YooYxFEm1jsQdB7nuT6k0SzhLGDMNr+4draQRhlQnaHVwFIA3KefpTomA2qbe3jkkRmjQ7wz7Rk87uOD3rTRIT1MvVb+KG0CtN5LTArE5Uk8ghnx1wBwD3Le1UdRk0+WGQxyr5ioqoBICpPHPruGGHHqO1UPEQS5vIr9mJMreXMVPUgAqwB6ZXqOgKn1ps8MMaRxIqIzum5W+8gyKxnL3kjaC9252sgtE1ATy7fkVlLHoy+hHt/WurSVrW4Ntc/YWSMbpVgjLptK8AHOM8cjHoa4e4lia5Nu6fvJt4UA53YH6VoXFz4f06wnurPSLuKCLaPLnU5MpBBOc9Dgfka0btIyaujtZYNAkfVM6ZaNLZqdpER2vhQwAwPvZJHy5rPuP+EblZYLjQ7a5ndQFaSMh8kAhSce9MuNTmtNKW8hSJiId0W7LKSCMjryeeah0vxTLrtvNF9jtoLkRsT5MQ3MVG4EN16r0odSN7GfI7XOM8XyaZaZt4tMtAtwEnhnRShQYwwA+o7+lc3p8l2kM62Nsk6SFUk3HkE524Geef5V39xpsetaXc2Eykyo5aOTZkx88c+nUEdMVwEEi6BPLFqGnyl24B6MuPTPBzxz6VC1eporWsiY+D9RtnZr57W0izzLLOpB+gXJY+wFdXZ6Yul2nkW9vM0pRkDFDuQN99jjgFgBgdl96yfC13pomFxBBsO5Y7lZyHdQ52iSNuCMEjI961o/Me4a3NpA8sbFHGX25DYOctwM1pGwNsRY5LVVjMLhiDsQgjOB6noB3PasldQsJ5rpmuVkhVRGgyVJ+bLMPc8kegAHU1o6lNDcaesDNF9ku0wXiLL0bGRk9VbBwfvDPtXHadbxbp1uFw8TEOx+6mD/UjFRVlZF043Op0dbUSagsbCWLEakEg7/lbOSOMmun0ERQWTywG022ioZWlyZduTtCAck8dAf51xuhbdt8+2Mq0qDapwAADzmtnT30a4hN1d2N1cSMoFpLEp2xOGPL+3T8KFpFMUtW0dwJNN/s15NRs7W4lWSOJsQEMVdiPl6tkflxTryDQLS5kj/su3aDyEkZfKO1yxI2sAMbuB6nBrC0i+t31m90+xtmikgXDBsqzNySAM54p1x4xl0zUltHsrOe0ZVO549xUnqeSQap1Ircx5LvQZqcPh+SwmudP0SxheNPNx5Zw+wgsM9uD+teW6hPZ3d7LLb26WsbsSsSEsFB7ZNes6tdSPcWV2wCwuoZgiYUjlWwo/3AcVwni/w29vem/tLZ/ImOXRI8CNvp2B/nmok7u5cLLQ5LTtKvdUumhSI20UZPnzyKQkCjqWJ7+3U13kkYi09YUDq1zKk6oRgrEiBIg3oWGWPsabbWHiDSGiu9XgGr6fEwykVx5giOcBtvQkcda1J5o45y8t1Zy+eolWU6bneD0bO/npg+hGK1t5CvruNN2JZY7xc7Id0hj3HzPN27UUD0xn5h/SuO1Ez2/kRQyb5Lh2kA2jGzhc8+pDYPoK62a8tIoi8gguEBG+ODTtrFe/Jk6d8d+lcFqCXj63P9plFxKxDi5ThHQj5GXsFIxgfhUTirbGkHrubVnodxrWsQ20dyIgIXuvKlGf8AVoG2Ejuf0rqdM0Oyup9b1WVJlnsI4TB8/wAvzu+7j3H5VB4Wgmg8WugO+N9LuiM4yWKDJA/Kt3TI5Y7XxVG42uBZoVxjBLt/jRSj7lmFX4ixpWjXZ1vTbfVLGzaK4ikuIUZjIGjCHrn3devTtTbO2Fvon2CztZIopVk3iONvnLDuS/PKjsB7GpdA063s5pLhdalmuY9GkM6TS/LbOxUAA9v4vyrQNrLZ2emCOSCeO6uGjJknYvkglWUhueOOcU1T91L+uhnKXvPX+tTnvBnh3WLa7/tCWxlVMqqrjkrkFjj0xxVmAyWmsz2hDj5CAu4gMQ20+3Y8k8deeh3NRh1RNXewt9QMam3W4iMc7pIAG2srcsv8S4IHasSTTruQD+07hfKcvG7zOW3BhwGZlXPzYOQB3oVJRVkS582rZ5P4u1VtT8Q3DRlpkWUxx7ckcAD5frjitzwzo8un7Jb/ACjh47y4jx80UUZJRW9GdyMD0FQaXoXiJLu8/sXzI0jcozs3l+ZgnG3PU/410ltN5umPA9pFYTWj7ruC6gecu5IHm7gwJHIyT0z704Rsi5PzIdPujEZhJnzZZfPUltql+u0n+EZxg1T1CPCWcDS7RZx+ZKwXK5HzSEDsBjA9yK01mtmJ/eaWPY2Ev/xdc74puGl051tGjWKOQfa0SExmQZ/duMsT5Y6Y7NyeoocUEXruZdkbq8glZyYyQCsm1cAA8g8cnmr9o63OhaiCr/u+FcHDYKsOenTms7TrfUTDHLbxt5buNucY3dMc9/8A9da9rHJDpGqrKyGRvLJK4IOQcEEcGsacWpG87NbneTeFp9P1aXR/D1uJktohJieYgqpUZ/3uW7+tSW+m2L6ZoOpHT4HkaaaeN0RmLYYFc4KlgAB1ParOv2QvPGV6J9Xl0y3jg+e4jYDJCIQpz6jP5Vfs9LkaDw5afajiOxiLIJMZ3ZyxXIz1FbqHvN/10OVy0WpyfibTtS1aez+zWtxPL80fK4CgHjnJ4wfYVt3Gl3eneGooJ4JB5BAUleCShzj8UH51rWUV/dW2pNF5EN5bPIm5ZmaJ2Xn5myCMjFZMkmuXlpa3cd9K0NwEmWI3O5FO0cYKljg5xgjgUlSincHNvQwvEGsNbeCzN5rB5UWFWLksWPUDPXjr2HAye3lul6Xc6vcMgU29rFk3Fw4IWJR1yfX0HUmvQPGujltJt5Bte4iuGiEUfLBGJ2DA7D1NRWttr2jSwXOvWrajYqwCtHN5ogfoGKDhiPelGNmUmraMdOpitI4trJJNcfbGiP8AAoULEh9DtXJ+oq611vmW9jyY4ldgm794ZWAVVx2GBknofwpZ3jinfz7jT5HfEglOnud4YZDg+ZyD6+xqKe6soYt8v2SaPOHWHT2DAepJk5A6kdxkVbimCZyWo+dbm3ghk8x5y0mNg+5wAefUhsH0x60Su9rcRSkswkK4hcD5RgZBIHWqF1Ffz6/PFO/2i8d8+ah+V+MqVPTaRjHbGBWi1vf+Sxuiqoj7mUldxORkgdTjIz6dK5pRfNojpi1y6s7DTNCsrm51zU5RMtxp0cJh+f5Tvdw35j8q3tJ0e8OuaTb6pYWhhuFeeFHcyB4whJyDkdWU89O1VdIJa08WYI6Wa9PWR6v+HtMS1uluf7akuLlNGmaaGWQYtnbaAAewzn8q6OW8kzmk7Rf9dCKwtktdI+xWdrJFFN5nmeXG3zlhg5JfkZUdgPY1m+DtA1e3vTqTWEyomAgxy3IJOPTA/HNdMbaey0/T2V4biO5uTETJcHdkglGU5+b9Kl1GLVYdWWwt77ylkthPCUmZJRtYKysMlcYYEfSpdJPVi57aIxAXs/EE1oA4BDqqqSAxDbQMdCcDuRjOSfXy3xrqb6h4juPLzNHC4hUpllBAAwv1IOPXFepPZX0rq+pTho2kZXeaTcSrA5DMVUcnb0A6V59p/h/XRqd8mjXAhEUpjLtKY/NwTjbkfN9fcetHJrsEWu4vhrRJbQBtQzE8hSeeMjDQ26Nu+b0Z2CgDr+dblne7bi5km3Brmbzs52gNnO0kdBnHPapbWSX7BLZXNpHYXdqTLdJNAbj7R0/eg7gTgEE9cA5FKtzbsf8AXWA/7hh/+OVdh38zN1BG8qzt5JQptgZZ2UZTdndJj/ZAHX1I71zlkbm9imdi0e4ZSQquAAehGOTzWr4onafTZUtGREjYNdIkHledHkbGX5j8ingjjkgnrxkadaaj5KTQRlY2cAZIGG6AYPTrn6c1hVj2RvTfdmhaOtzoWogo58vhXBw2CrDnt616FL4XmsNWm0jw/biWO1iEhFxMQVUqM/73LHr61wlqjw6RqyySo8jCM7kwynIbBBHH/wCqvR/ENlFd+LtQN5qs2nWsUB3TRMFJYImFPqMZ/KtFG8LMzk7SuQW+m2RsfD+p/wBnW7ys01xG6Rsxb58rn5lJwOmTWT4j0vU9YvLP7LazzSlDGWYYCgHjkk8AH2+lddaaZvbQLI3gzDp8O6PzcdQcsUyO5FLax39zpepTxPaw3ds0qhlldoXZCc5O4MM8GqlSUtH/AFsZKdtUZmoabd6d4dhjmgkH2c4QlevyA8fih/Oue8VaybXwgrCZhJcbI1YyEs2MFuvJA7n1IAzgmujlj1m6itbmK+lkt5wsyxtcOyKGUHG3aSepH3gMVxXjTRS9jZvH++u0kaBo4xlwuSUyB2AwPxqXBJaDi7vVnn/h/XJtH1KKRXc2zttuIc/LIh4YEdOhNd9K8S6dKu93FhqDW+THjCuuQox1A2KfxNeeaFY/a73zp8rZ2uJrmQ9AgOcfVjgAd813sM0kuhWDSg+deyy38g6YUnan/sxq9QZIGCtnaQB7VnStDK4t0HyhNi/7hfeFP0JP51Ne36WibX++6naPX/JrJ092eYbiC2RnFRUfQ3pR6nVK89rcxXcThW8k2+MddzDPP0zW3pV050bxLdszM73Ngrbv97+XNZsShokyMkEEVFpWswDTPEumrBNPeS3kLwxRqcERlc5P61NNlVk2rI6jw9PZS22v3q2xAgtYYZ8RltzFyx4Gc8Y7VIvjS4jvE07T9OjY7V8tppxEckAABCuevp2rmdF1TxOj3Gl21na2i3BHzTzKm9gSdp75xkYqWTwXrvi26843emQ3ESZAjmY/KDjPA45/lVKU7JJGLpxu3Jmve+MNejulsbrTBBIkRnkm835XCgnbwOhPHeud1D4va7Bc3Oni108xxkx5MbZOOOcmoTYavYRzabFqNnMYoyhm81goLEFkyQDv4DAfl1rC1nwzPcX/AJ0dxG9xNgsgzt4ADHJ5HUfKeeD7ZalO2onTj2MfxF4qvdZvYbpwtvKpL5gJX5yACfbp0rp/D+uDU10u5vZc3DT/ANnXLFNxuEYfKCexwzZPfaK4jW9IutKNsZ9jRzhjG6HIYK2D9D7e4rrfCkB069sba4AD26SapdqRzGAv7tT6HheP9umrktItx7V3xN80kTGNjjuOM/pT5I45SisMiTNs/usgx09m2H8KZAzCPLA7m+ZsjueTTpZTvg2Eg/aIiT6AOGJ/IGq6AZUGul9DjmcGW+JcssifKW2gb/fCg/iamtp0vl1N4sJHJNBnauAScg4HYZzXNW16rAE+YRhlK542npj09K19ImSCCVm/do99bKQOdq5Yn+Vc8W+azN5RtG6PTPGV5aLruuRXse+MN5a4BPzeSm3ge5rc1jUrLw/qCiSLfd21lCu0J82ABxuIwBwa43xZq4uPEt9eabptxfQPIkobyjtb92o7jjBH6VfvtT8U+IITPJpcAiu4/LUtdIpTjB4zxgnOO2a1c3rYxVO9rmsPGepNatd2/h5/siqzyqskbNkgEfdHBI559Kx5/iRfafp51OPT4QJBmOCZ/uLu2AYUDuGPpWSvgzxT4ciTUvtVrDaKTMqG92oxxnGO5I7d6q3Wn6rqln9mlSOK1ktlWIeb82Q2RlegYHIIPOMkZ7nNO4eyha6Gap8Vr3VYJEn0uyQSRld0WQQeoOfrXG+Gtel0/U4oZZXewuW8q5gJJV0bgnHqM5B9qsDwtqMrbbdY5gxAjIbb5nBPAPpjvWZ4ftfPv/tc3FpZYuLhyOMKchfqxwAPemrvVhypaI76SVDpcTPL5jWl5LZO3l7QM4YLgdgQf++qRCA2dpA+lNV3OiaWsuTNcebfy4GOXO1OPopP407fgHcD0ql5iKE12LDUdPGHFuJGgkCDJKoRJGf+A78fQVRv9XSW3ntjGpQ7DE+z53cOdzFvf5uPema7dmFoS5fDXLn5Tg7QkanB+o/SsppRLBGpT5kwu8nsD6frWE21I3hG6uer6PIYNG8UzbixN3ZIc9hv6frWn4elsJYdfvFh2rDZRRXJKEgsXJweueAO1c5peq2yaL4osyk0109/E0UMaElhGy89PxqTQ9a8RRtdaXZaQsDXWCWndYjIQScZODnGRjuK15rNWMuRyTOkTxn5NxHp+n6WJsKrRu0iRBSQAMKy56+lVb3xnrEdzFYXekNbXHlmWSUyALtUFio+XgHbjr+tYtx4R8SeK7tJ0Wxt7iFfl2XeTjPUEZx1x17VSNnr+niXTDc2tzPFE/z/AGrcF3H5lLHo/wAuQvfnrnBXPMfsoFq/+L+r21xNp/8AZ2nuiDZuIYk8e/1rz7xR4nn1+9guZYkgkQZPkkgbuASPToK19b8OXlxdi6EsclzMBlAxIYgAMQxx6jIbnOfbPMa1pN3pfkNOq+XMX8t0bIbacH6duvrTu29SeWK1SOy8O+IGurXT7m8ld7m1u0tXkKb2mifJVGPX+8M+hq1sS3uLi1ALG3laHOPQkD9MVneFbX7Bf6dZXJ2uGbU71COYo0Q7Fb0PfH+2KvxPI4Mrg75CXf6k5NNXESMsbtF5i5DN5D57pJ8jDH4g/gKxrfWpf7FUyK8l+GcEyLlSQu3f74UEVrTOzeUqEhjNFzn0cE/oDXFxX4d3fa5BL8bsAo3THp/9es6ja2NaaT3OltblNQXU5EJRZZbfdtXaGPQ8dgTk13vjG9tl13XIbyHzEL+UgAz8xiQLxx3NeZaPcxxW8sjDYjXtsGCjouWY4/Ku48T6rc3XiC81HStKmubeWRZUeVdqsdijvxwR+lO7UbdSbc0vI7PXdWt/D2pSf6M0lxb2sQ4jI4AXjeRjHBqgPGWtyWTX9voiPZojGRIrlXO7g9VXA4OT+tY93eeKNdgM06aasd2hQ77oApgYYYHQg84rLm8Da54Yhj1RtTsUiAMkUYnfDkjgAYwSc4565puc3eyEqUbK+5o3fxG1fTNO/tJLS33z4YRTlm2KzMoHGOgTP41zmqfFXVdUhdLiysgHUYMakEMDkH+fFTXml6jqVtJbXM8CQNDGkSrKSylTwGGMBhzkcHA4z35YeFL+bH2dopQ+TECdrSAKW6evGMetHNJhyRXQ6RdKGug2gigs9LsblzdpApSMIF4Y92c54yaSe6F1dmfyhFHsCRxf88414Rfy/XNW59Y069sYrNb+zFtHJu2WkMrBz8oy3PzHknnuPpWbqWp6PZwrHKLlJpkyimyYb+o43Hkbhj8602M0cnrGofar7eBhFO1B7VraKhfDDua5u8jWe7VUjuVkDYAaMDvjkfnXb6DZeVtjzuwOTXPM66R1Vuqqis/Cou5jXMKxguLmYxov791QqACw3tgn1JP8h6V0N/LDb2HlSs3+kN5IVDhmyDwCe+M0i3fhy5vLa1l0zV1vJ4/MS3ERLsrbmBwD6EH8/aqprS5FaWtjU0/xDFHa22gf2W8iNdCYyWybnJ8zfgLwCeMdaujxRY6TYSXF1bX1m8n7hD5axsc7T97nC5PNR2+vWVnpc8A0zU/skTebOyQAtHgRuWznI4YH8veqc2r6J4i0WSeXTNTubKMktJs2JvAGedwzg7Tj0BrbXuc/yC18S6HbaPvTabaWVo5o2KYLEkBx3C8ZyR6Vk6j42tNH1q+iFjuuNx3OQCrOFwpx1wwxnBp2oxeEtFubeK88I3sbTMfLDYy4D467/wAOfY9KyZbC217x7e2V/Bc2crb2UFFdiypwuQSAPlPOSMYFFm9BtpasZD4oTWprVZtNtQYJcQzSZdoncFmIX7pOUAGR6U6Owk0XTZIbtX/tXUgJbxnbLLGGyqn3Y8kegql4M1bTop57oW9nHLEVKG8m2bWw3KjnOOmff3rRebTTLJNe6tBI7Nvkl3ySE8jJJUYxg/kAPSi1hX7DIvmAwtVr+VVgmfIjSNAjSZ+68mUT9CzfRa0ILzQ5Ldnjv8qFOXjtpmCkKSeenHH5+1Zuo6JZ3UUNlJ4nt4EikdiLq3kieWTIBZs9SPu8dAuO9J7FRZRstFhtVQ3Vt9qaScxRpAxJIBxywO0Z/GpEsTZSX1obcP8A6VGYw/8ACpjlIbjuP5ir+meFW8tRa+LLY21u/njykLAEHDMBnnAwT9R71qWenaLpEt1aajq1zLMS7F1tzsQgNuwQDjDPg9hn8KzUS3Ml0bUYLS9jmu4WntrOUP5JOQeGGADx3FdCmvaLdzyXSWs0S3Nx/qFtXZU+VFPIGOdpPFZumP4Ut7lJ4NQluR5ikj7OzK3zhRkbec7un0HetWXxb4dilEa3ZtmkIdbWO1dFLbcAqu3ueCR6ZrRGTvfYbqeu6Jf3NjpzXkjx2rJCI1jBVJMEqAvVh8oySSBxVfV9W0Y2t/50SB4ikV00aKp5YbH464GM/Ws670Twhf6k9zMurzySEMRFBIPlJbGFC56IT/wEjtWHqEvhmPw7fjQ01J5JTDFcu0blQvUKWPTLDj1AFOzDTzLU/wAQdMRbY2+nbihMpyApDjt9CSTkVTTSk15UgWCKy0i0nla9jt8qiBRgMSeWc84ye9ZeraV4cs9Bh1W0utSkie6+zK9xFsWc7NzPGM52gkA7vUe4HR3Op6fc2cNkl/psNtHJuMVtI7iRiQNzADLHJyPf8KFG24XXQpT3ZvL1rgxCMOqqkQ/5Zoowq/gAPxzRLKkEDSSLhFBJP+fwpft2hxSxxvdMJpFBRBazEtkcYyeeeMj61blhsLi7hlhur+F7dtwU6a7JkswVmTOcjaxHoV9s0DRyusW4e5KyyQpNZERzwu/AZsu2B1OC23j+7TprCK40Fru2sTEYJRly3+sA6gLknjIP51d0rwNZ6/qMMOn+IFvppX3TBYWBUYyxJPfPH41t33gi10gvDca5dPFFPlIoohl2YEfK3ckKwI/2eetZuF1cr2lny3M8SG3u7ydYlj/0h1UpwX+dvmPuT+gFdhY6/p0NjDokmmv5j3YnNxDEZGz5m/hQMk8Y696zDN4SuZoVkn1FJJl8xITbOGYEuQwG054wePf0527bXNDstOeIRXgiVvMe4FkzSRfLG24PtyMBs/THqcWiXr0LEHibStLtJryT7XZyEGBH+zbHJO3ABYdM9T2rPtdZ0K20qWY7ZLWSdo7hXVCC5O0FWPUZA+bpxTb3VvDniPSpTMdSntE3O7xW7qu4AkjdjHHyHHXGfSsW+0/wNpDRJe6Rq8QlYqhdHHmBXAOPmwSPmH1x2pgkT6h4u0rSNbuVe03z8bmCgoWCDa3TOGB7VkJ4ph1Y2x/su1QxXChZZF3tE0vUoOnG0AEg0j2ek658QJ7HVY9RtDLII0LskPlBQB8+84wBjAHJyBUGgXum6Fr2ow7YbWe2uPKCamD5ikMwyApI3AdcevHWjlfcV12LQ06TQ7KaO6BOq6nl7l2YsyQ7iVDH+8xwT7CkhO5V+XmnG402Rpria6e5ZsyyyR20sh6Akk56AE+wAHYiprPUNHubWSeAXssCZDyxWJ2rhWY8k9doB/P0FA7mbqFwIre4lYBEgQKzHqHkBRMepwWb6LUWh+GLe8uIbQmKdLm5MCTRjcI0z1Zs9cdABU2qaLpX2e3tb7WNQsoBI7xi5sT+9kO3J3D7x7ewAHet7wH4X06PxRYtba3cXEcc5YQvA0YZ168HuAV/OoavItytF2M/xJoNv4f8R6lpdjCGhEkDL5nzbQYpNzDPcdvQ1c0XU4tP1BbuS1WdLKXesZ7nawwOuOvpWvr8+ir4r1ya4XUZwzu0kkSbo4fLUqen3QCy5+tM0u78OwvBfWVvqcsbSrtla3JVj5gUdeDy2PrjtVPczT92xow67a6hK17/AGTegXlydyx2peNeEX7xxngHPHeoL/xToN9qlnbPNOwtWESA7F8twucopAATgZJ74qafxhpceoRW8ltqUN7dbXjt1syvmEgBWVfcg/kKzLjR/DV5fzSyeHtXup8B5AVOQpDkZG8Y4X8wR6U9WCVtyTWPEelvY3rSQrI1vIkVyYwoJO7KOMA8A4GehzXPXHxKjRreS001A0QLgPgYkz0OOq454xzTL690CXwrf/2Fo19HEZoVuZMfL6gHLE9Q36Vk+IfD0fhzQdK1C9tLhZL7zN8ZQ/uMBSgY54Yhs49sdc4LN63DRaNFrw1cMkFzZgD7NHHaXCxHJCuSWbHsSoz9K5i71K5u7WO6uHEk0weR2ZQclt35AYGAOmKKKzqbIuO5Q0+4llls97ElwqM3chc4r0rQkXyy3eiisqm500/hJNa1ebSg0sUNvK0YWRPOj3BW+YZHvWK1/c3dsLiaXNxJbEmcACTdy24MOQeg+gAoopzfuozsuZm3fazeXenaVJIy7tQdLm6wvErpAoXcO4749aq2F1Nb6hBao/7m8hktJ0IADoULAkD+IHoaKKcm/aIUUuQtSTz6j4g1e4nmbzBdSNkAf8s0wo5B4wOlcS2r3Wh6pfXNoVMlqzxxeYNwCuACPoNxx6UUU6bftGTVS5UR6UPsqtqEZBmtmjEYdQy8uqHgj0JrqPE9y9jeGwtwsdtM17JIijAcJ8qof9kBRx6jmiitfsmfUb4YupJLibSOFsrizV3iXgbvtAQsPQlTg+oqG61OfW9YMmo7Zx/ajwxo2QsSBlG1ADx1yT1zRRWb+BFR+JnXW9yT4Em8RLFGmq2xnjjuEGCMyBS2Om4gDJxUHiKSPT5v7OtraFLe9gurm44OZGGWwTn7u4A49hRRVv4TOPxFbw9dyyzXGik4sPsdvcpEM/unFygJU9s9SKo32ozajrrXd0qPML24ijbkGJEcKgTB+XGcjHfmiis2/cXy/M1XxM0Jdc1CXwEdSaci+uLOK3luF+V2Vbll3ZH8RBOT3zXLa5dvb2srQJHEFvlBWNdoYEuMEDqOB9KKKqTfNEaS5ZFDxL4mfV0t7STStNt1toESFoI3BRAxGwAuVA/DOe9dF4dby7S4tQqmG1ltZolI6Fo2kYZ6kFlXj2oorX7RivhObTUrm6SC8nYSXL28knmsPmVv3mNp/hxgYA6Yrp77XNQbQtNnFw6T6k1tDcyoSruix7sZHTJY5x1oorJPct7o6f4RSh9Yn2wxReY5LeWMZ4yBU+tXWfEOqJLBDNFY+XPbxSAlI5NshLAZ6nPNFFXT/hoyl/EZw0mrXVzCmqsypqDWBlFzGNrowLY2kdAAAoHTAxXRapq91Jp2nyZRTq00El4EGBJi2U7cf3SeSO9FFZxbszoaV0ZGhajOs0FkuxbW+trmC4hUYRx5ZYNjswPQ+nFS6xqNxd6/qUs5R2juI0QMgYKqxcAA9ATyfWiiobfsv67F2XP/AF3OZ/4SKfR7jV4fsdjexLM+1b2HzNuBkAHIOOemcEdc1RTVLu6vdR1uWXOoqn2lZgApEhKcgDjoxGKKK36I5/tM6fxXfz22orbQlUhmeeeRFGAxRAqg/wCyMZx0zVTw9fT/ANoCwyBa3dnLHNGBgMPM68d8cZ9KKKmXxlL4Slq2r3epX09zeMsztfMoVxlURDtVFB6Lj0r1H4c38up31kbpInlhuZo1m2/PtA4BPfoB+AooqYN87La0RzviTWrj+3r7TEht47U/aJpEWP8A1r5IBfPXHX6gHtUPhy/mk1JtMbb9intopmgx8qvHOmGUdie/rRRQ2/akpL2ZRfULjUbs3d2VlnnmnLuygnltoAPYAdMdKvzave3XguJ5pi0tw9vZzS/xSRxzSbdx7ngAnviiioi3eRq0tDE8SSyQafFcI+HFyG4UAYZmBXgDjgce1YmoeIdU1KGDSLq8lltbUh03uWYlsZ3Ek5xt49Mn1ooq6TfIzKoveP/Z", 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", 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", "info": {"video_id": "101656", "label": "putting markers", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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povhsW9wZpriKWeHtATIkBPQsRwW6gKO/WtyS2leWNo7OWKKGMRRJtY7EHQe57k+pNEs4SxgzDa/uHa2kEYZUJ2h1cBSANynn6U6JgNqm3t45JEZo0O8M+0ZPO7jg9610SJepl6rfxQ2gVpvJaYFYnKknkEM+OuAOAe5b2qjqMmnywyGOVfMVFVAJAVJ459dwww49R2qh4iCXN5FfsxJlby5ip6kAFWAPTK9R0BU+tNnhhjSOJFRGd03K33kGRWM5e8kbQXu3O1kFomoCeXb8ispY9GX0I9v611aSta3Btrn7CyRjdKsEZdNpXgA5xnjkY9DXD3EsTXJt3T95NvCgHO7A/StC4ufD+nWE91Z6RdxQRbR5c6nJlIIJznocD8jWjdpGTV0drLBoEj6pnTLRpbNTtIiO18KGAGB97JI+XNZ9x/wjcrLBcaHbXM7qArSRkPkgEKTj3plxqc1ppS3kKRMRDui3ZZSQRkdeTzzUOl+KZddt5ovsdtBciNifJiG5io3AhuvVelDqRvYz5Ha5xni+TTLTNvFploFuAk8M6KUKDGGAH1Hf0rm9Pku0hnWxtknSQqkm48gnO3Azzz/Ku/uNNj1rS7mwmUmVHLRybMmPnjn06gjpiuAgkXQJ5YtQ0+Uu3APRlx6Z4OeOfSoWr1NFa1kTHwfqNs7NfPa2kWeZZZ1IP0C5LH2Arq7PTF0u08i3t5mlKMgYodyBvvsccAsAMDsvvWT4Wu9NEwuIINh3LHcrOQ7qHO0SRtwRgkZHvWtH5j3DW5tIHljYo4y+3IbBzluBmtI2BtiLHJaqsZhcMQdiEEZwPU9AO57VkrqFhPNdM1yskKqI0GSpPzZZh7nkj0AA6mtHUpobjT1gZovsl2mC8RZejYyMnqrYOD94Z9q47TreLdOtwuHiYh2P3Uwf6kYqKsrIunG51OjraiTUFjYSxYjUgkHf8rZyRxk10+giKCyeWA2m20VDK0uTLtydoQDknjoD/OuN0Lbtvn2xlWlQbVOAAAec1s6e+jXEJuruxuriRlAtJYlO2Jwx5f26fhQtIpilq2juBJpv9mvJqNna3EqyRxNiAhirsR8vVsj8uKdeQaBaXMkf9l27QeQkjL5R2uWJG1gBjdwPU4NYWkX1u+s3un2Ns0UkC4YNlWZuSQBnPFOuPGMumakto9lZz2jKp3PHuKk9TySDVOpFbmPJd6DNTh8PyWE1zp+iWMLxp5uPLOH2EFhntwf1ry3UJ7O7vZZbe3S1jdiViQlgoPbJr1nVrqR7iyu2AWF1DMETCkcq2FH+4DiuE8X+G3t7039pbP5Exy6JHgRt9OwP881End3LhZaHJ6Vplxq05GPIs4ubi4cHbEo68927Adc131wGit4YyjLNJcG9eI/wAgLGh9DsXJ+optrDrujXEE/iG0e9tAwEcqSeasEh4DFBwx+tX52SC4kWebTXkYh/MNjId+4ZDA7+QR3rZITfmI9yHlF7GSY40kKKW+fzWwApHYbRknofwrjdR862NvbwyeY0xaTGwcocAHn12sQfTHrXXXF1Ywxb5jZSR5w3k2MgIHq2X5UHBI7jNcFcR6hPr08Vw3nXpfJkU8PxkFe20gDHbGMVnOKtsXTeu5oSu1rcxSHcwkK4hfHyjAyCQOtdlpmhWV1ca5qcomFxp0cJh+f5fndw35jj2rjmt78wlrnasaPucEruzkZOOpxkZx0r0XR9xtPFmCMEWi8D1kalRi7WZVW26LWkaPeHXNIg1SwtDBc7p4EZzIHjCEnIOR1ZTg0un2yWelmzs7aSKOZpPM8uNvnLDBBJfkfKB0A+tS+HdL+z3kN1/bUtzcpo8zyQSOMWrHaAAc8c5/Kr32aex0yxcGO4S4uvKYyXB3ZIJRlP8XX2q40/dS/roYSl7z1/rU5fwj4f1iC/bUTYTokfEY28tyCTj04/WtNi9l4jltlEig+YoVc/MQ2AMdzjHHH1rb1JNWt9Tisba9MKTW/nQsszJKCrAMrLkjGGyPpWK1pfzSq+ozho/NIkkmkDkqwIYE7VHPy9B260lSUVZCc+bVnl3jrUXv8AxFMI1M0duRCChLKrY5AP1B+uKueG9Cmt1LahmF59kksZGGht0YMWb0LkKoHX86fZ+H9bXV9Qi0a6WAQymNnabYJOpG0/xf8A1/eugs2nWym0+7tEsb23PnXKywfaftWMfvASwJIByeuByOlOMbLYtvzGWl8DeXU04ZftUvm5zgKc52kjoOnPaqeoIzQ2ls8gRod087KMoGzvfH+yAOvqR3rSW5tm/wCW9iP+4YT/AO1KwPE9w0+mzR2jKgjYPcqtv5XnxcbWXk/KrdV45IP0HFFJmTZNc3sczszRhuUkIXgA9CMcnmtiLRJLHwmLuaYT/wBowfalaP5THnem09iRisrRLWZ7S6kXckiqrIh4w3Y89OP8a7e/jlb4e6RJt+VNLjRmAyMl3A5rOkrNmtRaKxrzeF5rDVZtI8P26yRWsQkIuJjlVKjd/vcsevrUtvp1n9j8P6n/AGfbvK3nXEbpGzFvnypb5lJwOmTU3iKyhuvFmoNe6pNp1rFAd00T7SWCJhT68Z/KtK100PLoVl9sXMOnw7o/NwckHLFMjPJHNaKGrOdy0WpyHiHSdU1i9s/strPNKYzGzOMBQDxkljwAR6fStzVNOu9P8PwJNbyL9nJVCR1GwHj/AL4b860rZL+40bUbqKS1hu7cyjcJXaF2RjnJ3BuetZ80GsXK21xHezS28+2ZY3uHZAGGcbdpJ4OM7gMUlRS1Bzvoc14v1k2vhSPEzeZcFEB8wl2xy3J5I9/UjGcZPmWl6Xc6vcMgU29rFk3Fw4IWFR1yfX0HUmu78aaI0lrYtF+/vFdrd44xlwOSuce2BRa22vaNLBc69atqNirAK0c3miB+gYp0Yj3ojGzeg01bRjp1MVpHFtZJJrj7Y0R/gUKFiQ+h2rk/UVda63zLex5McSuwTd+8MrAKq47DAyT0P4Us7xxTv59xp8jviQSnT3O8MMhwfM5B9fY1FPdWUMW+X7JNHnDrDp7BgPUkycgdSO4yKtxTBM5LUfOtzbwQyeY85aTGwfc4APPqQ2D6Y9aJXe1uIpSWYSFcQuB8owMgkDrVC6iv59fninf7ReO+fNQ/K/GVKnptIxjtjArRa3v/ACWN0VVEfcykruJyMkDqcZGfTpXNKL5tEdMWuXVnYaZoVlc3OuanKJluNOjhMPz/ACne7hvzH5VvaTo94dc0m31SwtDDcK88KO5kDxhCTkHI6sp56dqq6QS1p4swR0s16esj1f8AD2mJa3S3P9tSXFymjTNNDLIMWzttAAPYZz+VdHLeSZzSdov+uhFYWyWukfYrO1kiim8zzPLjb5ywwckvyMqOwHsazfB2gavb3p1JrCZUTAQY5bkEnHpgfjmumNtPZafp7K8NxHc3JiJkuDuyQSjKc/N+lS6jFqsOrLYW995SyWwnhKTMko2sFZWGSuMMCPpUuknqxc9tEYgL2fiCa0AcAh1VVJAYhtoGOhOB3IxnJPr5b411N9Q8R3Hl5mjhcQqUyyggAYX6kHHrivUnsr6V1fUpw0bSMrvNJuJVgchmKqOTt6AdK8+0/wAP66NTvk0a4EIilMZdpTH5uCcbcj5vr7j1o5Ndgi13F8NaJLaANqGYnkKTzxkYaG3Rt3zejOwUAdfzrcs73bcXMk24NczednO0Bs52kjoM457VLayS/YJbK5tI7C7tSZbpJoDcfaOn70HcCcAgnrgHIpVubdj/AK6wH/cMP/xyrsO/mZuoI3lWdvJKFNsDLOyjKbs7pMf7IA6+pHeucsjc3sUzsWj3DKSFVwAD0Ixyea1fFE7T6bKloyIkbBrpEg8rzo8jYy/MfkU8EcckE9eMjTrTUfJSaCMrGzgDJAw3QDB6dc/TmsKseyN6b7s0LR1udC1EFHPl8K4OGwVYc9vWvQpfC81hq02keH7cSx2sQkIuJiCqlRn/AHuWPX1rhLVHh0jVlklR5GEZ3JhlOQ2CCOP/ANVej+IbKK78XagbzVZtOtYoDumiYKSwRMKfUYz+VaKN4WZnJ2lcgt9NsjY+H9T/ALOt3lZpriN0jZi3z5XPzKTgdMmsnxHpep6xeWf2W1nmlKGMswwFAPHJJ4APt9K6600ze2gWRvBmHT4d0fm46g5YpkdyKW1jv7nS9Snie1hu7ZpVDLK7QuyE5ydwYZ4NVKkpaP8ArYyU7aozNQ02707w7DHNBIPs5whK9fkB4/FD+dc94q1k2vhBWEzCS42RqxkJZsYLdeSB3PqQBnBNdHLHrN1Fa3MV9LJbzhZlja4dkUMoONu0k9SPvAYrivGmil7GzeP99dpI0DRxjLhckpkDsBgfjUuCS0HF3erOL8L67LZ6lFZTzSPp123kTwMxKkNxkDsQcHPtXXyTJJpdrM8okeC4lsnYR7RxhlXHoCWH41wXh62MmofbJRi1scXE7EcYU5VfqzYAFd2GcaLpMcvM0qSX0uBjmRsL/wCOrn8avUGOVlDdDjp0rPku1sNT05TuFvvaCTaMkiMh4iT7BwPoK0PMwDnP0rntcuzDJCXZwGuZD8pwQoSNSQfqD+VKfw6FQV2SX2rRy289t5abfkMT7Pndg53MW9D83H0r0DR3MGjeKZi24m7skII6Df0/WvJ2lEsESlDuTC7yewPYfrXpOmaraR6F4ptX8yS5e/iMUMaklhGy+341FOXcupFrRHQeHpNPkXXrxY9qw2CRXRZSQWZycH14AqZPGMVvNFY2Glm4VVVkfdHGqHgDAYZ6+lc1oOu69GbvTNP0Rke8AJeUiMyEHOMtjJwSMd6S68K+JvFV3HPFbW1tPCvylbsZ4PUEZx94d6pTlZJIh0ld8xu3njTVEuoNPutGe2umQu8rMoUKoLMv3fRcdcViX/xg1K2mksP7KsJERQpZmZieM9/rVQ2niLT2fTZZLe7ukikOftYfbu4ZS3ZvlyF6nn8ed13w9fXFyl3vR7mZFzGGzvYABiGOPYndg5yOwoUp9ROlEyfFfiaXxBeW1zJbpbyRryIicbuBkenAFbvh3xA89hZ3F3LI9zY3ccPmbN7SxPkhCTzjIIz6GuR1rSbvTPIadF2SlwjowIbaQD/MV1HhazNjf6dY3OVdnOo3iEcxRIpKK3oSMnH+0KauDS2NaREtru6tFBb7NM0QOOwJx+mKiuZYo497rllVgQejIy7WX8Qf5UqSvJvnkBDSMZHz6kkn+dYl/qAupY/LYeWBz780SdkVCN2belpvMzDkyIEJPOcLirU11cf2INOklYxRrFACv+yV4/Mmq+iZwT2zU2tzR2dnC7cK13FuIHONwJ/QVjF6nVP4dDqPGN9brrmtw3cPmoZPJQAZ+YxIF447mt7XtXh8PajLttXkuLe2iHEZUEAKMb8EY4NcT4l1a6vtdu9T0fS5JreaRZY5JsKGOxR34zx+lXrq58T65bma5k0tY7tSjbrn5o8D5hgdCOuK1cnrY5FTTtc2P+Ey12WxbULfR4ZLREO+OG6Vzu4PULjoef1rDvfiNrOlacNRS1txJcbW8ubc2wMWAXjHQJ365qhceBNY8LxR6mdVsQpG+GMSPiQnooGMZOcc9c1TvtKv9St5be6urdYWjjWNUkJZCvQMOm4c5XgkDj3Oad9Q9nC10VdU+Kmr6pEy3FpZDcAQY1IKsDkHr9eK5Tw1r0un6pHDLI72Fy/lXMBJKsjcHj1Gcg+1W/8AhE76Vc27RyBgzRAna0ihS2cevGMetZHh+18+/wDtc3FnZ4uJ3I4wpyq/VjgAe9NXeomktEd/JKh0uJnl8xrS8lsnby9oGcMFwOwIP/fVIhAbO0gfSmq7nRNLWXJmuPNv5cDHLnanH0Un8advwDuB6VS8xFCa7FhqOnjDi3EjQSBBklUIkjP/AAHfj6CqN/q6S289sY1KHYYn2fO7hzuYt7/Nx70zXbswtCXL4a5c/KcHaEjU4P1H6VlNKJYI1KfMmF3k9gfT9awm2pG8I3Vz1fR5DBo3imbcWJu7JDnsN/T9a0/D0thLDr94sO1YbKKK5JQkFi5OD1zwB2rnNL1W2TRfFFmUmmunv4mihjQksI2Xnp+NSaHrXiKNrrS7LSFga6wS07rEZCCTjJwc4yMdxWvNZqxlyOSZ0ieM/JuI9P0/SxNhVaN2kSIKSABhWXPX0qre+M9YjuYrC70hra48syySmQBdqgsVHy8A7cdf1rFuPCPiTxXdpOi2NvcQr8uy7ycZ6gjOOuOvaqRs9f08S6Ybm1uZ4on+f7VuC7j8ylj0f5che/PXOCueY/ZQLV/8X9XtribT/wCztPdEGzcQxJ49/rXn3ijxPPr97BcyxJBIgyfJJA3cAkenQVr634cvLi7F0JY5LmYDKBiQxAAYhjj1GQ3Oc+2eY1rSbvS/IadV8uYv5bo2Q204P07dfWndt6k8sVqkdl4d8QNdWun3N5K73NrdpavIU3tNE+SqMev94Z9DVrYlvcXFqAWNvK0OcehIH6YrO8K2v2C/06yuTtcM2p3qEcxRoh2K3oe+P9sVfieRwZXB3yEu/wBScmmriJGWN2i8xchm8h890k+Rhj8QfwFY1vrUv9iqZFeS/DOCZFypIXbv98KCK1pnZvKVCQxmi5z6OCf0Bri4r8O7vtcgl+N2AUbpj0/+vWdRtbGtNJ7nS2tymoLqciEosstvu2rtDHoeOwJya73xje2y67rkN5D5iF/KQAZ+YxIF447mvMtHuY4reWRhsRr22DBR0XLMcflXceJ9VubrxBeajpWlTXNvLIsqPKu1WOxR344I/SndqNupNuaXkdnrurW/h7UpP9GaS4t7WIcRkcALxvIxjg1QHjLW5LJr+30RHs0RjIkVyrndweqrgcHJ/Wse7vPFGuwGadNNWO7Qod90AUwMMMDoQecVlzeBtc8MQx6o2p2KRAGSKMTvhyRwAMYJOcc9c03ObvZCVKNlfc0bv4javpmnf2klpb758MIpyzbFZmUDjHQJn8a5zVPirquqQulxZWQDqMGNSCGByD/PiprzS9R1K2ktrmeBIGhjSJVlJZSp4DDGAw5yODgcZ78sPCl/Nj7O0UofJiBO1pAFLdPXjGPWjmkw5IrodBHpMWtpFCtvHZaLaSSveRwEhU2cBiTyznkDPrT5rs3l9JctEIxIAEjH/LNQAFX8AB+taF5fWU9pDYx3em2trHIWMUF0XEjE4DNgZbnkfUVQW70GN1RtRh81xlUEczEkgYx+JI/D6VpsZpiSyJDA0kowigkk1j3mmyahqcduWhWW2YQzxSPwrNmRvc8nbx3Wuhmj06e5hng1V4fJOVWSwlMe4lgrsOuRtJHuvTiuft/DFqbhLq38X2Ml2zb1K7i5cjP554+tRJXNIuwy+0yBtJkubOymj+zTAO75AdR1AUkkYyK1klNte3lxHF5R+0SKGTOX+dvmP1OPbirD+FPItRJd+JDNGJfNHkQlmkLqeVOedwDcf7J6VpsfCFy8RfVZ4/MG9Y2gYFgWchgNvPGDx6+1KMbCcrmpZ67pEFhHpNxZMLh7sTm7WMyFf3gbjALE8Y/GtK08SaNpsE1950toygwrJ9mKuSQuANwx1HocVVtNZ8OWNg0fmsMMH+1GzcyQ/KjZDbeMA5+n+9VbUdU8M+I9OmjmvrqaBd0kjQQPgYBJ5244wp+hPpzpqZ28iS11LQ4NOuLiTE1vJcGO5Dxq3z52ja5Pzc7eeg56Vl3/AIo0bStbmWa33zgKGIUFchBhgewIbHHpVK70rwJpiql3Hq8ayMyDfHKofDAEDgA4+b8QKzJtO07xF45ubG4kv7UlWWFWgYNiOP5VIP3eAOv9RSs3oNtLUn/4Si21QQyR6Xbo0Vwv7yRA7RNKedg6cbRyQc+lL/Zr6HazpdAtqmplmuHZizJBuyoY/wB5jjPsKyvCGr6XYXc0qS28U2U2i9R2IOT90DuB17+la/2nT5XnuJJprpmzLK8dpI56Akk56AE+wAFO1gv2MfV777NYbFH7yQbc+g71zVg++bYP71amt6lpt7mSyF1JCmQz/ZwoHU9yewB/OqGgWOZWlzIEUgAOOST1rKZvS3O80SPapJ6YqXxCmbS1iREeQy5YOM7VKPlvqMcGrWlwbYVJpo1DS3uryW6tb24ijRw8sGCkQQFTnnj5nH58VnTV2a1pWRHomppp2oLeG1Sf7FLvWM9ztYcenWung1yPUHN6dHvf9LuTv2W4aNeEXAJPPA5471m6Ve6FEbbUbHTtUaJpV2TNF8rHzAowScHlsfUjtV+48YWEeqRW09hqkeoXWxo4BbBfMJACkDOOcH8hXSvU43q9iG98W6Fe6vaQSSTn7MwiXcyL5bBc7lBACpwOfXFVtY8T6a+n3sjxLM1vKkNwUAyWBJRxgdM4Az60k+leH7m8uJH8LajcTKokl343AEORkF+OFH4qR3Fc/qGo6JP4Tvjomg3UEPnRC4fKgHHIBBYns3buPxNR6biXPxL2vA9rp0YMYLKH4w5OOcdRjkYxzUMelJrqJAsEVlpFnNKb2O3yqIFGAxJ5ZzzjJ79qz9asdD07QYNStTdypJc/ZlaeFUFwQm5pIxnO1TgHd6j3A37rU9PubOGxS+02G2ik3GK2kdxIxIG5gBljk5+v4Uctt2K66IpT3ZvL1rgxCMOqqkQ/5Zoowq/gAPxzRLKkEDSSLhFBJP8An8KX7docUscb3TCaRQUQWsxLZHGMnnnjI+tW5YbC4u4ZYbq/he3bcFOmuyZLMFZkznI2sR6FfbNA0crrFuHuSsskKTWREc8LvwGbLtgdTgtt4/u06awiuNBa7trExGCUZct/rAOoC5J4yD+dXdK8DWev6jDDp/iBb6aV90wWFgVGMsST3zx+Nbd94ItdILw3GuXTxRT5SKKIZdmBHyt3JCsCP9nnrWbhdXK9pZ8tzPEht7u8nWJY/wDSHVSnBf52+Y+5P6AV2Fjr+nQ2MOiSaa/mPdic3EMRkbPmb+FAyTxjr3rMM3hK5mhWSfUUkmXzEhNs4ZgS5DAbTnjB49/Tnbttc0Oy054hFeCJW8x7gWTNJF8sbbg+3IwGz9MepxaJevQsQeJtK0u0mvJPtdnIQYEf7Nsck7cAFh0z1Pas+11nQrbSpZjtktZJ2juFdUILk7QVY9RkD5unFNvdW8OeI9KlMx1Ke0Tc7vFbuq7gCSN2McfIcdcZ9Kxb7T/A2kNEl7pGrxCViqF0ceYFcA4+bBI+YfXHamCRPqHi7StI1u5V7TfPxuYKChYINrdM4YHtWQnimHVjbH+y7VDFcKFlkXe0TS9Sg6cbQASDSPZ6TrnxAnsdVj1G0MsgjQuyQ+UFAHz7zjAGMAcnIFQaBe6boWvajDthtZ7a48oJqYPmKQzDICkjcB1x68daOV9xXXYtDTpNDspo7oE6rqeXuXZizJDuJUMf7zHBPsKSE7lX5eacbjTZGmuJrp7lmzLLJHbSyHoCSTnoAT7AAdiKms9Q0e5tZJ4BeywJkPLFYnauFZjyT12gH8/QUDuZuoXAit7iVgESBArMeoeQFEx6nBZvotRaH4Yt7y4htCYp0ubkwJNGNwjTPVmz1x0AFTapoulfZ7e1vtY1CygEjvGLmxP72Q7cncPvHt7AAd63vAfhfTo/FFi1trdxcRxzlhC8DRhnXrwe4BX86hq8i3K0XYz/ABJoNv4f8R6lpdjCGhEkDL5nzbQYpNzDPcdvQ1c0XU4tP1BbuS1WdLKXesZ7nawwOuOvpWvr8+ir4r1ya4XUZwzu0kkSbo4fLUqen3QCy5+tM0u78OwvBfWVvqcsbSrtla3JVj5gUdeDy2PrjtVPczT92xow67a6hK17/ZN6BeXJ3LHal414RfvHGeAc8d6gv/FOg32qWds807C1YRIDsXy3C5yikABOBknvipp/GGlx6hFbyW2pQ3t1teO3WzK+YSAFZV9yD+QrMuNH8NXl/NLJ4e1e6nwHkBU5CkORkbxjhfzBHpT1YJW3JNY8R6W9jetJCsjW8iRXJjCgk7so4wDwDgZ6HNc9cfEqNGt5LTTUDRAuA+BiTPQ46rjnjHNMvr3QJfCt/wD2Fo19HEZoVuZMfL6gHLE9Q36Vk+IfD0fhzQdK1C9tLhZL7zN8ZQ/uMBSgY54Yhs49sdc4LN63DRaNGr4fRIrWe2EcbR2V1A0WVGcGFpSpI5ILKD+Fc4upXNykV/Mwe7+yPMsx+8jDzCu0/wAIXaMAdKKKmeyGt2dbqetX6aVp9xFO0VxqktpFcyx/KxUQhiFP8OSzZx1zUXg+ZF1WwgW1gEV3fOkqbTjiPcpHPBBJ596KKmXxIF8DOp+z2y6pd6Z9mjNjpEcE1nAc7Y2KSEnrk5zzmuMm1S4mjTWQVi1Eae0yXEWVaMguFC84ACqFx0xRRRU0CkdJq2p3A0+0kTbGdXuLQXYQbQy/ZVJUY6KSBkDrisTw9fzJPb6cgRLK+tbqO4gUfIx8osHx2YdMjtxRRRJ++v67Fx+Bj/EWpT3OuX5uBHKtu0EcSSLuVAISxwDwMnk+tcq2s3ml61qF7Awae0luEiaXLYDIQQfXHaiinB/vGKa9xGTp8rW0d1cw/JcWtsJYZV4ZWGwZz+JrsPFGozxX0UEZVIp3kuJVA4dkjUKD/sjrj1oop/ZZK6HDXFzJ9sEOQEeKRGAGNwz3966Dw6xnUO5yTIeO3BoorF/Cjpp7s75yYbCRk4Kxkj8q5yfX7yfUJ9PCW8VqqySNHHEAJHbjc3qRnI9+aKKFpBiqK8kaHh++mOrnTyVNpcW8cjw4+UPFMpVgOx9fWqi3k+pM95duJJp5JWkZlBzvbbj1AA6Y6UUUpN8iEkuZl2bVby78HwedMWeaeCzmkP3pI4pJCm49z0B9cVkeKS9tpdvdLIxkMocggAfOxDLwB8uAOKKKcm+aPyE0uV/MyNa8RPrs0VrJpmn2v2eOKKKS2R1ZI1BwgBYqFyc8Dk10Hh1vLtLi12q0NrLazRKR0LRtIwz1ILKp/CiiuhbnOtjnE1K5ukgvJ2Ely9vJJ5rD5lb95jaf4cYGAOmK6e+1zUG0LTZxcOk+pNbQ3MqEq7ose7GR0yWOcdaKKzT3Le6On+EUofWJ9sMUXmOS3ljGeMgVPrV1nxDqiSwQzRWPlz28UgJSOTbISwGepzzRRV0/4aMpfxGcNJq11cwpqrMqag1gZRcxja6MC2NpHQAAKB0wMV0WqavdSadp8mUU6tNBJeBBgSYtlO3H90nkjvRRWcW7M6GldGRoWozrNBZLsW1vra5guIVGEceWWDY7MD0PpxUusajcXev6lLOUdo7iNEDIGCqsXAAPQE8n1ooqG37L+uxdlz/13OZ/4SKfR7jV4fsdjexLM+1b2HzNuBkAHIOOemcEdc1RTVLu6vdR1uWXOoqn2lZgApEhKcgDjoxGKKK36I5/tM6fxXfz22orbQlUhmeeeRFGAxRAqg/7IxnHTNVPD19P/aAsMgWt3ZyxzRgYDDzOvHfHGfSiipl8ZS+Epatq93qV9Pc3jLM7XzKFcZVEQ7VRQei49K9R+HN/Lqd9ZG6SJ5YbmaNZtvz7QOAT36AfgKKKmDfOy2tEc74k1q4/t6+0xIbeO1P2iaRFj/1r5IBfPXHX6gHtUPhy/mk1JtMbb9intopmgx8qvHOmGUdie/rRRQ2/akpL2ZRfULjUbs3d2VlnnmnLuygnltoAPYAdMdKvzave3XguJ5pi0tw9vZzS/wAUkcc0m3ce54AJ74ooqIt3katLQxPEkskGnxXCPhxchuFAGGZgV4A44HHtWJqHiHVNShg0i6vJZbW1IdN7lmJbGdxJOcbePTJ9aKKuk3yMyqL3j//Z", 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", "info": {"video_id": "101656", "label": "putting markers", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "101656", "label": "putting markers", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "101656", "label": "putting markers", "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": "587338e27b3e1d01b37185c04583995ec2a67615deb122ccaa688ea465d9e683"} +{"episode": 72932, "episode_seed": 3128541137, "split": "train", "timestamp": "2025-10-13T03:36:55.223842", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3128541137, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving tablets away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "33254", "label": "moving tablets away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "33254", "label": "moving tablets away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "33254", "label": "moving tablets away from the camera", "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": "f0cdf00de5b31def608bedda84c72061ecb269922c2d0d408230804f959ecbe1"} +{"episode": 72933, "episode_seed": 3539246374, "split": "train", "timestamp": "2025-10-13T03:36:55.935397", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3539246374, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend a spray so 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "35701", "label": "trying to bend a spray so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "35701", "label": "trying to bend a spray so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "35701", "label": "trying to bend a spray so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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jJoLFj1pKgpAKsw3P2a4VyMoRhx7VAoq68Smxzj5lGSaYC3UIhcTQ58p+R7V0OkzfaLNC33l4rB06VXtGikG4K2PwNa+nL5AOxsxE8GmjREF+At+4PGeaqPV7V1Jugw/uis8MGH+0K2WxjLco6gM+X+NUshTir1/1j/GqB5cVnLcCxCcHd2H86Vn64PWmnCqFH4001DGhR1proTIcDOBk0op5WWNxKuRxx70IaGp1Fb+mOk0SxE4kBwD6g1hsm9fOjHynqB/CasWNwYZ0f0NMpGvfoYrnyscDnPrVdhgcVd1YgyxSj7rrmqLMDzW0djNq2hEcViL97PpW4etYidTSmJEgwOTVuJwAW9Kov82BmrDfIioPx+tZMY6SUkYzUQ+6fpRSgfKfpUoZFGcGug0a4TcYZQDHJxg1gbWUAMDjvx0qxE7RMOuRyKotM657R43KRufK7A9hWTLh5mBHC8DNbdjMJ7aNz97GKxrseXeyKfXitI7kyilqVnRcfdFUL87PLx71otzWbqR5i/GqlsQmT2eozxnduyCcnPcitZvGd+tu8KSBeMbgOR9K5hHwg5oIaRgAOGPX1rNSaBpMuQSsIXkJwXbj6VFJIXbrSykKQin5VGBUQrPqUamliFw8cjgMw+Ud/wAK6rTpC1sqSH54/lNcdHb7oPNyQV9K6rRSuo6dncBcJ8p/2qZpF9C5JawgSOqAFgScdM1z4JbcScknrXQW7lSYpRhvQ1zjt5cjAj5d1awJqJLUjk9aztQ/1iH2rSkwfpWbfcsn0qpbGZQj6U/oMCmL8q4pM1ixklLmmA04UhjmYhRjrV2OUNZvn+6azmJWTkdqYXJGwEhe9OwXLlmHkkKDIXOWIPUeldrpVvE1iDtGegrlbFQkKnu3JrsLCKWDT7cyxlFuEMkRP8S5Iz+hplx0KGrQeXJEV5GCKw5YykmR0rotVOTFk9zVPQtMh17xE2m3N/Lao0cjRGOPcWdULBfQDg5J9PetV8JnL4jm79siM9+apoP4j+FSSFnCliTkZqMnFZyeoIfmgGm54pV61Ax/QVox4ktyuO3FZTc8CrtpL8hBPTrRYBlhIUlkTIwy5G48Zqw8SyJ50KnGcEY/lVCJDLMVH3T1OO1dBZADaoHAOKopMs3q7rK3J7KAfyrL3FHKkcV02owodPBAwQRXO38bLbb14YEVrHYme5GTwawwSCcV2WtaPpln4ct9V0zUr2ZWuja5uYBGtwQm53iGc7VOFO7+8O+QOOUZzUydyUOiGTuPQVITk0zIUYFLmsmMcKkjYLIufWoxTMkvkdqBmrcIslqzY5AqOzVJ7Uq45Q43egpsc4a1fJ6Kc1DZIZJMEfIDkn19qaBHRaY7QIisSVP3T6iotSTddsR3ANblpDG+nRgqOnaszU4fLmTHPFaQ3KnsZKvuGD1FUNS/5ZfjXQeGtP03VfFCadqt3PawztsSaOWKNYz1JYycYxngck4HesLXbZ7HWLuxdbhPs07xBLgASLg4+bGRn1wSPSnJ9DNGdj5AatRMBHu9OlQKMoBTycAAdBWTGKTk5py9ajzSsxVCRSGaVnKrW7p7EGrXhu6kj1BEVtqs3znHbFc/5rfMFJAbritrS8QxK54JO4n2p2Gtzu57ONn3gndjANcteW5E0yejHBrtL2zuLJoEuF2mSJXGD0JHKn3HeuZucfbZh15rSC1Cck43RgMzRnDVUvQcqw+761paogELMhwcjpV3xB4S1Hw54d0i+vmmE1+ZPNgaMgW4AQoGP95lbOO3TqDipdjNanH0UUVgUKKevaiimMn1BAtyFHTYP5VUUDFFFUJG3agTSQI33ZHVTj0JAr03VlUaGlwEUPJfyw9PupGgVVX0GDRRTj1M6nxwOR1UnMZrFh1S40bWv7QtNnnws23euR8ylTx9GNFFX9kuXxGNMMKoHYYqCiispbjQU5aKKQxTxKCKYzEAgHr1ooqhF6wAETnvkCtS2JBH1oopFo370k2H5VhXx/0Mkj+IUUVtH4SKm4/xD4pfxBa28M2kaZam3RY4pLVJFKRqDhAC5ULzk4HJ5rmU6E0UVkwEzmnDpRRUAPHWluEEN7KidFYgZoopoGQsx+7ng9a1bDiBcdyc0UUxo66xY/Yox2xVXUuHjPsaKK0huOexlRa62j3FzGdN06/imdXMd7B5gVkBwQQQR1ORnB7g1jatf3OqajPqF5KZbm5cyyvjGWPJ4HQe1FFKW5CK6/cFJk5oorMYo61LtBtZT3BWiihbgQqoJNdBowEs9rvGRu6euKKKoT+FnpGvTyST2kbH5Y7ZCv1YbiT75P6Vxl4cX0lFFaR+ImP8GJm6gT9nJ77hVfU/EeralpNvpl5ezz29tI8qCSRmJZ8ZySecbePTJ9aKKJDif//Z", "info": {"video_id": "35701", "label": "trying to bend a spray so nothing happens", "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": "9479fd5a80fe31ebd304832fd353cc939e9118a1ae7c3f2e9da2c6a0df4da877"} +{"episode": 72934, "episode_seed": 2709996782, "split": "train", "timestamp": "2025-10-13T03:36:56.538097", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2709996782, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 garlic with towell'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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oNeYi807eRXL+LNMjv9OldIS1wo+Ur1rrvJGKgeD2pNXBSPAn0C5uLryQhXOTkj0Fbnhf4fahDeRanc7oYYXDkYyz45wBXskcCKc+WufXaKnBrL2aKdRs8o1SO5vNXuLicMRM3I/u46fkKsX/AIQE7WN2w3xSW6xvgfdI5H4GvTDbwvndDGfqopfIjEXlKoVB0A7UKlrdsiUrqyPLdP8ADl3pOtW91YwsilwJYwcjGeteiylAWIbJPFFxbiEblPFeW3Wq6pc+Ob/S11y7tIFeTyVjUNyqbgvsODya2jCxk1dno0tm12AUwdnX8aqvp8idV/SsD4V6xqOrLqZv7yW42CIp5hztzuzj8hXopAPUU2aRdkcl9nIPIp3lsB1rp2tom6oKrvp8Z+7xSKuctdW4uIXhmXdG4wRXLHwExv47i2miKo4cJLkdO3FehzafIpOFyPaoRbMnYioaTHdnL694PttUsZJZ7cPqDDPmwY6++etQ+GtKvYtLvNHmjdVbbNGXXA3jqPx4/Kuq2ODwTVuG4eMYwDU8pL1VjgNT8Lkyx3ccR3gFHUjrjoRVXSdOurbXIbhYisZO2bsGGPvYr1AtFcriRRXEeP3k0nQHuLCd4ZRKgDIecEnIqlBGckaWyNHLBsk8V1Dadx8pB+teI6jqV3BpEN/Y6/qUoa4+z5njVFmIXLPH32g/Kd3qPoPfVOVH0rTZBBcpkSWDqfun8KjNuR1FblBVT1ApWLuYDxEDisrUdCtNVAF1GcjgOvBFddJbI44GD7VVNkwNJodznNJ8HafZAoLiVoiSzRkAAn3NS6v4Z+0uJLL7OrqhRG24dQeuDW48DIOAaam9Tmo5EFzldC8LTae8kF5BmF1IDLyOexrPPhMW26AuDGpO046j0P8AjXoaTv0IptwkMsZ3rzTUETLXU4rw9pMeiLcqH3JMwIQdFxXNfEZwzadgYA8zj/vmmXGp3Evj680qbWLy0tDOUiaKWNFj6HJLjGMZ46k1y2r3l/NqM9tfXFzIbaV0RbnG9Occ44zwM44rSySIiveuRQSBWGRW7a6qYkAGCK5sGpA3vUtG9zr47+K4xuAqwtjb3IyvBrj4pmRwQelb9hfhxjOG/nUtDTLcmiHkowNUJdPnjJGwke1an2h88Mauw3hVfmUN9aVwaOXaF06qRUZGK7ANbTgiSICsTVLaCIkxcVcZENGWDipkIrF124mtdLaSCRo3DqNy9cVHq+ma9oei6Xe3N5dLNeGTzISmBAAFKAnH3iGzjt+daXM7H05RRRUlBRRRQAU09aKKkY4UUUUIRUvfu/hXhHiG9m07x1qN3Bt82Odtu4ZHK7T+hNFFX0J6m78M7iW2bUBExAPlA/8Aj1eoW99MzAMQc+1FFS9y1sagPFFFFMQUFQeoFFFAEEltEwztwfaqUkSKcAUUVmUQ4x0riPiSf+KXk7/v4/5miirRDPNtU19tXjgjk06xgMKqkb26upVB0UAsQBznp15r3u2u5gi/OelFFNjiatnO8wO/HHtVuiigbCiiigQhppjVhyKKKTAhkjVeRmq033DRRQDPC/EeqnTvF2sIbKyu45LncUuot4BUcEHII69M4PcGsOS6mv7ue7uX3zzP5jtjGSaKKpiW4Cng0UVJoOBNTRSMpBBwaKKAOl05zNAGfk5xWkqjFFFZFDgMdKy9SPWiiqRLOV8Sf8gdv+uifzrCk1/U7+wg0+6u5poLeR5E8yRmJLYzkk8428emT60UVoZn/9k=", 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", "info": {"video_id": "43836", "label": "covering garlic with towell", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "43836", "label": "covering garlic with towell", "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": "3e9031f9a90c6e5afba266da2f179e33940d6791ce02c4908b9e7559f1c838af"} +{"episode": 72935, "episode_seed": 1909354326, "split": "train", "timestamp": "2025-10-13T03:36:57.632003", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1909354326, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving medicine capsule closer to floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "13819", "label": "moving medicine capsule closer to floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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RmUbeKsaYgkm3Ed6zLk9DrNLJJXPcGtI1Ws4wkaEVV124lttNaSCQo+9QCKLXZmX2PIrukPArzDVkjt9Cg1LT9Yv5la6+zZuIljWchNzPEBztU4U7vUe4HpkZ+UfSt4RsZydycGnZ4qMHilJxVkGD4skC6NPz/wAs2/lXjTHBr1Hxzc+Xpki56jFeUytk1nPc2hoicHctRScDIpsb4GKH5rIu44PnFdd4YvfOsntmPzQnj/dP/wBeuOq/o999h1FJGOEYFW+n/wCugGXNcKtrU0itkBVB+oFdZ8Nm+bUh/wBcv/Zq4/w7DY634pFhq17cW0Vy+FmjmijWM5ySxk4xjPA5JwK674fwSWOs+I7KRbhDbzrEEuABIoBcfMBxn1wcVrCLumRKStY9BBp5bmolPemtIAeozWpkeX/E6UN4gtlzytuM/ma4adyLdsdxXW/EiRG8SJhwWESqQD0/zmuLum+RR71juzRaIktTuhX1FaNnqF1YTxzWsrIwPI7H6is21+5U5bbzSejHujtPDExmub2R33SttY564Oa6PvzXJeDf3k97JjoiD9TXYSKRtPqKhobepGTzUEjYzg1T124lttNaSGRo33qAy9cZqtr2k61oOh6XfXl1crNemTzISmBBgKUDHH3iGzjt9c04xbE3Y4U/dq7pDFZeD/EKKKuJUjqtMkY6onPUV6Fan9yKKK1gZTJx1rM8Rc+G9S/693/lRRVPYlbnj1t98V6DFzGv0FFFcbOiWyB+g/3hXJS6lPpHiWW/tdnnRO23eMj5lKnj6MaKKuG5EjEmAUIB0AxUVFFN7jjsOFP7UUUi1sRv0pgOKKKESyTcdvWtvRwMA+9FFSxM7KADyE+tZfiLjS2/31oooW6F0MvWvEr65DbRS6Xp1sYFSOJ7ZHUoi9EALlQOcnA5PNeuRk7R9KKK6UZE4PFBoopgeb/ECV8IueC1efmiisZbmsdgHWnGiioKDtUb9DRRQNli015tHkuEOm6dfxTMrtHeweYAyZwQQQR1ORnB7g1a07WdRvdSv7+a7k+03cglmdTt3Mc9h+g7UUVt0Mup0wvLpRj7RKcermmNeXJ/5byf99GiipuM5HX3Z9Wk3MWIVeT9Kyrk8LRRTB7E1p/q6meiioe5UdjpPBcrJdToD8rp834EEV3ch/cxH2NFFSyTA8Rk/wBln/fWuevNf1PUNNt9Ou7yaa3t5HlQSSMxLNjOSTzjbx6ZPrRRVw2FI//Z", "info": {"video_id": "13819", "label": "moving medicine capsule closer to floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "13819", "label": "moving medicine capsule closer to floor", "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": "6ae236ac7cfecf34e9dd9e0f127d5aa328c01d0d0f1065cb10b6f07b67dc8f98"} +{"episode": 72936, "episode_seed": 2646802249, "split": "train", "timestamp": "2025-10-13T03:36:59.934533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2646802249, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put wrapped wafer onto box of tea 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "116477", "label": "pretending to put wrapped wafer onto box of tea bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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b37118+gi4IbLB/UdjWVceF7sOXBL4zj1qlUQvYIxDNJ90DBJ2irdmzyec8gwkSfNnjmnWdmx1MRSEo6qcfLnmrk1mLe6a18ySWQnBiwSfxxXdhoU6icLrmf5ESoOEfayj7puaPp0Fx4ejvFRXkdSNzEY35xgj8qj1XTxZ2ySuvkSJEruuflZtwBX64Oaz7HTo5Vb/Q3MIPzFg4XP/fQyauarqEMtv9nlW5lOF+8gAyOBgnJrtWXSVROM9P0OP2sLcrRlOdtg8ny797YyeSOv5dfzrJEollAKIC3GSP8ACrguEb5EhAHTnA/kKS5jubQqHs/IDN8jvDjP0JFdksJFRcX1FGWtzMn2qxC5IHQ4qHgDkYz0q7cpJ9pm3O4w2DuAz7CoCg3l3Tgk/IO30r5070dBbXMglW5VljZCy7dny4IzhR3NOSETvbm3JaeR2cwr/AcEj8Mfyposp08jdAhnHyoyDljyTnsTj+VTi2jN0J0LTbdjTOP4Sx5Xj8B9afQLa2LUSWjLGRKWfa0ciiPOARjcuOp9M8jNaVrrD3Y06Jo2kt7KFAIyme4DMR0JAJ6+grNuJp3uJPLLKFyyAKP3QzjJx39T2zXc+ArGO20u41K8lR5J5PJMkmACM4x+J/lXdl0qMKrq1VrFaeui/I5cdXnRoOMPtNadfQ2bfUbuyuYPO1m1ggbdEqIFJiQMQMtnHpwAOp6YpWvJLm5VF8QQFZNxVUijJCjIJJJ9genTPtVqXw7okbOz6dDG467VI5+grlfELWFnCBYuizEjKrHtIGOeSM9a9TD06Uny0t3/AHVb9fvPBjiKU2vc+96/mVbTRL/xPrbxW6NciBWdjGoXKljt9gW4/nXrdnouoafo9pY2MtrZQqiG4EXzPvwNwJH3snPWsP4caLeR+Fnf7Uttc30n2qIgZYxgBQW+ucj61f1aK88JeG9U1OxkW7u0AdjPnZnIHAHJPOcd68vN8TVxNdYOK9yLtdO13/w572Cp0qFN4jmXP0Vr/wDAPJfFyCz1zULFo1ghSZlWOLake71x64wcD8652T5LiNUZi0h/d7U7dBx09B781cunW9vVmvbhZrmTcZmfOXkYnJJH6VX8/wCzmK6WIbYCEkBk5b3wen+e9c+Iv7Vp7rT9DopK1Nabm34T1CWwtpVlwgOP4cDeC24D2BroX8UxxDBlAz3rzm8Oo20gOxBFI7SABgynOOR39PyqiJZXMgnkeKHnJHALAZ289645UuaTZpF2idrqvjJ0haVWJjztBB6n0rU8G6zNfa1oIkYlLqaZyD02x4A/M5/KvNUjaK3kjKskrlWViMhRz6+vatLQ76+g1fSDDKyCJgI1IxkOxJP0yacaCl7q3Y5y5Vd9D6o1cQ21v5rSKhAzknFcpqOtxTWDBXGSKx9Z119cSW1kKbY9u9A2SuemfT/69c9NNaWaDzJSigf3SQPSuqWCdSzg7vy1PPp5hTUuWSaOlt9Yh0nVrF5pAkCOvmEnAxgnJrb1dP7ZtbmUGOGG4QNHJMQoJ4I9+a8c8248U+JYNPtZFMZkDF5BhQi8ksPTAr07VNAGq4uG1Kc2creYkQXB598/0p4yhPDUoxSvKS22sj0FVo16q5pcsYrte5yWpeHrrwzaya0zQTT286OqIuFTJxwSOvIrkb7xxquorLD5gj3KVYD5j0O7PpW18RdTv4tTTR5pI49NiiWfYuSXbBC7z3xgnA+tefqIYow4VJSpKPnK5J7n6f0pcjo0ox76mKtVm6klcihVzJE8SuIxLgcAfMR8uM/Tn1yK+hLcful+leAL50gaxjEJdHDhhJyenT3Fe/xELCM+lcdbdG8N2c78Q42m0e3jXq0gH5kV69YWwhsLeIDhI1X8gK8x12IXcunwYzuuolA+rc/pXraLgAYxTw9+aT9DGuPijAFU/EDzw+Hb+S2/16wsU471ooKWWISxNG3Rhg10NmKR87Xmv3NzDmaaRnPUE1gXFvPdKSgcpGCwA5A9TXtN98NbK81dp8FYm5ZF4BNbkvhKwtdDureCBVLQsvA9q5nSlq2zr9uktEfOdlZS6hf/AGSLm4bOM+wroLPwDd3Mii4c7M8haqeEXWy+KcEU/wB2TcAD6kf/AFq9vmubG26lBj3rrwkKcqaqNXbOHF1qrnyxdkeIfEDwinh60sb2BNsbt5MmOuSOK5vwdbs092rclHAJz35r0D4teIrO/wBAj0+GRTMLhZML2AzmuP8AAMJebUJWxg+WRj/gVZYu120b4K9kpHXwwBQMgVaW2jLDKjmqN1eGO6gt4hukbnHoPWnJBrlxMTb26KiTCMbz971OPbrXGoNq53OUVuYni3T00111WAbZYgeg9RjpWN4atL28V/KEkcjlWFxs65JDfU9MD61veLdA1iPQZr26uVdjIiLBGudzM2AB+lez6BpEGn6Hp9o8Ee+G2jR/l/iCjP65r0cLONOEk43b/LscmJqcyUeh45NZ31jpJkvby4iUSeWsjRgDHJzjn09a59Lgavcx2drfXMsjksS6qFCAZYnA9ATn3Fe2fEmzSXwfLsjUBJVPA9cj+teM+E9OeDRdR1BvkmuUNpbkjoP+WjD+VP65KEnGKslZ/wBfcYU6EZbGf4QhMurrIts0jRqzFyu5Yzj5Tj1zXRazO8+j3V5JqMV5vC7UxlBz2z0P0r0XwD4Ui0jw8zzRfv7lt7E9Qo6CvEfEOnS6J4r1WwZWSETs8a542scg4+lZ160q0lVnujaHuJ011MWQ75SpJL9OTnNRLkneAdisM9s1JlAWkGGIJJyDzmkBbDQKUw4yDn9KktnRzajJmO9dt0kTHEIHyqMcfmOOKZZxTqPtHlykqQ0nUNnqCQevTj6VAZUNtBaqPJYTbpZgeZFHJ6+hxgVatrw2UrXEV6+5yoZXIlD8565z7etHqDbesUOdSQJZ1aNZFJiA+YEAYx1GfQ+hNejeDIUvfDk0Q/eSRzMYpUziNyuDx34J/GuW0uOEzfbr6AyQ8+WhJKq2SdpUjI5zgfnWlosaXaSxNcTQ3Ejs8TRyFVbnkEA849qunKMXaXU58TQlXp3hpbf8vyZ1d/G+1hGocRgfK5QngcdeSeK5K58U70EZ0WG42/KGw2T/APXq3bWsV0j3uosVhgc22IztdypwBn1689TTLOwtJ7m4jnR4z5hSJsn5T2Rs8Zx3NdEKmEhvS19WvyCjSxa3rOSXkvw+RreGPiLdadaEXeiySpEnlpcJcqmIx0Qq3HHqOai1vxtd+IIBZpZSJYl90ojbczHsPXrjnAH14qCK1hi1K4j1Rt8VqqbM/L5gx8qj2HPHWsu8TT7vULjdaTOhIlAtGCNGv3QDj14496mNenGfNGml82VLDppu9znZ4liVN0zxIqAKVXk4IHPsMnke/pTN8K2ghEAluG6BofmXPBK/gc+n4itTUoI2eKNvP+wwxqWheRQ6KOdo5wAT+J54qrpMzeI/G7wrqtxZK8TiDZHuZiiFgnoBx19vU1jObnJze7ZrayUUuhj3c62dvbiJ3UyFi27/AJYjP8Prx+PFZbyOc2yl3RWMhYqefc47d/wqSfUnv5FkuEMsoYOyk43HGMH8SKieRJZLhmmZEkbCxq+3CgdMfX196jYtu+yLCxXIxbJE7SPwhznIx29Tjt2zU1hJFFqVs4kxiVScg9dw4B98ZpIbqaZfsqTtJtKhJCNpXqMbl9c45rQkMMNrb2sMBSYSAy56sR0GfT6U78ruTyua5ep6Fc26wu9yiGEMh3IWGN5YFm59dowK57UtRm0mVJBBBNvPGQrA9sHaPeqE8YWGG5spJGindYSkjF9pbg9en8xUd9Y2lnbm3jRmuY2UTPklFBP3cf5NdUZ4dO8qd/VnJh6OJhZRqteSX3tiR+Kby3vIp7bSoonUlWA3ASKRhkPsR/Kusm+JrraxQDSvIkQfKjXIkx6dAP1Irm3sFSwnubIvHJDGRND1YD+JR3xj8DRdGwt9Je3URm6kUNJKSCF74Hp0xipnVot3jTS+bOqVJzd5SvLbYo6teXOr3RvLuKQ3crtkj5l2kYCjHoOcjoBWGiqZQd80m0Bm+TIX3HoBithYrVVa4jtbi3maMssqygKMj0J4zg1lXF39gsp1G77VcADzFcbdn93HUZ61Naq6rTellbQIRUI6DWZLm5jkMDJBvGJI0Ce59ia92ifdGPoK8i1O1tLDwpb6hpmq31xbvdfZMXUKolwQu5niHXap+UhvUe4HrVvkqPpXBXeqNoO6sT28Pn69pYPIWXcfwr09OcGvNLSVYNRhlY425xXa2upo4UBs8VpQaszCrFtm6uB3p+apRXCv06VbXlQa2ZnEWlYBkIPcUmKXIAqSj5W8e21xoXjFrmH5JIZiVb8cisa88XazfqRLdsoOcheK7341mBdXkCgb/NXOP93NeRMWI4NYYeclFxWybK5IvVoszTF03OxYnqScmt/wTqFvYWWr3UrYWNULZ7/ewBWN4UsdO1nxHFpusXc9tDOdqTJNHGsZ7ljJxjGeOpOB3qldW89jqmo6HHFcRj7XsMc4AkAQsAGAJGeecHFU46O5cXZ6HY+FZL3W/FXnCMyoyl37hF7D+VexWWmXjNvJCFiTx2H+RXL/AAo0xbHw895IoV7mU7SeuxflH9TXoxuYYXVXdQX6c9a1pwXKZzk5SKtvokRkSS5PmmNw6huQGHQ1upgLkkAVz2n+ILe4vp7V2wUmdFPY7ao6j4meXTLlIEaOTEUsJPG5TIFz+NVzJK5UcLVnNQt2/E3PFVib7wvfQKMuUBX6hhXK6H4Z051ttu14oo8xx9tu44P4nJrpb24ujJf6cW3SnSWlAA/j+YV5t4c8W2XhvRbie/nLTysiRr1O1V6AfUmoaj7S76r8gVOUYN+n4nq5ZUizwAowB2xXkvxP0Vb0DV4woljHluf7y1la58WLi7tnt9PjaNm48xu34Vy+q+L9a122Fr8uMfNt/iolsTCLuc5JCI3EZ8wkZyAMjr2psh89h+7JjHBcDH6961Lx/L09rhRtmUqu4dcHOf6Va1zwxqvhbw3pV/dPOsl+ZPOt2jIFvgIUDH+8wbOO3TqDiKU+eNzSWjK1ska6TeT+WhcXQjXcM7VwSQKuafqMllYeZFDAXB4LpnbwDx+dFFX2J+zL1Oo0aaSfQL8ysWyWk59Su7+YqTTLZdVuofPd03Rlz5R2cj0x06dqKKS6G+3NYtCzQ6e9x5ku9LqWIfOcEK2M/U9z3ovpGaCOEfKLaNkDL95xuJ+b1Oc/maKKVTcvCt2XqT2+k29xqLWszSyIlusqszZbJCnr6c9OlZcSBJbpUG3zHhhLLwQpkIOPfCiiiiXQiltL+uhSnlN8NW3hY108qIEiG1Rl8ZPqeKx31CXTtYl1e2SJLqPcy/L8uWQqePoTRRVrZGFT4n6nIs2EC8cAAN3HNaF7ti1VoY40VI+FwPQCiip6Fr40WDqc8s6whY440IcCNccg8VvatIy6jEoPEsTBzjng8fSiin3KSVo/MeLGOK0sZw8pe5njR8ucYY4OMd/Q9al2/wBlX8k0BLGEZVZDuHOQc/gTRRTa0HBv2kiG1s0m+0M0kv7i381AG4zxwfbnpSXVjbpoSXaJtlkG1u4OR156fhRRSWxcm/bL5fkUr68ktLOW4iVPMjEcSblyFBQMce5LdfpVfVIVs5RAmWjliidw/OWKhs/rRRRHYirvbyf5ieJvEzazHZQvpOm2phRY4pLZJFKRr0QAuVC8knAyTzmvb7dRsH0FFFc+I6Co7AygmtHTZnjYqp4oorOluVLY3ra5lYHLd66W0YtGMnsKKK7Y7HK9xZZGTpiqc9zIF4Iooq0ZSPmf4l3c134t1DzWyFnOB9ABWXpGm20tgkzpuc+tFFRhkrv5/ma1XaOhQudYGgXtzCmmabewyyhjHeweYFZPukEEEfeORnB7g1X0m+uNV13UdWvX868eOSdnI6uQT06Ae1FFRivhkaYbWUT2B2e20iztYXaOKHTPOUKcZYKDz+Jq3eTyTWy3buTKklpGp9AxBP50UUNno0EuWD/rdFjSokP9iNj5ptTu959eCKrXsjS3F47Hn7LGAOwCzqBiiik/h/rsdlL+N/X87O8lAPjuDj/WaW4b3w3/ANevm7xXGqagQvQO6j6ZFFFKf8RfP9Dyfs/9ur82c93ruPCdlB/Z7XBQNI3BJ+tFFFTYmG5la7EgDqFABlHFYereIdV1DSrXTLu9nmtraR5UEkrMSzAdSSc428emT60UVnhvtepNTc//2Q==", "info": {"video_id": "116477", "label": "pretending to put wrapped wafer onto box of tea bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "116477", "label": "pretending to put wrapped wafer onto box of tea bag", "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": "281884fd01ad6c1f332d4caeec1697f9c01640ef1a78912945f3ca1b7da752b8"} +{"episode": 72937, "episode_seed": 262296315, "split": "train", "timestamp": "2025-10-13T03:37:03.010387", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 262296315, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping the fidget next to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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jlcAggE9PyFa8eq3oiGGt9kXy5HI6e3vWbGcNBG6yRvITsKkhSowv4HB/UVQ1q9hhujY2q/Z3dDJvZieey/jyaiM+WoqUd2d1aVOEUpx0NLUfF11aTxW8ckBkuFzu25C8Z5781mTeJZL7T457kM8yuV8rGNrAjp09CfpXNG4u792kckzoowfT0xWtcyWlvoVkLZgix3cZmlf76uQclj+P0rprOVOEOZbsmUY0ZxnFaP8AD5mBLfW8mr3ktxb/AGoOVZW80oVGO2Ks6Q8d1c3M4SRo4Cm2BpSeuQTkcnp+tZVzdGPVbiexaPbIxVdoPze4B9TTLfVrqzvhcLHGHGVkXGA47g1aa5Tlk3ztm5NesrG5snngeFg7QiUlZFByQQe9dUms6VZWcTXF88UMjZVYUJkPcYGeR054rl7/AMR6JcaZcR2+nzx3bkFCwGBxggnPTv07dqr+FtO+2SfaJFaUxHEa8YDAZBJJ/IVnOy1NqNSXwr8T0vX9Ja1NpPaSy7nDF2YjnGMduOpqKBHj0955rl92OSRn9BV3XdZRNLsZpMb3DBgezDGar6XIsllNdXCoUVSVRlBzxnNczgp1Ngm+VXlqzDcSzTLNscuwxuOQSM5AI+gq1HeOsTKL+VViwNpJGfXHt0/KoQjq9tE8SN5rEhsDK8gY/LP61S8R3si6jFYTQeXbyRlmCKFJPQdugx+tTGdqsaUep0VqippaXI9X1m7Q2sUdzOQ5BlBfGV9M5qraXl1FYXJUmdUnEaTFiygNxgn6n17ViQKd/lzSAAgYYnrzj8PWtea583w5LYrEyS2ixO8YBG9NwywyPf8AWuyqpU6cba3evkRV5aTjUju+hky6her4gm8obbhogkqsgPI5PXFTabJJd67KbmNEuRF+5wgUEhsnjJGcZrI1a9W71N54/OhBAVN3B2+9UmnuI5VZbly0bZVgx4PqKtSSjY5J61GzqdREt8s0d5AAyglJQmCh+vpWnD4tsbfSkknt2ublwN0CtgN0zk/w8g/WsOTxpqM1hNaSWtqxkjCGQKQeOhxnBPf0o8I2ccs7XMwGInChnBIUt3471FRx3NcPKSfLHS57fpVhaSafbzSWEUcjwq7Ifm2EjOMnriuN1K1kEdt5MKyS+U0jM5wBz3Heuv8ADV35um+QXV5bf5GKnjH+cj8K53UJxDcxELvDW+wqOxz3/WuesrpWLneLak9jlPsha5ivJSCXcnAGFBHoPzrYbVwL2AohZEwrAdTz0/8A11Su4J4bITSyDygwIjXOTUdhAk9y0ZmCDB3OoOQe468HJrO3s1zz6DhOLg30OoGuwz5xZyuki7cEDBBFc7Dolna3HnJbbrcNnZKFzw2773XjHX0zW2ulA/ZjJdu3p8uMfr61I+kW43x/aJjHGPu7xz/jVrMoLZnNCth6V+W+pkaxrBW5uHcxLO6nEeARkAHr1rHtPHettZRyN4jgWTZkxy2i5B6YDYqHWIonv7yNRIu21WQvuyVfLc+/fiuRingitPIuIJg/qCRweRxmuqjUVRc3cdWanCPKtDv7Xxbrl1YpPd6r9nDoGRREDwTjqMemcVXttYvLvUTaXzxNujMkVwhPz4PI5PBwTxWHol/YXlqNNvJxbmMHyZpDgEdcE9j1pNde30qSz+w30VyQu47GDbcjDA4P/wCunJXiVSquE0ek21hPeTLGq26kLgiRsNnnkAE5HPWotW0OWyuLF5pUmKq7AquMYx/j+lc/4DhdPEUWqahMXuJlaJQzZKZHU+npjsK7Lxu2DpykuqnzCSvttrCpFzpuKe50zqTlpsmV41kaTBYfMuWwOn0qRUcIjlwGBwOOMVzELOWwRckFgAc5wOufx6fnU2ybDlY5inCh3JAGe54rz/qL7nPHC625iawLXF/bMxQjz2bcCMj1z/Kuu82FMgzoAvK/MOtcesMjSsFhaSQ/MI9pBPXrxyB+NR3N5a2DxJIiwvt3FZDyeOOn4V6FOooLkRvXw8KjS5rWR2TajYQlPMu4skbmG/JP4CuTu9bh0eWbUdkkiwSeYqBgN4z09RXHrLc3V4BFl7l5xJDgZ2gcnk9FxzTvEImJ1FDOrtFhSM4VlYBsj3BzW9SSUlF77mdKlGg5Re/9anczfEma3tWml8Ozxx4B3m5Vlx+AzTX8falcW/nw6UiA9AZQW6Z6Ejt615OwiksUC3iK5UbkJI/Driupgtzr9stzYuBIuPOQH7jdPyq3E54ysbGn6suqXcl5EskUnmMsocbSrY9BwOv6VuLY317uaCCd/m+RpG+Qj655rz26v7zw7rs0YC/aCoDc5BYZAPvkH8eK9E+HLXv2e8/tK5lluZGWQI54jTHQDt15A9q53BX1O6OIvBNK7NbauxEGMk/Mai1aRU0+crgKV2g9OvFXEULCAMbj1xVTX9j2MFuT8kkmG6DjB9fqK6JOyPIox5qkV5mBZJcSX9oZQrgKGAVtw6ZAHH0P41e1nw3b6veQXZaaDy12OVUHdTdMgP8AbEjROzx7Q0WDkKMAcDt3OO2a6pUdovICN5nfPpXg4qpONe8HZpHdjKrjUXL2/M808UeFxptpFdWcUu1COWJOR70zSNEbU01S6miSO1kRQYRgEOGGMDGO56V6t5Uk+E8vlOGDHqahurEy2Fw8aLGoQlUUYAxz/Sqp4up7Pkd5O+/5mEaqbTnq/U8sb4fWuo6hFHDeNbM0YLJ5QO04yPQc89PSrEnwcuxu8vVoTg/xREf1rro7pGvrST5Q6SeWcZyAOoOePU8etdlLbgFeGAPBJ9a0xVarTneL0/r/AIB6GIoxi1pa549ffCq+LKbOayRSvzeZI3J9uK0tM8JHQ9DiE+2S5jl82Zk5X0AB9gB+tej3LKY4xhcocnA5P1rJn1CyxLFJMpjbPyBtxP4DNcn1mvUcY/PQinFRd4nm/iPEQtYkaRoHd2UHnHI7nr/hWxBOsWgykPlNoUkjpnr+maoavZtuhiSFSm9mWQDBboDkZ47Ht1rSk2Jp1tCy4TzMsOeePbnvXqxlrcupFynb0INNgZtRtdswkO0H7u3Bx9TjoB9Qe1dBqOh2+rNFNd24Y2/3SrlT+YrN0m1EmtXDxoQXG4gjBBwBzyf511iQSMPs+B6lvavKxUpe2vG6suncwxlVqonHojjfE/hFptKVrC0jV1xtSMc//X4qpoGg3DzXWo6pHIkn2cxqCvDjg9+ex9vSvR47d5D5bFVEfGcdadLZ/abe4aRhv2MvH0q6depGk6a1v1f4nJGquq17nnz+E9KvLuyivbIgsMbkchSM4wO/Ug/yrRk+Fnhl9wAuY+OCJjV1zciKKRopNiSghyRjGCcjHPpnPqK7SWJdqNhcccDqRW+MnUhJSi9Lf1+Z6eIhG6fc8+vvhnpNxBCWubqFUG3Mark/XipLDwdbaNo9xa2haU+Z5pkkwGZuw49uPxrrb69t4YxFLOFwcqGb+nU1jTa5EJXZYnZsZ27cEe+Dz+lcUZYirZXbW/z/AOHJp02nzRRlaRqMUGqCUYQSny5VHTOOCffj8hVQI0lwyFiR1b/D6U9ZFlEs8Fwq28hY7CpdVxnnPAHJI/EVfh02NZFU7izYJwe1e/S1V3uZZkuVxMLViqQ2ysCy7/ukdhwPX1qDQ4klurl5Uxub6Dd3/lWlrcbtqoFu4jMEefvYDHBwPpyuafoIL2ZkkRSZCM/7OAOlcWYzUab+Rnblwl+/+ZftkhEMoKjJPygnnHtVuIRNBGojDMDlhj0qfy4hcR8JgDqOn+RVqJljnkboDwGA646V4ii72uu39fkeVI4Dxf4ZXVNQguIWaMSpsI3bd+Dn8a4xfBPiWTzhHZGUA7GO9cjGPXp2r2O+i8uW1aeMlPmwuPp0H4/rU3h2IJNc2yHAGCN3Yc8fqBXs061RYZSW9/1PUoU4yw/N1R4rB4D197gR3GnTxKQSH2hhn8Kqv4S1lZ0hXTLvLSbA5hIXrgHPpX0eiHzBvOUU9qrXOC8w3kR4+UMetczzGok3ymipX6nBDTZrAy28cy4REMe7occHnsff2966e4uvtthZT8jIIkHcEYz/AI/jVfxDa77SO6hAQxnnYAePx4POPzqnppWaOQRXHmR7t+COVJ7H0/8ArV34Kq5wXNujfEpSw/N2NJC4fcVPzcIM9Kp6y5j0owEkGSQKSD6nP9K0UDZSXAHHyisnxFEW+ywFRKZHyyZI7gdR9Tiu2Wx5mGjzVYoz9Mhee/mjhlJjVAI8jGBgDH6flXG3dhqFxf3dlJBJJKLgyZVMt9c+mP513Ph8RSPcTxB4wxG3qDnJ/Kui+xqJkTc+HGWHr6V4zxMqFecoq+y/yOvFTUazutrfeeN2xuLWaTZ+6u7aMt85++O4xjnqP15p2p2mo6hEbuzT/Rr2FJXXYThlGCM9uRXoGq+BrbUNTe5juTDtGGUjPT055+lXJbGC3ktkG2BIoCqsoAx15x07/wD1q7PrcK0oN/Hqn8hQmq1ROT1f4aHhj2l04YtZTBi2crGQB7YxUtlY37GZrcSxNGAWO4ocf5FfQXh9HkspYWAeSNyGI9fX881pLBFLJ+8jjVSCMlc5rnqY+UJuLj1/X/hip0XGTjc+ddEs7jVPElpEJHllkkDO7EsQAMkk+wFen6S82lXEM/kqFR2jl2dQue479evriuwaGLG9o0AVtvyoFOPrXOa3bfZ79JQwS3m4Y7SwB6duhwev1pUca6tW1rL9Tow8VH3H1N63AKvIQAT0rG8QES3FrB5/kkn5W2b8MT3HphTms9tR1SO1WVHdt2CoQxhSDjBDbSD19fX0ptzMZ3X7bC0s0eS8ckrb1wnIGMAgEnPrnjNepKaaOfDYWUZqbZtaFbSJqVw5DuOmSnzKD0BHrha6BXEdzukZEi6ZZlX6da4qG3lmMjxx2zxwREbFhYNK2C3Bbv8AMDgnPWtKzt4orZpJG5QE+YkS/NwpO0qBg4J+U85HOMGuGeG5581zathYzlzOX4HSwXtsjyb7uAlh0WXOD+GaRr2DyJYQzyGQEApEf03YrE+zyCOGN7xp2VXJSaTGXyMA4YBlGD0OQc9hU5GnTXsP7mGby2YhvM38oRwrDHY57/dwM4qoYOmt22JYGknu2UWNwSYJ5oTGJQA4kL7Ny8DCg+/erMviS6uIw0bKASVBaMoBhcliWJ4x6CoHjkRI7iSOSLZGGHnkREg8YD8e5bPUDA61ITMka28LLIY3ONgeTDZPIKjIJB7EdAOa3lSjP4lc9Bwg7XVyC8gupLqATXKtHJ94SHIIHUrjI6YOSOMiqFskaRCO9COXAXDSgZY8YAxjGccr0BJzmtmPQdSuCHeJIFzlQ4CADGMbRkn15Oc1gW2kvJ4vu9Lk1ae2X94EMEYBdlTcFz1A4PU9qSgo6IxlWhBWv9wkkKyfZYrOEj91tOAdoOc8Z57nqe3aob+2itbu3trySQA4JZX2FDyc59sD86y7Z7qdB5U6mZiuBNIw4PU8HoOM54rULyRyIvkx53ugUxKdzfdO1jnLZGQM9OtK0bmcW6k+dPT8TV0R7S2vJ5WuYUViDtaZfU8A9wMY/Cughv7X7SJPtKSA9EQO38hXKRpNIJ5TeyqyRmKGORgqscAZOOhyeD0yOtaiJFZ2kvnqxARnUPJ8zqNvUPkjuCw4547VhLCqcuZtk1MLCcuZvVm4uo29oWkcy7WBG5oto/DcRTX1q3twE27Vmwo86TAb0+4rfzrIFvZ2jQRRu0Txh8Hl/nbHzg4LA4X0wR0xmtFb0LOkiKIowzfO0axbsHKsQxHHLY9TyauGEpR6B9Toq2jf4Ga0K29wU86RkkdSU2BN3AD4ZvTGDx3A708TahcwocyJH5ohBEu/AwfQgAkgAZ9faklaOJVdpIUk8syKLfMw4Y8FR8uAAccjn6Vej0+6vYN9kJmgDECQusY55xjJ/vHtz71u4J9DsbVrv8f6sZ01rahrV0llGSCfLBVmAG7DdjxjpnJz2qlaGO0LiIGVQxyBENjZY8knheCc/Mc8AV0qeF3Y77u6BkYgkJ+8OQMD5m44B7AYqr4q0+DRvD5urRStyJUAkc7256/ezRymM8TTS5b3MJ5XnjUB1/dqwMhBYk5yp+X1OSB0BNbkcSqiuc72Gc1g63czjw6t1aa5qE0ck/2c+fGsazEKGLxgc7VOBz6j3Af/AMJKRdJBJDGJ2+6rSP8AMf8Avj2rSLSODEuWItyLa5RvjcPqd3LDE7ImcMj4+ZeAMdTyOPp3xXQ6BAiaYGZN2MkkjtnH+fwrm4Qq3ksq3G5XKbwLckgDksMkcAk/Njqau2usXMNpEqr5a8qPNhVDtAzuJY9Pf1rixNKVVJL8Teph5VKahHpb8jqoFjFm52jrtOcZzVxBvtECJvOeVUE4xWA1zqsaoEEru7AbVKRDnIGG24PTse49afFLNcTustxIsQkeNfNeQg7WAOcnAPPTH5VhDAytZytpY4/7Pk9XJfmXvEhQWEbOgfbkshbaScZ7HI6VS0q6gs72a6jilNuy7SdpIBwMcnH936fnSRxtBHI63a4dgioiLGQMENhgOeeMkDOMjpVE26XEmy6VXyykhwWLIPlzkEAjOQGyMnJNdyopQ5W73PRoUIwp+zvdf10NqbXvNdkt4MyZwwZwAp7A4zg+1YdxqN/Oq5DoWl8sYXaGJBPBGS3TsR1FXJLj7K8ssEdxHnJwSAmSoGNzcYyo6gkY4zmo0s7++Ei28UhR23FguFx2yWwOOgHIAA4qI4WlHVI3jThBXt95U+zLLJbTNeHDNltyEnGMnO77vboTzkDOKsadJJP5iGUN0LZbJByc/QZ6DFZFrYyXPjCXS9T1W6tYzKER4p0URlR1JcAYAJwABycVLpF02lalqdhfXEwSB/LiS4QBxhmyCEGM9PzreKSZyYqrGdJwjq/+CdQis4HQBTge5rC1y7KatCm/axj2g4JxnPp7fhV9NZs0iCDzSM8kQsM/mBWTd3U39pyXMThYPLJdWmCMBkKCQMkcg4+tXJqxyYSlJVLyRoeGoIpreSbACu5YKp7EZ/rW5FDGYJHbLEcbuePSubs9XWzSeCFIpWSTa/llzyxwBgKPp1rQOpXkcJKWuS2P3UUJZ+3OGb3H515NTCTnUcrLr/wDSvhatSo5W3Nkxwi1jcqMk9e/vWd4kCLDbTEuijjzIhyORxzxxz+FMivbyWd4luDEisyZJVMkYzyFAGM4wWycHFV3juCkjTPDIGfylOC7jIO7/WEqSCMccZ9q1o4RwfM2PD4OVOopyexJol5a2lxebpTJE53KRluc9PlHXBqzca7Gd8drFJJIAW2jA2/1/SsLYLhkS4dwPNDGJZSn8PGF7ZIxkcE9Km86K1EohRpImdm2yRDYdzZyT90cFhkHJGBgVpUwtOcuaR3Sopyu9ytPrNzdMhU+WrbiSFPAUgEnIJPUdAO/pSSxS+a0kt3FKiwlwr/Pz06nI/vcd8e4qjrn9o/2N5sJm2pKB523IOT1y3qOoHFQ61oWvaXo+m3t9qF0J70y+dEyk+UMIVDHj5iDnHbp61pGlCGyFOcKcrEFvcmR4D5aIpNwQi5wu0KBjn04+lXdMRr23i86Vz5kPndvkkLN8y8cEdqKK0JXwX/rqdPPotvGHHmSsGO47iD2HfGewP15rDv5zaSgYaYGIp+/lkf5T1H3u9FFWkODZe0mRtTnImCDgc7Ax44H3ga7BdAsxZo7vcSFuoMpUfkuBRRWkUjDFzlGOjscvdJbx3F5GbSCQRxvtMiliB5u3GSemDXWaKvlaS8ak7UmcDn6UUVHUdWTdLV9i9tBCk9a8n12/m0zxte3lvt82KZtu4ZHK7Tx9CaKKTONGRYu0c5RDgFMZ7jB4NdBc6db2FkFRWkWSJFZZHJGBg9sYOR1FFFYL+IddJtRVihc6m63lxCttAIxK3y4YjPTOCfSt7w9ZR3sxJxDmPkQxouf/HaKK2jubpv2bOuGgWsMcZ866bd1BmKj/wAdxV0aXYwWYaO0iDZ5YqCT9SeTRRW0DyK9SfNa7OWlmlTXZ7VJGSFhISqnGDu6j0Pauh0Js2F0mAFWfgAdPlFFFS9z0ay/cL0RqJGpC8ds1y3j0A+GpCe08ePzoopM4Ynn+r682sRwRS6dYwGFVSN4EdSqD+EAsQBznpyamcq1teTmOPJmaALtGApwSR3zknnP6UUVmdNDdhNGq3FyvzELCHUljlSUBPPp7dB2rURv9MtrbAMQMir2KDJBAI9QOfz680UU0dvRen6C2dyZpYWMcagrdYVQcLtK9Oe+OfXJq7pfnajBK0txKoZfmCbcsMA4LEFsZ7ZooqjSmk1r2/UrSak8V9FD5ELoZS+JNzYY5yQCcdz+dP0+aeSWzUzyCOb5GjQ7FADqMALjFFFDKopNO/8AW53I0nT7OcvDZxBx0dhuYfic1PGMuxPJHFFFB4kpOWrdzynWtWbTvFGro1lZXcclxuKXUO8AqOCDkEdeRnB7g1iXWo3N3NdXU8headmuJGyRuYKxA4xxz09hRRUM2pfGjantLWSDShJbRulw6qyHOB0Jxg5H3jQsedVhh3tyXIcYDAjJ6474xzn2xRRSe52UW2tS/YAStaWzqpUt5oYjJVtrHjPGO2MYx+daZgWPU4dOVmFukwjVSc4/ck5x0z+GB6UUVfQp/E/mUIr65utS+zNJtEyjc6qN/I5AYg+mM9cVavGW3uVjMayoXZgJM4BIPoRxyeO2aKKEa1EopW7FDQ7qa8vbOB32QzKqMkYC4USBQARz0967oaRYWk5eO2VpB0eQl2H0JziiikYY9uNuXS5ieNRnwxIxznz4/wCZrz241vUL7T4rG6upZYYHaRd8jMSWxnOTzjHHpk+tFFI88//Z", 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", "info": {"video_id": "99184", "label": "dropping the fidget next to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "99184", "label": "dropping the fidget next to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4498fab1480da0dab81581585929e430784a963fc80c74bde750c0168a1a238e"} +{"episode": 72938, "episode_seed": 1636894141, "split": "train", "timestamp": "2025-10-13T03:37:04.990054", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1636894141, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring cheerios 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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pspoXiIRXfjdkjOT3PNWpkkCtiN2hZF2vKgwpPJBx9RxxUUvmtbBbhN92ZM5RPkCZ+99e3PTpWqt7VOPcwld0Gp9jc8NZi1ZR/CyEH+degwYIB71xWj23lXSORjANdbbtt5zxXVjlaovQ5Mrlek/X/I1o88DqKsXFmrxEflVONlwPWr7vhRg59a4T0zLSzEWWYZNcT43ws1tuG5FRmI9ea9Dfk8niuP8AFtu7pDNDgSJnaSMgHqK6cIv3n3nHj3+5b9PzOSmniW1itVgkgmZ0M5f36c/j+FRnTpLdfKCqsksTBwpJ24PBz2c5Faz2TajHBI8PmRAgRSxt80qIQCAOvOT3z8tUH8zVEuL9UlY5aErHLsMZHTj3HXNede0tT07XjoU4bRFt5VSRLwDb80xzt6ng9z0x9RmrF5MLTT0itFzfq4MbSAHyx0ZQR3x1qRGubmGWK2mEZji+eRmCqxJwfrx6Yoiht5Lv7JFLth3Y/fsSu8ZIOc5XAxVSlzSuTGPLG1ylE5nupR+6+UAHyh8ue/PevRPDrbNKgRjyAR+tcVpdjMbq4afy856RfdUZOAK7fTQI7dE6YFevVVsLE8PDvmx07dv8joIiOMcCs3X7Jrtbd1wfL3Z/HFXYGwOc4qyQsiEHFecz10cUunnzQAOtGqRDT9IupR98IQv1PH9a6X7MkbluM9qwvFEbPolwAvOVOfxFaUY3qJeZliJONKTXZnntlZG5URIrbpGw7ngIueo46/1+hqOQRSyyBRO0BCp5m7kDd8ueORxzjpWjaxajBp0rxPuSRwpiVQWCkHBX3+99PxqKGOCPQ2vXUmQg26PzgEnIZQevOB3rLEybrO/c0wkEqEbLoULloozLZqrrIjblIXKljjv9PpTk3W+bqWIoUjLQqh3ZOMY7Y9atNHE5kMKMhiQF42QqRjqce1V5oUUyRsHWQqrDypN2/rjgfy461s6VP2SaephGtVddxktOhE4tnIuorxJGACyqDnk9Nvtz1rovCrmLU2jP3ZEP5jn/ABrnmWFtPaWGEW6GbYYtqhy2fz28f4V02iW5S+jk9Af5V14a86E0+hwYxqnioSW7t+Z3UC9CDx6VeQ9ARWXbOwwD0rSjPAOe1cB642C9W5QI3Mi/rSSDcpJ7elYMN1h1lRgVJ3Ag8EYrRhvlnGAcN3WqaJucTq1ubfxOZFgMjNKGUg42nrn8gR+NU0itkvY9TjEsVshaUqVKgnkoBkdPlOfXiul8Q2AuTu5yy4ypwQe3NZN5dTxblZ7aQvEtvHFEm8Sq3AYZ7r0IxnvVY2PNGFRdVb7jmwE+SdSk+jv8mYckTTRfblFwVuGDpJG+1EGclSM9B1qVrdrqGRiFETRiKSYxqy7wQNwyeBirc+ny2MRs7eeRrtfMf7LkBWG3lcdzznjjtTFtItTS03XEdkk6gyW8bY27e5z7YyMe1ccKko7HfOnGW5lXNvDbT/abhwZInGybjdu4HK5PqOvHIrV02xf7VcySyLJIzBpCowAxGSPwqha2qwSxNaQ/aFLkGIgqqspIyT64x09Aa6+KJo4mkmVFlkbfIFHGTXrZdSlz+0fwpHhZtiI+zVGPxN7FyxzFEqgcCtmEkAH1rHtVJFa1upIwO/P0rjqS5puXc9SjD2dOMOyLgdsY7HrTC/b8qdtIA796ifpn8qg2K14vnROh5BBFch9nktpLiTyPtEQiIKkj93k4LDv9fbNdfMcRn171y92IZpDHPwpPyuGwVP1HaumlacHSk7X29ThxKlCccRFX5d13RmvFLcavDcQiGK5tdq3Dh9yFjyT6EEHIx1471XQLNeNAV/02NPNjjiizHMASc89ARWrcDT1jeBJrnT4o1LzQuCROe5Ru7cce5HArPWwmFjClrqsUl3ZqPOfzAvlxE5xuPJByPxzXBKlODtJHfCvTqRUou5TuF1UsZfs8axszMsCoGJC8H6e/XtVrSbWGdXVLtpZpJQ0qgZCIv8Oe2Tg8ccmrC2F21+IHUXMNucQsJiY1Ujnkck9se1a0cNtpVqqIqgngAcbjXp4LCNpVamkVr6njZjj0m6NHWT09CaFAsvArXtSB754+lZVorNhjyc81tQxnj6VjiavtajkduCoewoqD36+pbjxnHfNXvp3qBUK4+WpxjbgfrWB1kL5wc9O1ZOqxh4CCORyK15QRzWRqb/Jtq4ScZKS6GdSCqRcJbM5SaKVZAljbXbzIhaPDExhum4Y6DBII7dRzVKZdPimjghuALmU5S5LMF3qOnsOxz14xjFaMt3LasQk8kPcSRfeT/Ee1PBuLpEmgh065eJcoOV3yYxvb3wSMe+aqrhXWlz0eu663/wAjlp4v6tH2eI0tonbRr/My4tt7bWsMl5BZzkjz4o4wQu3kE5zyR+fb1rPX7Q6xQqDcRzO4ZYk28A4wCRgE9e/610kuixzrcAWUkUlwFd5TOCFkB5O0dR2+lTqbbTExLcNNN1AJyR9B0UVph8vm3zVvdijHE5tTS5KHvSe1hbOySyt9gRUeRi7KDkAnsD7VsWq8Djism0le7lMjjHYL6V0FrCQMYqsXWU2ow+FbF5fhpUoudT4pasuwklQD1HpUzNtTHQnpTreLg9OeOaZdAqEz71yHokBYN16is/VEE9nNF/eWrbZz1wB1qCX7hJqoScWmjOpFSi4vqcHa2ojnki897XAaQSFhiRjwqjPQg5NQ3JjW9sPLlD6dIhxHCMOgc8dsZ+nrW1exF/OSGKF3YYKyDnHXIPUEGo2sr+0JuGhFxc3bBhNGwKRdBgjHBJ6np1I6U8bTtP2sfhl/TMcvre57CfxR/LoYohZ2knikmkiQHzpHwJI1yVIwR6D9KpT3djuaGOB5I0IXzlVQVUADrjoPx71a3SQR2utXFg3msDA6O/ySHcRu9cjBGT9etTtcLPJDavHBGInZZMxlg+8fwr1x0P489a5qd27bnXUaUW9iC206a7jaea3jKmRYoCTyAere+MEcfkBXT20KxSDHFVNK0lbFDPNI7SEE/O3C+px0FaEB8x9wHB6fSvadP6rhnGXxSPn4Vfr2MUo/DD8zVtj2Y9elaMf1xzWfAmMYHbNaaIBg968s99Hl7STeEba3gJe6gkf525CxfT0z6VsWmqwyXdhLA+5Xl8s9iMg5BHY1mXV497dLCo+WT5cEZGO+RRZaVBb66jWxIUEyMpOQDjAx+ZrX2ikrvcU6Tg0dbqT7kBBHrWPH9lg824j0tLqZh8yKQrA+o/x61euXJA+lYt0HRhJGxVh0YHkVdOqlFwkrxZx18O5yVWm7TW3+TIprXR45orgQX80dqpc/ujvJPHl5GDx9765GaDpFlMt15E1yZbkLKm23IVG/uljzwOD9alj167gGJYklx/F9009vEkzD5LVQfVnJrWGGwej52ck8TmOsVBety/ZWP2SLfcT7yvODwifQdqaLoXdx8n+rXoT396xZLq6vWHnP8o6IvArSsYypBFaYjFR5PZUVaJODy+cant8Q+aX5HQ2sNa1vGE5OOlU7FTtB9q5Nr/Ubrxre6YNZurSENJ5KxqG5CbgvsODya89K7PYvY7yb5Su3kHNRMMpn0rkfA+q3+qLd/bbuWcIIyu8/dznOPyrsQPlI9s0rWHe5mXnEZHbFcxeIWyMc1094TtP5VgSpknjmmFjGj1G5s227VliB4SQZx9D2qyNcsWJaXS18w9SApz+OKjubfDZqp9kzyBXVTxdWCsmefWy6hUlzONn5aGi+vsV8u1tViHbPb8BxUUDS3E3mTMXf1NQx2/zYrQghKyDGcVNbE1KmkmXh8FRoawjqbunDKjIrehjGBisjT02HBGc9aj8YXtzpnhxriyneGbzUUOnBwe1c252bHSqCDz93rmnDGf54rzHUNYv7fR4r6y8Q6lKrXHkZnRUWYhcs0Y67QeDn1H0HpyEYGPSm1YE7iTKCAawdSGc1vy8x4B/E1hahHnkUDRzN7DuQ1ivAUbchZT6g4NdRNGChNZr2xLge9NSsxSjfRmWJLphta4mI9C5qeCAk5PWrYtgScDHvViOIBaqVRvdmcaUY/CrF3To9pWurtUwvPNYGnwhVB710toMRcj6Gs9zQshBt6gE9Kr3xx5a9+a4N9YvJfHV3pc+s3tpbGcpGYpY0WLoeS4xjGfcmrfh3UNRudR1W21C5upjayhEW5xvXlhzjjPAzim1pcE9bHSMPlH86q3DbYz61cADIRVK8+5+HWkM5i8ZlbehwwORjtVKK5tDLLumlsZZl2StEx2SL3Ht1PT1rSnjye2Kxbq2+YnFb0qzho1ddmctfDRq+9dp91ubMUI3yyRay7JJGIwrFG2ADGV9DjvSyXNlbzGe4uluLkqFMhALkDoOK5c22DytTR2/PSuqOKhB80KaTOCeW1Knu1arcexqy6i984VQY4gc47t9a29PUMo/CsC3i2uOOa6TTVCn5u/auOrVlUlzSZ6WHw8KEOSmrI2IYcAelXVOSFP1Fc34uu7rTPDjXFpO8MoljUOnXBPNczq1x4n0bSNPu7nVb1ZbovviK48nG0qCcfeIbOP8A69ZqNzZysZRlaKYuuNwXA4rX0D55HkY5ZhyaKKlG9X4jXnPKj1qlMoZOaKKoyMuSNfSmCNcniiiqRDLUKLycVpWCgtRRUsaOnsD0HXOa8x1y+m03xtqF5b7fNjnbbuGRyu0/oTRRThuKRs/Do4+3gdB5Q/8AQq74sQCM9qKKT3GtildAYIx1rDkA83GOKKKCkUpVBJJFV9o2Lx1zRRSQmShQCMCrNoPn+goopsZ0ViAXAPIxWb4/48LuMDHnx8fiaKKSJZ59quvNq0UEcmnWMBhVUjeBXUqg6KAWIA5z06817OjttXmiiqmKJYcYSsq7UHdx1ooqSjFdRtNVioyKKKQyGT5GIHSpgi7gMUUUxm7aIuF47Vro5C4B4x0oooQjyfXtVbT/ABVq6Gys7uOS43FLqLeAVHBByCOvTOD3Fa/ge6mv73Vby5ffPM6O7YxkndRRVy+EzW53KdPwrPuuVaiipLRiyAbjWfdKKKKBsq7RtPHenJGu4cUUUyS5AoLjIrftANy0UVIyn4948JP7TxY/M15tda1qF7Yw2NzdSywwO0i75GYktjrk84xx6ZPrRRVx2IZ//9k=", "info": {"video_id": "38712", "label": "pouring cheerios into bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "38712", "label": "pouring cheerios into bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "38712", "label": "pouring cheerios into bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "38712", "label": "pouring cheerios into bowl", "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": "a81c6ee251e5236216fd226650dcfd66f5377ffecbc40a506ad09816f06b136a"} +{"episode": 72939, "episode_seed": 1968393706, "split": "train", "timestamp": "2025-10-13T03:37:07.396587", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1968393706, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging charger into wall plug'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "134480", "label": "plugging charger into wall plug", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "134480", "label": "plugging charger into wall plug", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "134480", "label": "plugging charger into wall plug", "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": "607f8c93fe1a8e6fe6ed11148b8cca6257af1708f848d04a3a7318ddeb7404c2"} +{"episode": 72940, "episode_seed": 3249937794, "split": "train", "timestamp": "2025-10-13T03:37:09.501533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3249937794, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a charging block over a notebook'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "137380", "label": "holding a charging block over a notebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "137380", "label": "holding a charging block over a notebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "137380", "label": "holding a charging block over a notebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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GESBWK5yB8pz+TVrN9kW2kxEmUYIFAGemB+GDiltBbXME2YIztTrt9QM/yH5Vp7drUlpoyLsSzeIXikwXVtuF6cdMe2K7qxgNx8OPENts3S27R3UYxnO3BPHfgGvPTeZ8RyFc+YrBt3pgCu98K61t1NoHgZ4rtTFJDECdykEHj6E12W54mb0seSajql1Lqcl0A0W7hQAcAdhW1Z6gJrS1muS7fZ42hiQgkgL1z7DNZs0eHYCRnXfhQw5IzxViSGfBUzBWIkB5z94/4CuKUrbmkVrdEt3LdzSjy7aRlGRyODxn+VYcuk3BmZ7e3PlZGQT9xiM4rcgSRUd/OIjXe/HbK7f0qxplpFdSeWzSZPzfeIGAu3t7VKqW0LcHa5z76LqM/lBVQKqblycZyN2fyq+9pcBI03xqYoyuOecDd/WutGn6f9ljeSMHacsd5wFC7PzxxWT/AGaVdWKQmObc6qvOQ2FA/KlGvciKZTttImlVniuoHUbsdRnDKv8A7NVqLTpVOwzRF9wXv/fKfzFatnHBFaRtJCqqz7VLAdCRkn8Rn8KdNLbw3TKsSHHGSo5Oc5H4nP1q1WfQGmUY0a10e7kDKXJCPjspGRj6n+VSaEjIiTgZ2uD+VSeIDDaae4jRY0cICFGOAc/41Fod+EsCmzKScjPBFdVKfPG5DvY2fi9JJZ69KbeH5NSginLqvoCrD8cCvP8ARNXvba/iWKWQOw8gEZ4DEZB/Ku+8cagmr+G9GmJdbiGWSESY+V02gkZ74OPzriLWOQOzo2AjhmPTOAawqrkeo46o0Y7lEjSO3jd8ANu2kFixxx7dqpXC3F0XWW2YxSHuQD97bke+aZHDKrwkzgsmzHHdTn+tTSph4o5pXYhctj3bdn+lZc9ndG3K5GUuj38V26bSxjJySx6BtvSpU0rUPtaTTsixbxhc543YxXW2OnWpMckoYiUEtuc5xu38fiB+Apt5plu8qR2scayq7TtvYk7M7hj8Tmp9sr2sZpO9jnkspri5RTPChnbKjBxyW/wq6NJuIo1dp4dpUMME903/ANKu2NmFuLf9yGkyACAMDufyyfzNabfZFtpcRJlG8sKAM9MD8MHFX7bWw7MyPsLq43yx+Xv2lhnj7pz/AOPCnaqT/aUVmBhYP3Y9+ev49a17UW1zBNmCMlU6gdcgZ/kPyrnbq6V9fcZJkLDp2wBW9Gq5OzI1PR/C9qtz4f8AEdg6ZL2XmopGcsmWH6gV47qGq3U2pPd4aHdwowQAOw/z616x4b8QrZaxFO0eFkxG6LzuyegHvmvOdZt4oNWvYreUyQJcukWR1UMcfpTrRtqTHsyxcrsJOeS3GahsoXnt76IEZUIpPbBaugmtomXJUZXg8VjxySxzajDFgBzGwz0zz/iK4E7nVEv2FvEuoTTI5MfkgKEPJJb9OlPi8kaLNtlaW4ZtzxN/CS5+XPvWPBJLDd3UEOGYbFLZ6Hqf1NaGiNcT2T3cmJhuZZGZDnIJK5PfmnNWiiZ/FcmW5t5tXitrZXhtgiqEb7wOeQD9e9Ta0zWiQwvg5nG1UbcdueK5KeZZr62VHaNR8md3PXPFbmvJFBYW8Ku6yW7qVUndnPGCeu6hq0okuXLJDlaKW7CRpJjd0Y5Iyepqz4ojE6xRsflDKSPbBrHa8JvM8blHBYcgjoKva/JJLbb3+UOwLewwa2gvfiOS0uVILtFTa3yRDgHua7m0jPivw5JpCRwCWNS9pu3b45ccEkDAB6EH+leY2kgkuBcSj92vCqTjiuo0XUb+5vl+wXAsli+bzASqr9cdT9etehF3XKzCSKsenzWdkYZo3jnW4ZXVhgjbhefxFZl0xVd4Iwp7DmvRtfMd0La5mKS3UmRNKihVkOBg7QTg9c+tcbrMCw2LmJRvBBA988V5lRclRxZtTd0JdWihrveyiQxqIweOAmf61oSxwxSWEUtxLFFEvzSDkbgnAA/GsnWJJJVuLmRhg4CDPUn1/DNEtxdTX1tC7bIpnKGPbvDfLjkdzzUpXiy6mxrXtxbW09+/kMZdgW3kU8DgZU/hzVrTUaawS5WRSyt85JCgDHYd+orI1yQ2yxRzx7Ztrqccc4xn8gKr+FlUW8t28jsYvlwH4GfQdCeP0qGvcujObsib7TE32l3EmRMcMD8o4A59a1NK+SxuXwV4Aye4x1rm1mW3lv445GeIy8EjrnnB/wA9q1NJuXe1liULtYKxx2Nate6W/e1M4n7NeTMqhpHlYnPYVu+Htbay1BZLeQLLkbpWBKqfYDr9K5PUHf7ZNGD+8lc7j6LmrlrfCxhWOFV80/xdx/hXowfKYM6/xT4ZmXVrLWY4lWzvHUShIygWXlmO09A2M/XNc1dKVZj3LEjdXb+GprpLQ22oXyzWs2GaybGVPY5Yja3fisKe2hYcqPlyCcVx4uPJJS6Mqk+hz9lC89vfRAjKhFJPTBatawgiXUJpkkJj8lQoQ4JJb9OlUI5JY5tRhiwA5jYZ6E8/4iooJJobu7hgwzDYpfPQ9T+prBas6H8JrxeQNEm2ytNOzbnib+HLn5c+p/LNIt1bz6vFb26vDbBFVUbG4HPIB+vGag0Rriaye7k/fDcySOyHOQSVye/Nc9POs19bKkjRqPk3buevapjG7aMlsdbrTNaJDC2DmcbVRtx254qgrRS3apGkmN33WOSMnqaTXkigsLaFXdZLd1KqTuznjBPXdVJ7wm8ycblHBYcgjGBVUvhCD5opGv4oj89Yoz90OpI9sGsuG7RE2t8kQ4B7mrevvJLbBm+UOwLewxXPWriS4FxJ/ql+6pOOK7KGkERJanp+mFvFGgS6KfJXKFrcNGzNFLj5X3DgehHoa5E6Xcadbta3MbR3KXDK6nqNuF6/560/Sb68vL1Fs5xaJH83mAlVT3OP/wBddZrkgvI7We5kS5uSpEs4UL5nAxkA9R696eKV4c66Ew0kedXTFV3gjCnsOa1Lu0UNeb2USGNRGOnATP8AWjWYFhsXMajeCCB754qvrEkkqXFzIwxwEGfvFvX8M1wJ32OqLNeWOGKSwiluJYo41+aQcjcE6AfjRe3FtbT37+Q7S7AtvIp4HAyp/DmsmW4upr61hdtkUz7DHt3hvlxyO55qzrkjWyxRzx7Z9rqccc4xn8gKJL3jNbmvpqGawW6WRSyt85JCgDHYd+orG+0xN9pdxJkTHDA4XoBz61B4WVBbyXbyMxi+XAfgZ9B0LcfpVZZltpb+OORnhMvBI655wf8APanFWnJCjLVo6TScLYXLgFeAMnuMda5rAgvp5ypaR5Tge2a1dIuHe2liULtYKxx2NYGoyyLeTY/1sjlQP7ozya6aC95imrHT6LqwtNTimBUyr6/dT3Na3ijw9Nc6pZ69FCn2W6dftPlKwVZcklsHkBgB7Zz61xdneLp8IVEUzH+I8kf4V6D4Yub9bVob++WSznGXsn5Y+hyxG09x3rrkuePL1Mno7mFdyJGh9R1xXJ6jeyW2ohcArxJtHAPFdFeyqoPOFBrJksYtVmuX3svkRpINo5IyQf0ryae+p0p2KMEMo1LyjcBZrmRCGHq1del5bQQxaNbSCQW1sPNdW+XdnJ/EnJrmNGuobTxIzS+XPIqA2xALDdnj8h+tUYDc3OoSKh2SXG7zN3GFOcn9aqa5nZme7t2NaHTrW0gTV7uRn8t2lWGNR82T8uT+VVdS1K3vYGuY87zKpKnnaxGfy4NaGpBBoU8Vq7SsxS35OAoyMcfgKwbuVYbR7JLaKMJIuXTJLnHXJ7HNEHzO4pLUsRAz3UKKvLuBWp4nujbm1g6pI7K49gtZ2klTq0A5+XGM+tO8WyeZq1kh4GX/AKVqpNTVim76GbJLu+VBwO1aNvM8VuIwx25yR2J9ayp4zbXRy3ydMehrS8OWUeu+IDp02oy2qNHI0Rjj3l3VCwX0A4JJPp711c7SuzM6bS3g+xFvMJfd82eg9AP1qnqsuLeYxgZjG7kfyrL8J3Tyw3ZlcscRkZ7ZzV2/uFFvcLuy2w4wK4arvVuaw0RiedNf2UilgoiPnMT/ABHOBXRaBJb2azazdXSmO3WSOJOh8wgZI98H9ax9X01dMgm8qcZkUSbX7qR2981Lqd3FPoOn21rFtthl5CFOTJgAkn6nFEtdF1FJt6dzY1KI6vcWIZghceY+Tkgbf8cVRa60/SITpCtI2GEjTsMbmyMcemKZpCfu1uby4KeYoij2nnbn3qtqR26xd3cltFKkLJCiOScYA+bA/D8xULfl6CmtCsZUF3cxqOBJ6d+hNbvh9CtnPMRhWcKPfFcy0++5u5iNrMxPy9ATXU6a4h8PnaO5P41rPSNhptKxy/28z7pZOZS7Dd6jJp9qzCfzCcbTkH39ao2cJm01pA2Hz/M0puGjtm2uRICMV1qberIOmspke8T7RIwTdlu5Nbt3JHGhx1HXFc1rGn2Np4ft9V0zVr6ZWuvsubmFY1uCE3O8Xfapwp3eo75A27yZQpOcLxXLiZc1ioLU57Ub2S21ELgFeH2joeKZBDKNS8o3AWa5kQhh6tV6Sxi1Wa5fey+RGkg2jnGSD+lRaNcwWviRmm8ueRVBtiAWAbPH5D9ai9olyb3OnS8toIYtGtpA621sPNdW+XdnJ/EnJrAh061tII9Xu5Gfy3aVYY1HzZPy5P5VkQ/abq/kCtskuN3mbuMKc5P61ualsGhzxWrmRmZLc5IAUZGOPwFZ25XvuSlaJn6lqVvewNcx53mVSVPO1iP5cGoYgbi6hRV5dwBUF5KsVo1kltFGEkUl0yS59cnsc1a0kq2rQDnCYxn1reOkdCYXSNLxPdNbvaw5ykjsrj1AWuekm3fLGOB2rR8WyeZq1kh4XLn+QrIuImtro/NlOmPStaEnypAzVtpXig2BjgnLY6E10WkPEbR3L5bdyD29K53wzBYat4kj03Ur64tbedtqTRTRRrGepLGTjGM8DknA71o6VHJY6nrNlMLhTbz+UEuABIoBYfMF4zwM44oryvBoIrUn1WX/AEeUxgZjG7kfyrnPOmv7KQFgojPnMT/Ec4Fbl/cKLe4BbLbDjArO1fTV0yCbypx+8USbX7qR2981zU9jVt2sa+gSW9ms2s3V0pjt1kjiTofMIGSPwP61NqUR1e4sQzBC48x9xyQNv+OKx9Tu4p9B0+2tYttsNzyFUOTJgAkn6nFT6QmY1uby4KeYoij2nnbn3qJfzkR1bY9rrT9IhOkK0jYYSNOwxubIxx6YrKMqi7uY1HAk9O/QmrOpHbrF3dyW0cqQskKI5JxgD5sD8PzFZrT+Zc3cxG1mYnC9ATWtPuTFe9c6fw8hWznmIwrOFHviuZF954aWTmQOyg+oycV1GmsItAO0d8/jXGWUBm01nDYcN/M1pSk+Z2Bu+5dtmY3AcnhTn6mtiznWW8T7TKwQtlj1JrmvOaO2OHIkBHNb3iDw3qnhzQdI1G8lnSa9MhlhaMgW4AQoGP8AeZWzjt06g10c9ibGnesTj0KntTdCHl3t4fvZtxnd9aKK8+Bs9jlZSbe/YRkqUeRFYdQAeKsWl1K8qTMcyGJvm79+PpRRWktgfxEsV1I+mMg2os12gYKMcAZ4/EVSyXsbdiTy/T0we1FFKBL+M09GOdXTPYj+Rqv4vYjVLTB7N/Siiq+2JmTIPNuYQxOJCucH1PNPs9TuNC1pr2zKma3d1TzF3DkFDkfRjRRWwnuaXgwnbfj2T+taF8u+JiSfuZ470UVzS+M0hsWfE4D2WnsQMhVT6gqc/wAq5qC6mWJIQ58sxsSnboaKKvoJ7Fw3DD7FDtXbkY9V+btS3M0lxq7yO3zSTyA44wFAAA/IUUVmtxVNkVAcLP7ua6q1P/EgP/AqKKueyCRwtk7fZWTJAwW/EUrIBpzT5JYTBMZ4xjNFFbIlmj4j8WSa/b2sEuk6ZamBEjiktUkUpGucIAXKhecnA5PNdTeMSB05U9qKKxq7oqAmhDy7y8P3s24zu571ysube/cRkqUeRFYdQAeKKKIlvdli0upXkSZjmQxN83fvx9KliupH0xkAVFmu0DBRjgDPH4iiioa1J+yUsl7G3Ynq/TsMelaejHOrp9R/I0UVo9mT9kr+LmI1S0wezf0rJkBluYdxOHK5wfU80UVcPhQi1a622hXV5bf2dp9/A8ufLvoPMwyZ2kEEEdTkZwe4Navh3UrvVtQ1fUL2Xzbm5dZZHwBljnt0A9qKKVX4WOO5PfLviYkn7nbvVjxOA9lpzEDIVY/qCpz/ACoorKGxp1RzcF1MsUcIc+WY2JTseDVs3DD7FDtXbkY45X5u1FFOS1FHcW5nkuNYeR2+aSeQHHGAuAAPyFVAcJNju5/nRRThsiI9TqbU40DP+8a4aydjasmSBgnj1oop0t2IcYgNOafc28TBBzxjGam1TxNq+paTbaVeXs89tbyPKgkkZiWbHUk8428emT60UVr0A//Z", "info": {"video_id": "137380", "label": "holding a charging block over a notebook", "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": "d52d763922d121735550e483b6291b601724575da92e09f6926eb48cc4884e12"} +{"episode": 72941, "episode_seed": 3217135016, "split": "train", "timestamp": "2025-10-13T03:37:10.505171", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3217135016, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pen falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "44180", "label": "pen falling like a rock", "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": "44180", "label": "pen falling like a rock", "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": "8829834abd74a58b1cbbc155d9a11bf3cdbb5e787549f0f4b9ade58dad60fa0f"} +{"episode": 72942, "episode_seed": 1905432912, "split": "train", "timestamp": "2025-10-13T03:37:13.231712", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1905432912, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering sofa'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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Qx4B4BGfSu+lBWOHFRdKMF3v+Zyt/deJYfFOmWcej2QulsLgC6MxMB3PHmTbjcMYxs/2hzjmsGTTNT/4WV4fiv9SN9IkE10y+QsaxDkcAep9fSoItc8c6x4+umg0xILrT7TyzZkJKsSuVOJGLDk4B4PGMY6123hfwhqlvfya74hukutZuU2HyhhIIxjCjHHp044+pq5QuccqiasfMsvzTMfU10XgWT7P420l8cGbYf+BKRXPkZlP1rd8Lkw+KNJf/AKeox+ZxW9SN6cvRmVJ/vI+qPRdS1G80281Rlb/j71Byyn+AxhQPwZGH5VynmFbnepwwbI9q7PxBZCTxdeqxUtPaACMddygEOP8AvnafoK4ScMlyR6GvNa1PbTWj8kdlf+OdMtdO8h7hjftbN8kaE7XZeMntyap2U9vb2cccm4QiMLv2MUxjHLAY/WuO0zTk1fxhDaOuYpJi0g9UUZP8sfjXu2kJsiVECrGEwAvAx2wPSj2MZWR1Kt9VXuq7Z43Y6jJN49064lkWT7Pd28KybshlQqqnP0Ga97uINO8deHra7sNQmt5LeUy2t3CPngmUlTwevcEHqDXi/iawlj+KAhUZM11btHx1B2AfyNdB4ev9X8DeIPEMce2fSbW8Zr2z/jjiZuJ09QAVz7EfUdsFbQ48yipRpyj2v+JFD4W8R6v8RtSifxG9xdaRDGBeOrRBXcA4RUPGOevXuK9A8M+BRply2o6jqM+q6tJwbmY/6tfRR2qt4YuI4fiH4ztcgtcNb3cf+0hQDI9uRXZxSFJGI7DFXZHjNs57VGxffZwjgqgcsRwckjAPrx+teF+K7+K/8V3pRshJPLHuAMZHtwa9t8f6wNJ8PS32QHijYR+7nAX9a+YortjOGYlnU8En7w7g1cdCfM7fT7UFQa77wnaxHRtdklBMflhGwOfuE/1rzzTtSRIUJOUYfKx/kfcV6v4LhgufAmpSzOEimaUM/oAhGfwrTEW9mkVhnapf+t0cbHEyNtcYYcEH1711XhDUvsk81m7ELIN8fsR1H4j+Vc+EZm3Nyx5JqVzJEpktyFmVTsOOhxXiXPZlG+jO5MvmLAM4yQ36ZrgLvxF4g1DU5r/R723t7FJDFDDNFuE4UkFmPUZOce1cBD4m8R290/l6pcySyZjMb/ODnjAXt7YruYf+JZYWy3MU1vEEVA8sLIo7cnGFz7+tKcZRV1qd9LBxhJqqddomsJrejITE0FykohuYCclHHJ57gjkHuDXnnxE1pvEevWvhnTzvSOcJIy8h5jwB9Fyfx+lP1XxDN4bNzJCdsl1aGOHj/lqGADfgrt+VUfhJp63fjQXUuWFnBJPlucuflGff5iauhG/vHHWw6pSnLoj1LUJLfwf4PuZ41BisoBDEOm4qNo/NjXiVvEHBB79a9f8AiVZyalD4e8NwEodRvh5jdgqDc388/hXltpAFViBgDNenhKdmzxK07mNG5gklgfg9Py6fpWJeyZuM/hWxrn7u5WVT2wf6Vz12/mMSOtb1NNDOLGq2WqVmxgVTWTBHNSPJkjmsrFXOhtTutIYh/HKM/Qc13cKgWA+o4rgNHffcQg9FUn8a7lrhUtIwG6tzXXR2IlqeieANQSDxMbDIzPbnj/d5rWWBfEeu/wBqzNm1tmPkr6lTwfwwT9TXjHhTXZrv4m2v2aTayxSxxn1YriveNOshBDb2FrlYohsHv6mvNxk71OVHTRjyx5jSh8ySJnUY88jaPRRwBXMePIFhTTo16L5n/stdzHCsRVQOF6VxPjzLNYt2JkA/8dqqcbMym7o+ePGp/wCKmuB6Kg/8dFc64OwkdRzXReM+fFF0P93/ANBFc/KMRH6VsQj2bUWf+2NKui2Jbm1iSHjryfMX8nDf8BragA/tu8UfeaC3k+vzOKwr1wujeFb19wVFiG8HhGYKMn2IDD8al8V6jdaQhvLGLfK1kEL/APPIeZw+PYn9RXkwjfQ96XvWt/Wpz3irxrqKarPp+lSokMTmMuEDNIx4IGe3auu0bwdNNplr9o1Ca3m2AFIFVgpA6EsDk/lXl3hu2F74n02F8kNcBmz325b+lfQulj93FkANgmt4U4tpNGuIlLDrlg7dzxPX7A6D46KCd5XjmhmMjoASx2nOBxXongbxu2l3t/4a195vkvZYLW8kyV3F2IjZux6kfWq3j7QoZvGug3s8qW9lPtS5uJWCogjO7knuVzis/wAa6rpCvq2raHd2eq6Zqg8m8tVk2yQz4+SVQeeozkD19a6oxtscmMqQqwpp72/G52vhREi8d+PUfmdrqFgf9gpx/Ou1imKvLyMKvGa8q0fWbRPHWganBfwTDXLFLS8jWQFo541G3cOxJAH516eQdp4+8/6D/wDVVnko+Mo7j96c4z654Namk34g13TnPGy5jJ/76Fc0HxU0F20U0Tnny3Vh7YOap/C0EdJJn0F4yMkfiDTbyE+W8SNsIGTLmRAyH/gJJH09q47xBbi1125iA+QtvX6Hmuy8XXKS+G7S5T5pnmgaBlGSrEgjH1Bx+Nc541gKa75o+68SY9iMivMe57MH7kfmUPBsQj8bBjjEltKV+vGa9d0xcJ8uOgA9K8Us5pLS+tryH/XQPvTnAbjBU+xGRXsfhnU7XV7XzbWQ7lKrJGww8bejDt/XtWlN3kh1m3HmMPxfP9k+Iuiz6XYLqWsJAdlq8gVcjJQn3HzH8BWP4utPGWqz+bdeGLi01na0T3mnNvhngIIKuOegOM56dqi8OXD638bo7ls4F3KwDHOFRGA/kK6b4iazea/LfaDpbzqlvJFaERNtE1zIQdpPVgi87R1yScBa646mOMhKnOEU9eVfLVmLpXiuE+PvDc09pJZXJt/7OvHeVWjlG0bGDA9j1B6cV7AXjO1RIm5zwNwya8xTwRaa1fQeFrKTy9G8P4a7uUUeZcXbjLKG7YGM/l2rcufhP4dW3aOF9QiuB/q7n7UxdG9QOlUeVc5P453ssWn6RbK2I5pJXYepUKB/M14fuwc16P8AFay1vTV0i21nWYdR2iUQFY9rhRt5f1J/pXmxNMRr6ff7AY35jf7y/wBR7/8A6q+i/hzZpefDBbY4b7T56Fv94kA/yr5cRyjV9J/DHUvsvwmhn81UMSXDhmPAIdiP5VNSWiRrRTcvd3MZgykB/v8ARvr3qTblM1VWRpLe2d/vtErN9SOasb8pivKZ7D3sZvg/w6sOv6pq064SBzHbnHQsMsw9wCAPqa9B8pWXyXjDIU2uGwQR2Ug9c1kaFIDDJF0PmBh7nHf8q2lJUM7HAHQ57f4k1qncVWo5yuzx74k6La6XLYi1mlETySNHbNhljGBkqeuMngdBzU3w01ey0Cae5vWcLd3MFmu0cDJLEn26Vo/Fy2KzaPMdoykqYxyOVP8AWub1DQLm0+HWk3pQhr7UZJU7EKI8J+eGNdEYmtaV8ItdZP8Ar8j2nxxpV7M2na3psRuLrRrj7QtqDjzkxiRR745H0rwWDUiY2MTbh6HrXv8A4L8Qr4k8PrDdBodUtM297EwwysByfxx+ea+Whcsjsd2Dk811Upcp4EtS3qV0ZQc1jopkY5NT3Vx5vJ6+vrUMDDfVSdxIQ2mWzuPWg2mTwxq1nAFM3gMKkCezFzbMJI2XOMc1qXOt3bWmzywCven6ZYtc7QO9XdU0hrezeRk4VCelaxUlG6DQ0fgloM2rePBevnyrGJ5GYd3YFVH8z+FfTlhZx2wYg7m6E1xnwd8NDw94IieWMLeXjmaY9/QL+A/rXcMpSRVB6kk1ytJvnNLu3KPfIwufvGuA8cX0M+qxWEXLW0e5yOxfoPyGfxrs9R1D7JatKieZKWEUKf33PAH+fevJ9QiNtrGralJKzwtJjzGPDGNfnI9smqT1Ja93U8W8W3wm8VX7IwKpLsx/ugD+lY0kxZOGBH6iq91cNc3c1w33pXZz+JzUW81oRY9vtz/aHw00iR0MsUEStLGvJZFDA/l1/CtqCJp3soZgsqSaOQ3cOQyZ+oNc54CvWn+HNwqYMlss6gE8dCR/Ouu0K3zo2hSbQ3+hPGCpyMEK2P0ry2mm0ezGd6Sf9bHCtoMnhjxZZ6kql9KW5A8wHmLcMYYe27rXtNgAsSH/AGSTxwBXI+IrQT6ZeJs/iViuM5xgkfpUHh7xJeaXax293b3GoWaptjmgAMsYz0YZ+YAdCOeOnerpVUpWkbVIVK9PnWtiDxpexaz8S9F0G4hWeyhmijlifgSGUjdnH+yQK1viFo3g7w3YrPB4asptR8p3jjDNHGkaAAvIARkAlQB1ZiBXJ6WU1n41W1xbsJIpb4XCnH8Kru59CMY9iK0pUk8d+Oteubpo4PD9vIlo93M+B5cRO5I88bmOST/CDxya7Yvc5sdCMXTj/dTfzMFfDV/cweHRbwiPxRfSC+jECiJLS0X7rOAOCTznr2rvpPBXi6WLzrnx1dC7jXfEkUWIgT2bnJq54FuLPVtV1jxDJcwi7vyI7K23jzIrJDtQhc5AYjd+VdF4q1a50eKC4trQXaEuZY1OHwqZBHsGIz6DJ7VaR5XU+LTTc0pNMNMZ7P8A2v8AbfAWjP5jKqInmMnUOgKqfoHVM+1a3i5TPaxTsoB2Iwx6ZZf515l4fvJLvw5Jp8RDTW03miMnG5CRn9f511z64NTsDJLE0bmIwMnLbGVwQD+ArzZ6SaZ69L3qUWjOA5rqvD2nT61LClhFImoqwQXSSmLyh2ZmHUDJ4wc9O9csOtdD4T1b+xddt7tuYs7ZB/s+v4VCSumzVVZQi+XqbHwws5j8QNduCFlu7KK42KBtDyGTbkZ6A4P50mji48F22rarBo8+ua3E7C81BGBhtZ3+9GmeWwSNxA9q6XwRZLaeL/F9xCN3m3A8pweodTIAP++lrP0O5K/C+3Ek/wBisd6+cqP/AKTcS+cPOPGSBncAB83HUdK9GKujixlR1Kt/JfkbPgfV/wCyLXT9E1HR73T5r8tNHd3e3N5OfmkyByrZzgHqBW34vOso1vJo02ycRSkxMm8OMqMgcZdRyBnnkVzPi4aUNJRrLSNViu1vYXtLiRnCmYyjB+Z85Iz1FVNX1PUb7xze6eNdu7SO3mka3EShjlYydo44BGeatWOF6M82+Jfh+80hNLv77Vk1SbUjLN56xFTjCYGSenPTAxzXnzHiul8WaxealFZRXV5JcJG0ksSueEEm1jj6nNcuxpiGs2K9h8F6oi/DGO3lcBRcSKAejMJFcKfY5xXjLNk133gC5F5pl9pLnHlSJdofYkKw/wDQTXNir+zujpwbSqq56G53NuIAJ5xShsLUTv3pVbiuFnoGlo9ysF+BI21JFKn3PauphG541Y5zz06n/OPyrgJ41ngeJiwDDG5Tgj3HuKnuvFV7aeGtTSf5NSihxBcRrhZELKu4ejjdkj8RV07N2K9nKa90zfHPiC217XrDSdKsYtQmtZzy2cSv3jGCMg459cDFXNS8Tv4s0t/DGs6OdC1JI1n08SEosjrwE+YDbkZA7c1g/CnSDqnjq2lZSYbFGuZD6EcL/wCPEflXoHxivNDHhuK2vXR9TMqvAkY3TIvcjHIBHr1rtgr6nPmKVKcacXsvxMbwPr0er+LmvLZXiuJNHaPUYyMZmjO1W9yQBXgkp5OetehpcR+GNPj13w1rOoP5twbN/tMCxC6AXc7RY5wpwDuHUj3A85lbqa1R5s5Ju6K0sh6UxJippkhyxptMgvC6+UVGZ+RVfa1GxsdKYzu/DWpxRMgb9a9P8P6db+LtctbLK/Z7fFxcD+8qsML+Jx+Rr58gnmgOUbFfR3wO0G7/AOEauNWnZkmvpRtY/wDPJeB+GcmqlVcafKuo4xTdz2G2SOKFIogBGq8AVIybsnv2qNFFtGqZyBnk1MThc+1ZR2sD3uczrFwVvd65Z7WJ1tk7SXDAfyB/U+lcB8WV/wCEd8AQWpfdL5TQeZ3dn25P/oVOv7+5n+JE1hdaveW0KXTGBo5Y0WJsDJJcYxtJ9zXm3xU1rVbkw6dqF1dTJDcSFVuMbl28c44zzTUUOTvoeZHvTTSk0w1RJ6J8Ob4HSNb055NgZFlBPT0P8hXqOgX4bQ9HkY+W8s0oWFei5VyR+B4H0rwLwzfJZ6uElbbBcoYJD/dDdD+BxXomkX2pwkac4E0lkwMW35QVC4Iz6jP61wV3yTb7np4a06NuzPSLy72AvI2QZB/hVaDTNGXUtLsJJ7qI6mJAtvCcq2wbm+bqgI44/DFc7Nqr3enxzOUigUI/mSAlRnsWB/pWJceL9VtPFuli40sM2n7pY2tJNwlhdSmVz/nisaVpyba2NnKUFaLtc7zQtLTTvjzfR20KRW0NuXRFXAVWjQAAfU1FNpuialDr9xqenh4Ld7iz0bTIScjygTLMBkDJc5LnpitPwpqI17X5PEmxIZhpy28sLSguJBKxxjgn5ApzjuKktLE6b4m1zSvNtbWDVEa+S9ueWW3b/WxoD8uVcknPA3AkGvQg01oceInzSV+iS+4oN4IutF8IrqOnWGl6be2CLex3Amkkn+RNzqz4AYMARt+7z7V313M9/wCHbTVreINIkK3iRryWBUFlH1UkflXlXjGCRvAKzrYXH2gzx2TX93c7pCc7GwhJIBAyBheO1O1bUPFPhvQ9KkbVNQDTqyfZ0TiFVC7ATjAJBzg/41onY5JbnzyaYaKKbJZv+Eh/xNZZASGSBsYPrhf613ejKraBqLFV3BUGce7DP6UUV5uK+P7j08J/CZT/AIquW/SiipNkegeBNcuppLiwaOEIkqN5iqQ7EKACTnnAAH0Fa8NvBZ6941soYIhHJHDKGKDchnUiQKewJG7HrzRRXZQbaOCt8RZbTI2vvB80s91O80T3EgmnZwXEIIOCccFia818X6tdaR8Rb+e12CRbhyCy56rtP6E0UVsc73POdetlgkicO7M+QSxz0x+XU1iOeDRRVEvcgbpXonwz+ay1cEDho+R1PXj6UUVzYr+G/kb4b+IjtWJwacnSiiuKR6QpJzVXxnpVhaeBbXUYbZVvZ7tUknLMWKkMSOTgDgcD0ooqqXxF021Uj6o3PhMqad4H8RazCim8RmUFxkYRAwH0yTXAT+bqngLXvEt3czyajLfxxSNvwrKRuxge9FFd8NjkxeuJqf12J9R1pL3Qbe8Gk6db3ENskcTwo42IP4FBYgDnPA5PJrzCX7tFFaHnFFvvUDqKKKBEw6CndhRRTGW7O3Se+t4XztklRWx6EgGvtfw7ZwafoNna2yBIoowqj0AFFFQ/iRX2S1cMd7L22g/rTrtisBIOOaKKUfiYnsjwzxJqzWPijVS1nZ3SyXIYrcxbgGAGCMEEdTxnB7g15j47u57+S3urmQyTSyzM7HudwooqxHGGmmiimBe0RFk1qzV1DL5o4NeqWC/ZfEVssbHbPBMzgnPIwM0UV5+L+Jeh6GD+Bm7Z6RZxgT7HdgPMVHkLIreoUnA79u5rM1RBaeM7Zrc+W10jQOQAcKSG4ByAc0UVhSd5q5tI1brRobW4in8+aWV9w3vtBAA4xtAqr4j16+/s2xmmaO4k02eK4t2mQMQxOCD6qR1FFFaX5a9kRUV4ajfEV5PrejWmsXsjNPc3cEojUlYom3SqSi+pCLknJ461j3OuajeWT2dxdSyw288roHdm5IA5yecbePTJ9aKK9JHnz+I//9k=", 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", 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", "info": {"video_id": "127211", "label": "uncovering sofa", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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RZS3kqtNHHi5m2nZ97oo+XqOazvB+nwW3ijxSbdpXiikSENM5dsgZPzHk81uaL4fv9V8NQzaxrd1JblpJ/LtH+zoql2JJK8nnJGT0NVvhxp/l+HLy7DOy3l7I6NIdzFQdoye5qZx0djOcjlvFY2+GL73VR/48K8m/iNet+LuPC95/wH/0IV5OFyc16DOFHb/DhJriLxFZQHDz2Xyf73zAfzrrLKSOfwpqRh5tlifyRjooG7b+BJH4VyvwofHie9TPBtD+jCuu8OKn9l6tYtuUxecjox5BKgk/Qkkj615tZfvX8j2MM70P67sv+JdbGhaPLfJteVpFECE8MxGfyA5Ncj4Vk1jxfrMkl5cr5UKFPMEYG0sc4UdzxnnpWH4q1S9vr2G2uYjDFaxII0z97Kj5/wARj8K734X2oh0NJwOZ55GJ9h8o/l+tEacdrHaoujSVRbsTxZ4QFr4VvLv+0rqZIQsgjkROWDAD5gAe5rlfD+saloOmwalYM7LaamvmQDOJRJEwKnHqExXt95p6ap4fvLEjie2dAB6kcfrivNvDFt4fi8DX+la5rNrYanqN0DCkjfNA8XClwOgzu644NdUYJbI55YhSw0lUd3dHSeO9f0/xT8NJr6yZxHDeWy3UEo2yRkSfMrDsea9FlkVQzxfd2Db+WR/MV4jp2pwa3quvaJrUtnYT3WnC1mufPXyrieNspJu6EkYGe+K9H8A6sdb8FadPIQ08f+jz8/xR8fyA/OtDxpLllY19ebebZRj5QRx+FfP3iu/iv/Fd6UbISTyx7gDGR7cGvZ/HGqDR9Aub8nDojiPPdjgL+vNfNEV2xnDMSzqeCT94dwapEs7fT7UFQa77wnaxHRtdklBMflhGwOfuE/1rzzTtSRIUJOUYfKx/kfcV6v4LhgufAmpSzOEimaUM/oAhGfwrTEW9mkVhnapf+t0cbHEyNtcYYcEH1711XhDUvsk81m7ELIN8fsR1H4j+Vc+EZm3Nyx5JqVzJEpktyFmVTsOOhxXiXPZlG+jO5MvmLAM4yQ36ZrgLvxF4g1DU5r/R723t7FJDFDDNFuE4UkFmPUZOce1cBD4m8R290/l6pcySyZjMb/ODnjAXt7YruYf+JZYWy3MU1vEEVA8sLIo7cnGFz7+tKcZRV1qd9LBxhJqqddomsJrejITE0FykohuYCclHHJ57gjkHuDXnnxE1pvEevWvhnTzvSOcJIy8h5jwB9Fyfx+lP1XxDN4bNzJCdsl1aGOHj/lqGADfgrt+VUfhJp63fjQXUuWFnBJPlucuflGff5iauhG/vHHWw6pSnLoj1LUJLfwf4PuZ41BisoBDEOm4qNo/NjXiVvEHBB79a9f8AiVZyalD4e8NwEodRvh5jdgqDc388/hXltpAFViBgDNenhKdmzxK07mNG5gklgfg9Py6fpWJeyZuM/hWxrn7u5WVT2wf6Vz12/mMSOtb1NNDOLGq2WqVmxgVTWTBHNSPJkjmsrFXOhtTutIYh/HKM/Qc13cKgWA+o4rgNHffcQg9FUn8a7lrhUtIwG6tzXXR2IlqeieANQSDxMbDIzPbnj/d5rWWBfEeu/wBqzNm1tmPkr6lTwfwwT9TXjHhTXZrv4m2v2aTayxSxxn1YriveNOshBDb2FrlYohsHv6mvNxk71OVHTRjyx5jSh8ySJnUY88jaPRRwBXkfx/jWC28PxL0Bn/kle3RwrEVUDheleI/tAncugt2LXAH/AI5VU42M5O54ki5r1nw35t58NdPtEcxf8TRYzL/c+csp+m7aK8tiTNep+EENz8LtXhLbQszjfj7n3W3fhjP4UYmPuL1/Q3wUrVP67ooazrE+rO0s42kuWCf3c9R+eas+G9bt9Iad7yYRWoXeWPOG6DH1zVTWLcLZWc6BcPCqkr91ivykj64z+Nc3ftnTWVuu9cVwct9D1YQUpch183iGz13Vo5rN5Hjt7fy8NGQSzMScDqeAtVPEepiPTJFgk2vOv2eaJwVbYWDZwcHgr+prX+HGlx22kJflF+0XTMdxHOwHAA9sgn8RXUePLWS58DXjjl4ljduM8BxmtKdFc3MnsdMcSo2oW0v+pV+Duu2VlpQ025mCT3V7ILcf3mEakj8unrU3xE8O33h7w7q2oaP4hu7TT5W8yTT1jB3SyMAdj9VDEkkfWvO7HS7l/BDavBI0LWerx4nUHMeY8buPQ7a77xLr2oar8PtUs9Xij/tPSpbW4eSHmO5hLgrKvsa7I7HkZjFrETku47R/hjrA0uy0698RzQaZsV5rS2Z/nJHI+Y4Hocce1d++nW2iaNttbcrbW8ZZIoxk4HOAO5q8LlLmCO5iIMckaupHcEAj+dWBcFVUHsKfKmcDbPnvx7ci18KygnBmlRBx75/pXkyT9iwB9e1d78VLwLFp1kDyS8zD/wAdH9a803YrQhI7z4YXTR+NVUkDzbeRf0B/pXoNhbPD4k1ZAuJZLaaTcf8AlorHKH324ZfyryDwVefZPGOmSE4DTeWf+BDH9a9vhDP4/tEIXb9gcgZ5OXwR/I1wYhNVLnp4OX7tr1MXW/DY13QbC4h2pfLaQ+WzcBxtGVJ7eo/+vWp8NC8OmSabcRtFdWczrLG3UbvmB9wc/pW3awBNHgQpwiIn0w2P6VzdybzS/FUt5YSBJnGdkg+SVcY2t+I69qyVTlfvHbTU60XTT9D0DW9XOh+Fr/UEH72GD92MfxMcL+p/SuW+F3hjw/rfhO7vdY0q0uZRcvE88wydgCt1zxgk81neM/EsWq+D5LOS0ubK78yJzHMBtkAPOxgSDgnp1wM4qtHf3GjfAxLW1R2vdcvpLeFIx8zKThsDuSEI/Gu6LTd0YVqXJhHzK0nJL8Cktjpes+LV03R9HttN0GGBru8upR5krWw53ktnZuA+UDBwQa0/BfhbxRdafc3WkaxNoWiXM7z20br5krRngMB0GR374qS60yPTtNTRZ7u1tdT16RBqBjlBSysYhllLE5J7Ek8luOAK9jsltPsscdm8bWgjRYfLIKlMcYI7YrRHkTtzaHz38T9N1fw3ZWdhda/c6paXLtKn2gfOjqBnnPI+YV5duwc16d8YdYutRn0qC7sxC8JnbzAfllBYAFR1xtUc+uR2ry8mqasJmvp9/sBjfmN/vL/Ue/8A+qvov4c2aXnwwW2OG+0+ehb/AHiQD/KvlxHKNX0n8MdS+y/CaGfzVQxJcOGY8Ah2I/lUVJaJGlFNy93cxmDKQH+/0b696k25TNVVkaS3tnf77RKzfUjmrG/KYrymew97Gb4P8OrDr+qatOuEgcx25x0LDLMPcAgD6mvQfKVl8l4wyFNrhsEEdlIPXNZGhSAwyRdD5gYe5x3/ACraUlQzscAdDnt/iTWqdxVajnK7PHviTotrpctiLWaURPJI0ds2GWMYGSp64yeB0HNTfDTV7LQJp7m9Zwt3cwWa7RwMksSfbpWj8XLYrNo8x2jKSpjHI5U/1rm9Q0C5tPh1pN6UIa+1GSVOxCiPCfnhjXRGJrWlfCLXWT/r8j2nxxpV7M2na3psRuLrRrj7QtqDjzkxiRR745H0rwWDUiY2MTbh6HrXv/gvxCviTw+sN0Gh1S0zb3sTDDKwHJ/HH55r5aFyyOx3YOTzXVSlyngS1LepXRlBzWOimRjk1PdXHm8nr6+tQwMN9VJ3EhDaZbO49aDaZPDGrWcAUzeAwqQJ7MXNswkjZc4xzWpc63dtabPLAK96fpli1ztA71d1TSGt7N5GThUJ6VrFSUboNDR+CWgzat48F6+fKsYnkZh3dgVUfzP4V9OWFnHbBiDuboTXGfB3w0PD3giJ5Ywt5eOZpj39Av4D+tdwylJFUHqSTXK0m+c0u7co98jC5+8a8C/aD1OJtT0ewhALWySPJg9224H5DP417jqOofZLVpUTzJSwihT++54A/wA+9fMXxhtpE12O9MjSRzTSoHP8TIE3Ee2TVReoraanHRXIEecZHr6V638Kbr7R4V1eBUDss5wrdDuj4Brw9ZipyCQa9X+DF6GfV7MkLuCSY/Mf4UV9YFUNJFuOBm8IzRbzIto0bxEjlQyAun/AWJH4VzV1F51qyr97G4fUV3QUXMfi2GBdkXmZUYwA+3LY+pAP41xWCHI9DXn3Pa5rT5l6npXhAK3hnR9uM/ZR0+vP61198tt/wj2pC9fZam1dZGzghSpz+NeZeDdbg05Rp13IY4GYmCVvuqzHlCe3PIzxyRXRfE6+e18JraoWH2u5VTg4+VRuI/PFdFJ7sz9m51Yw7szfDN74ofwUlnpvhC11DQTuFzum/e3WSQ2Bnggj0OMDFZOlz6j4fk1FNa0bVJNGvbRrSKK4ZRLHFuJG0HG7BY9K7vwhq6+FPg5b6m8fmTSPIIIhyZJXkKov4n9K5u1tGtNY1fxjqrzX1xp7Ja6ek7BvPvGGOAOBtJxtGduDnkV0rY4MS2qlTXS7+ep2Hww1ZNT8C2EckytLaM9u+WGcKflJHbgj8q6wusgDI4ZSeoOelcHo/wAIdPjs/tGsz3M99KTLMtvKYo1duSoC9hT5vA15oN0914U1w6bbsMT213maL3YZ6H/OaZx3PAfiDe/bPFtwgOUt1WEfUDJ/UmuVNWL25e7vJrmQ5eV2dvqTmqxNUBJbTta3cNwv3onVx9Qc177YXyzeMtOljdds8QkD90AUj8iGJ+q18+V3+i6rdHTbPUrOQfaLRRaTRkZLrkYx7kcfga5cQrWkduCavKL6o9ntrsS2OIpCUEzqM99sjVWS1tNYvTDMWV0LFZUbaykjqD/Q8Vy1hrF1Cdoj3LMrTQsTkOCQSNvr8xqO812/0UXd3ZQW11JCPMuIWZklROuQOeK4lLnkkdluRN3N7V9O0rUfhVfa7Yma5kJjKzzphlVJgrBV/hGQTnqe/oNOSGaP4aeErO2hRdUunS0t7ojm1EoLSOvo3lg89ua4rwr4tkk8JyeG7nT5Y4LuC5SOWRwEBfc0aj33EDJwK9H8QaM9x4JtbaBftM+kpDdJHE+ROEXEkYI/vIWHvXfTcdkc9epKVPlk763/AAsY8Xgrw/qHiqI+H9Dtbi0gtEb7ReTP5EzbyN20ZMpwpGeFzzzXTeE7e68P+K9S8PyG1WzlhGo2sEBYrbguUdBnoCw3Y6DNZ87jUL3S73ct7FqEHlRWGnTeVEkf34vMbIJ6MMHAzwF4NcXpK3UXxF1yCC7k0faXt447bEmNib9u7GMZJJPtitzhnsVfjtHJa32k2rIRF++miYDjD7dy/gwP4EV5Ax4rq/GviDUteWwbULq4uFjD+WZugztzj8hXIsad7kjWbFew+C9URfhjHbyuAouJFAPRmEiuFPsc4rxlmya77wBci80y+0lzjypEu0PsSFYf+gmubFX9ndHTg2lVVz0NzubcQATzilDYWonfvSq3FcLPQNLR7lYL8CRtqSKVPue1dTCNzxqxznnp1P8AnH5VwE8azwPExYBhjcpwR7j3FT3Xiq9tPDWppP8AJqUUOILiNcLIhZV3D0cbskfiKunZuxXs5TXumb458QW2va9YaTpVjFqE1rOeWziV+8YwRkHHPrgYq5qXid/Fmlv4Y1nRzoWpJGs+niQlFkdeAnzAbcjIHbmsH4U6QdU8dW0rKTDYo1zIfQjhf/HiPyr0D4xXmhjw3FbXro+pmVXgSMbpkXuRjkAj1612wV9TnzFKlONOL2X4mN4H16PV/FzXlsrxXEmjtHqMZGMzRnare5IArwSU8nPWvQ0uI/DGnx674a1nUH824Nm/2mBYhdALudosc4U4B3DqR7gecyt1Nao82ck3dFaWQ9KYkxU0yQ5Y02mQXhdfKKjM/IqvtajY2OlMZ3fhrU4omQN+ten+H9Ot/F2uWtllfs9vi4uB/eVWGF/E4/I18+QTzQHKNivo74HaDd/8I1catOzJNfSjax/55LwPwzk1UqrjT5V1HGKbuew2yRxQpFEAI1XgCpGTdk9+1Rooto1TOQM8mpicLn2rKO1ge9zmdYuCt7vXLPaxOtsnaS4YD+QP6n0rxf492H9l6b4Usi294kuA0n94/uyT+ea6u/v7mf4kTWF1q95bQpdMYGjljRYmwMklxjG0n3NeXfFjUdSu7+0t9Rurmb7LLOiLcY3JyvXHGeBnFNKw5O+h5yTXafC7UhY+LGRjxPbun4jDD+RriSauaPfHTdYtLztFIGbHp3/TNKorxaQ4O0lc9x0O4eW612PJaSQNJIG+6D82CPYoE/EVy2oRCLUbhQMDeSPoeR/OksNTk07U7iN0D22o/KlwG7FcqPoaLucTzhwCDsRWBGCCFAP8q829z2ZKzuSWDxpcBZUDwv8AK6MMgg1qeLdJv9N8M2tzJvi0+W72w20sjOysEYlxknYD/d78HjpWLHzXXaldrrvw3hsXwbqwvIWxnl0Y+X/7MBWlJLnua068oSgulzZ8T+Ht/hfwjbXMsg0e0gR2itz++vLlwNkSL6nLHPYE0g1LVJ/FNjYx+CL5LTQo/Nt9PjZAnmt912f7vC7iOpyTW74id4fF3hGOK3WVo47lLUStthScKuC/sqbzxz6VJBLp8ut6qb4X+r3SSxMPsm7y0Hlj7oUhBg7upJ967kup4km5NtnWaLrNt4h0hNRst2yXcCjDa8bjgow7MCMGvObzQPEfiaS302612OKxjRZkVrct9rUdd5BGWBIDKcDv34jbUH0nTvFU2i/bNPgGo24USNl1kZB5o5J6nGeaxdem8SaBpunahcaveJLJNJP5e3H2dTt4Jx1Idjj/AANWrGXkeBN1phoooEN713/g60im0NiQVbzWbcpwcgcH8MUUVy4r4PmdOE/iHYaRbpquiaWbguGWDcGjcoQenUe1at5ptoui3FssWEKgk5O4kggkt1JPqaKK85tnoS3M7wzZHWdAhW4uZUjiXyAkaR4KqOM5UnPFaWmX11oX73T53i2ox25ypweOKKK3r+7ZozWqaZnaNrl5Ff6v4etTHaWk00l75sCBZY3CbwFbsNw+o7EVmTXb6Hr99PYqqNHqciKGywwQQc5OT1PU0UV6FN3ijz6iOP8AEzHdap2Cn+lc654NFFaGT3IG6V6J8M/mstXBA4aPkdT14+lFFc2K/hv5G+G/iI7VicGnJ0oorikekKSc1V8Z6VYWngW11GG2Vb2e7VJJyzFipDEjk4A4HA9KKKql8RdNtVI+qNz4TKmneB/EWswopvEZlBcZGEQMB9Mk1wE/m6p4C17xLd3M8moy38cUjb8KykbsYHvRRXfDY5MXrian9difUdaS90G3vBpOnW9xDbJHE8KONiD+BQWIA5zwOTya8wl+7RRWh5xRb71A6iiigRMOgp3YUUUxluzt0nvreF87ZJUVsehIBr7X8O2cGn6DZ2tsgSKKMKo9ABRRUP4kV9ktXDHey9toP6067YrASDjmiilH4mJ7I8M8Sas1j4o1UtZ2d0slyGK3MW4BgBgjBBHU8Zwe4NeX+Pbue/ltrq5kMk0skzOx7ncKKK0QupxhpKKKGDO/tBsstMj+8ogGN3PUbv510Wvqq6tKFAAwvSiivJfx/f8AmeyvgiUIuorVs9Sm0uWO4hSKQiRPklXcpwwIyPYgH6iiiqW4PY9I8VSfbvAF7qUyIbiykjvIeOBIGA6HsQSCO4NbsdlFf+MPs5aW3t0sAoitnMS/Kylfu+nmMPpRRXoU/hPMlo2cbqsK23wiWRCzSSXfmu7sSzMZX5J6noK82utX1DXtHi0+/vJ3t4ZGcL5hyS2AcknnGOPTJ9aKKtbmZ//Z", 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", "info": {"video_id": "127211", "label": "uncovering sofa", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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AIV3QfZFNLn+Ikfhx/SsJW2RvifZpRhTd0uvqIjbIppuxZm/AcD+VIyFbWGE9SVU/zP8AI1S1jUrbRNBkurt9sMSrux1PsPc/1rP8F69deKNJj1K6tkgzJL5ar02g7V/H735UlF2ucjRxPisbfDF97qo/8eFeTfxGvW/F3Hhe8/4D/wChCvJwuTmvcZ5qO3+HCTXEXiKygOHnsvk/3vmA/nXWWUkc/hTUjDzbLE/kjHRQN238CSPwrlfhQ+PE96meDaH9GFdd4cVP7L1axbcpi85HRjyCVBJ+hJJH1rzay/ev5HsYZ3of13Zf8S62NC0eW+Ta8rSKIEJ4ZiM/kBya5HwrJrHi/WZJLy5XyoUKeYIwNpY5wo7njPPSsPxVql7fXsNtcxGGK1iQRpn72VHz/iMfhXe/C+1EOhpOBzPPIxPsPlH8v1ojTjtY7VF0aSqLdieLPCAtfCt5d/2ldTJCFkEciJywYAfMAD3Ncr4f1jUtB02DUrBnZbTU18yAZxKJImBU49QmK9vvNPTVPD95YkcT2zoAPUjj9cV5t4YtvD8Xga/0rXNZtbDU9RugYUkb5oHi4UuB0Gd3XHBrqjBLZHPLEKWGkqju7o6Tx3r+n+KfhpNfWTOI4by2W6glG2SMiT5lYdjzXossiqGeL7uwbfyyP5ivEdO1ODW9V17RNals7Ce604Ws1z56+VcTxtlJN3QkjAz3xXo/gHVjrfgrTp5CGnj/ANHn5/ij4/kB+daHjSXLKxw37QMm6LQE4wPP/wDZK8SRc17N8eTldEJ7tP8A+yCvIIkzWkVchnqXhvzbz4a6faI5i/4mixmX+585ZT9N20VR1nWJ9WdpZxtJcsE/u56j881f8IIbn4XavCW2hZnG/H3Putu/DGfwrO1i3C2VnOgXDwqpK/dYr8pI+uM/jXmVI2k/VntUWnTj/XRFvw3rdvpDTveTCK1C7yx5w3QY+uaJvENnrurRzWbyPHb2/l4aMglmYk4HU8Ba5C/bOmsrdd64ru/hxpcdtpCX5RftF0zHcRzsBwAPbIJ/EVHs00ddNqlat1MjxHqYj0yRYJNrzr9nmicFW2Fg2cHB4K/qa7X4O67ZWWlDTbmYJPdXsgtx/eYRqSPy6etWvHlrJc+Brxxy8Sxu3GeA4zXm9jpdy/ghtXgkaFrPV48TqDmPMeN3HodtddKnyJJBiKixGGlJ6O6R6J8RPDt94e8O6tqGj+Ibu00+VvMk09Ywd0sjAHY/VQxJJH1qPR/hjrA0uy0698RzQaZsV5rS2Z/nJHI+Y4Hocce1N8S69qGq/D7VLPV4o/7T0qW1uHkh5juYS4Kyr7GvTxcpcwR3MRBjkjV1I7ggEfzrax89eS0ZRl0620TRClrblba3jYpFGMnAGcAdzXzXBEJN3HWvqgzlY8Hsv9K+ZbWDCu31rejFXM5NmLG5gklgfg9Py6fpWJeyZuM/hWxrn7u5WVT2wf6Vz12/mMSOtOppoEWNVstUrNjAqmsmCOakeTJHNZWKudDandaQxD+OUZ+g5ru4VAsB9RxXAaO++4hB6KpP413LXCpaRgN1bmuujsRLU9E8AagkHiY2GRme3PH+7zWssC+I9d/tWZs2tsx8lfUqeD+GCfqa8Y8Ka7Nd/E21+zSbWWKWOM+rFcV7xp1kIIbewtcrFENg9/U15uMnepyo6aMeWPMaUPmSRM6jHnkbR6KOAKp67AIUtY16DcP5VvRwrEVUDhelcd8QdVGkaBPqO7DIjiL3c4C/qf0pwjymcnc8R8V38V/4rvSjZCSeWPcAYyPbg1Pp9qCoNcRFdsZwzEs6ngk/eHcGuy07UkSFCTlGHysf5H3FdtGxjPY9D8J2sR0bXZJQTH5YRsDn7hP9awY4mRtrjDDgg+veuy8FwwXPgTUpZnCRTNKGf0AQjP4Vy4Rmbc3LHkmvLxfxt+Z6+Fd6dvT8joPCGpfZJ5rN2IWQb4/YjqPxH8q3jL5iwDOMkN+ma4ZzJEpktyFmVTsOOhxXnUPibxHb3T+XqlzJLJmMxv8AODnjAXt7YrmUXM66eGdS8o9Dv7vxF4g1DU5r/R723t7FJDFDDNFuE4UkFmPUZOce1dRomsJrejITE0FykohuYCclHHJ57gjkHuDXIw/8SywtluYpreIIqB5YWRR25OMLn39azdV8QzeGzcyQnbJdWhjh4/5ahgA34K7flWXvOXK0dOIwtP2XNTeqGfETWm8R69a+GdPO9I5wkjLyHmPAH0XJ/H6V6Pfy2/g7whc3EagxWUAihX+8VAUfmxNeW/CTT1u/GgupcsLOCSfLc5c/KM+/zE16L8SbOTU4vD3hqAlDqN+BI3YKg3N/PP4V2qldJHk4r921TXQ4Xx7ci18KygnBmlRBx75/pXkyT9iwB9e1d78VLwLFp1kDyS8zD/x0f1rzTdiu88xI7z4YXTR+NVUkDzbeRf0B/pXoNhbPD4k1ZAuJZLaaTcf+Wiscoffbhl/KvIPBV59k8Y6ZITgNN5Z/4EMf1r2+EM/j+0Qhdv2ByBnk5fBH8jXBiE1Uueng5fu2vUxdb8NjXdBsLiHal8tpD5bNwHG0ZUnt6j/69anw0Lw6ZJptxG0V1ZzOssbdRu+YH3Bz+lbdrAE0eBCnCIifTDY/pXN3JvNL8VS3lhIEmcZ2SD5JVxja34jr2rJVOV+8dtNTrRdNP0PQNb1c6H4Wv9QQfvYYP3Yx/Exwv6n9K5b4XeGPD+t+E7u91jSrS5lFy8TzzDJ2AK3XPGCTzWd4z8Sxar4Pks5LS5srvzInMcwG2QA87GBIOCenXAziq0d/caN8DEtbVHa91y+kt4UjHzMpOGwO5IQj8a7otN3RhWpcmEfMrSckvwKS2Ol6z4tXTdH0e203QYYGu7y6lHmStbDneS2dm4D5QMHBBrT8F+FvFF1p9zdaRrE2haJczvPbRuvmStGeAwHQZHfvipLrTI9O01NFnu7W11PXpEGoGOUFLKxiGWUsTknsSTyW44Ar2OyW0+yxx2bxtaCNFh8sgqUxxgjtitEeRO3NofN/xY0TU/DzaXFea5carBL5jR/aRh42+XdznkHIrgIrkCPOMj19K7/42axd6hcaPDd2fkvCbhvMU/LKGYAFR1xtUc+uR2rytZipyCQavYTR7h8Kbr7R4V1eBUDss5wrdDuj4BqjHAzeEZot5kW0aN4iRyoZAXT/AICxI/CqnwYvQz6vZkhdwSTH5j/CugCi5j8WwwLsi8zKjGAH25bH1IB/GvPrfGz1cNL9216f5HC3UXnWrKv3sbh9RXp/hAK3hnR9uM/ZR0+vP615rghyPQ11ng3W4NOUaddyGOBmJglb7qsx5QntzyM8ckVCfQ6W24cvY9Nvltv+Ee1IXr7LU2rrI2cEKVOfxrgvDN74ofwUlnpvhC11DQTuFzum/e3WSQ2Bnggj0OMDFaXxOvntfCa2qFh9ruVU4OPlUbiPzxWn4Q1dfCnwct9TePzJpHkEEQ5MkryFUX8T+ldsexz1abWF577y2+TOE0ufUfD8moprWjapJo17aNaRRXDKJY4txI2g43YLHpXo/wAMNWTU/AthHJMrS2jPbvlhnCn5SR24I/KuPtbRrTWNX8Y6q819caeyWunpOwbz7xhjgDgbScbRnbg55FdBo/wh0+Oz+0azPcz30pMsy28pijV25KgL2FWeZUb5tWd27q6FkcMpzyDnpXzBDqLbH8tgw54717NceBrzQbiS68Ka4dOt2BE9td5mixjlhnof85r5yW5ZGJLc56jvVwlymb1LmpXRlBzWOimRjk1PdXHm8nr6+tQwMN9EncaENpls7j1oNpk8MatZwBTN4DCpAnsxc2zCSNlzjHNalzrd21ps8sAr3p+mWLXO0DvV3VNIa3s3kZOFQnpWsVJRug0NH4JaDNq3jwXr58qxieRmHd2BVR/M/hX05YWcdsGIO5uhNcZ8HfDQ8PeCInljC3l45mmPf0C/gP613DKUkVQepJNcrSb5zS7tyj3yMLn7xrw749a2vm6fo0DfLHummwf4jgKPwGT+Ney6jqH2S1aVE8yUsIoU/vueAP8APvXzX8V7Z01wXhkaSOeaRA5/iZAu4j2yapasVrRuzz/dg5rV0+/2AxvzG/3l/qPf/wDVWQTSI5Rq0TszM+o/hzZpefDBbY4b7T56Fv8AeJAP8q5ZgykB/v8ARvr3rZ+GOpfZfhNDP5qoYkuHDMeAQ7EfyrAWRpLe2d/vtErN9SOa4MQ7/iephk1FvpoWtuUzWX4P8OrDr+qatOuEgcx25x0LDLMPcAgD6mtLflMVsaFIDDJF0PmBh7nHf8qwi7HUpuMWl1NfylZfJeMMhTa4bBBHZSD1zXkPxJ0W10uWxFrNKInkkaO2bDLGMDJU9cZPA6DmvYVJUM7HAHQ57f4k15r8XLYrNo8x2jKSpjHI5U/1reCuPDO9VR7md8NNXstAmnub1nC3dzBZrtHAySxJ9uler+N9KvZX07XNNhNzd6NcfaFtQcecmMSKPfHI+leK6hoFzafDrSb0oQ19qMkqdiFEeE/PDGvcPBPiBfEmhRw3QaHVLQ/Z72JhhlYdT+OPzzW8VY4MdLmrSktr/kfM/wAQb37Z4tuEByluqwj6gZP6k1ypqxe3L3d5NcyHLyuzt9Sc1WJroOAktp2tbuG4X70Tq4+oOa99sL5ZvGWnSxuu2eISB+6AKR+RDE/Va+fK7/RdVujptnqVnIPtFootJoyMl1yMY9yOPwNcuIVrSO3BNXlF9Uez212JbHEUhKCZ1Ge+2RqrJa2msXphmLK6FisqNtZSR1B/oeK5aw1i6hO0R7lmVpoWJyHBIJG31+Y1Hea7f6KLu7soLa6khHmXELMySonXIHPFcSlzySOy3Im7m9q+naVqPwqvtdsTNcyExlZ50wyqkwVgq/wjIJz1Pf0GnJDNH8NPCVnbQouqXTpaW90RzaiUFpHX0bywee3NcV4V8WySeE5PDdzp8scF3BcpHLI4CAvuaNR77iBk4Fej+INGe48E2ttAv2mfSUhukjifInCLiSMEf3kLD3rvpuOyOevUlKnyyd9b/hYx4vBXh/UPFUR8P6Ha3FpBaI32i8mfyJm3kbtoyZThSM8Lnnmum8J2914f8V6l4fkNqtnLCNRtYICxW3Bco6DPQFhux0Gaz53GoXul3u5b2LUIPKisNOm8qJI/vxeY2QT0YYOBngLwa4vSVuoviLrkEF3Jo+0vbxx22JMbE37d2MYySSfbFbnDPYzP2gI5LW+0e1ZCIv380TY4w+zcv4MD+BFeME12nj7xBqWurpzahdXFwsYfyzN77c4/IVxJNVe5J23wu1IWPixkY8T27p+Iww/ka9H0O4eW612PJaSQNJIG+6D82CPYoE/EV4do98dN1i0vO0UgZsenf9M16PYanJp2p3EboHttR+VLgN2K5UfQ1w4jSR6GDtKEl1F1CIRajcKBgbyR9DyP50+weNLgLKgeF/ldGGQQaju5xPOHAIOxFYEYIIUA/wAqbHzXM1dHZCbhJNdDa8W6Tf6b4ZtbmTfFp8t3thtpZGdlYIxLjJOwH+734PHSut8T+Ht/hfwjbXMsg0e0gR2itz++vLlwNkSL6nLHPYE1jaldrrvw3hsXwbqwvIWxnl0Y+X/7MBXa+IneHxd4Rjit1laOO5S1ErbYUnCrgv7Km88c+ld1LY58VWlOnFPu/wBDCGpapP4psbGPwRfJaaFH5tvp8bIE81vuuz/d4XcR1OSa9N0XWbbxDpCajZbtku4FGG143HBRh2YEYNcnBLp8ut6qb4X+r3SSxMPsm7y0Hlj7oUhBg7upJ96wX1B9J07xVNov2zT4BqNuEErZcSMg80ck9TjPNbLQ82StqPvtB8R+JWg06616OKxjjE6K1uWN2o67yCMsCQGU4Hfvx86THDN9TXtms6re2WlQ6lZeINSZYrxgjTKqLLlcytFjnaNxB3f3h9B4hMep96p+RLsVpZD0piTFTTJDljTaRJeF18oqMz8iq+1qNjY6Uxnd+GtTiiZA3616f4f0638Xa5a2WV+z2+Li4H95VYYX8Tj8jXz5BPNAco2K+jvgdoN3/wAI1catOzJNfSjax/55LwPwzk1UqrjT5V1HGKbuew2yRxQpFEAI1XgCpGTdk9+1Rooto1TOQM8mpicLn2rKO1ge9zmdYuCt7vXLPaxOtsnaS4YD+QP6n0rx/wCONh/ZeneFrItveJJw0n94/uyT+ea6O/v7mf4kTWF1q95bQpdMYGjljRYmwMklxjG0n3NebfE/UdSu7+3t9Rurmb7LLMiLcY3Jyo5xxngZxTSsOUrnBMeKiZsU5jUDNk0yT2bwXqiL8MY7eVwFFxIoB6MwkVwp9jnFbbnc24gAnnFeeeALkXmmX2kuceVIl2h9iQrD/wBBNd+7968ypfnkmevRknSikShsLV7R7lYL8CRtqSKVPue1ZqtxUc8azwPExYBhjcpwR7j3FZmm538I3PGrHOeenU/5x+Vea+OfEFtr2vWGk6VYxahNaznls4lfvGMEZBxz64GK0rrxVe2nhrU0n+TUoocQXEa4WRCyruHo43ZI/EVzfwp0g6p46tpWUmGxRrmQ+hHC/wDjxH5V10ttDWNDkhOrPTl/M3tS8Tv4s0t/DGs6OdC1JI1n08SEosjrwE+YDbkZA7c1a8C69Hq/jE3lsrxXEmkmPUYyMZmjIVW9yQBWx8YrzQh4bitr6RG1Myq8CxjdOidyMcgEevWvMp7LWvh/aaZrNpeXcc+oCRZ4Hh2tGo2MqscY3kNnH9Qa6bHh8+jTPKW60w0UVoZje9d/4OtIptDYkFW81m3KcHIHB/DFFFcuK+D5nThP4h2GkW6aromlm4Lhlg3Bo3KEHp1HtWreabaLotxbLFhCoJOTuJIIJLdST6miivObZ6EtzO8M2R1nQIVuLmVI4l8gJGkeCqjjOVJzxWlpl9daF+90+d4tqMducqcHjiiit6/u2aM1qmmZ2ja5eRX+r+HrUx2lpNNJe+bAgWWNwm8BW7DcPqOxFZk12+h6/fT2KqjR6nIihssMEEHOTk9T1NFFehTd4o8+ojiPGBObNewVsfpXLGiitTNiV39oNllpkf3lEAxu56jd/OiiuPFbI68D8bOi19VXVpQoAGF6VQi6iiiuSPwo7epq2epTaXLHcQpFIRInySruU4YEZHsQD9RXpHiqT7d4AvdSmRDcWUkd5DxwJAwHQ9iCQR3BoorpoN81jmxBux2UV/4w+zlpbe3SwCiK2cxL8rKV+76eYw+lcZqsK23wiWRdzPJd+bIzsSXYyvyT1PQUUV2M4Wef6vrr+J9NhgurCzt/KCoj2quhVBkbBliAOeeOTXmsv3aKKBFFvvUDqKKKCSYdBTuwoopjLdnbpPfW8L52ySorY9CQDX2v4ds4NP0GztbZAkUUYVR6ACiiofxIr7JauGO9l7bQf1p12xWAkHHNFFKPxMT2R4Z4k1ZrHxRqpazs7pZLkMVuYtwDADBGCCOp4zg9wa838Z3k9/LBdXMhkmllmZ2Pc7hRRViZyTng1A3SiimB6J8M/mstXBA4aPkdT14+ldqxODRRXmVP4kv66HqUP4aHJ0pSTmiisjYq+M9KsLTwLa6jDbKt7Pdqkk5ZixUhiRycAcDgelbnwmVNO8D+ItZhRTeIzKC4yMIgYD6ZJoorso9B1ZN4KX+I4CcS6p4D13xLd3Vw+oy38cTsHwrKRu6D3pW1a+HhG2jmuprkQhplNxKznc+M5ye2OPTJ9TRRXUjyavQ//9k=", 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", "info": {"video_id": "127211", "label": "uncovering sofa", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "127211", "label": "uncovering sofa", "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": "056aaded3ee8beae064ace26bcb09b25f8557c4a2b559456a210c32e2788f9d2"} +{"episode": 72943, "episode_seed": 3588208062, "split": "train", "timestamp": "2025-10-13T03:37:15.461304", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3588208062, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping food up with ladle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "131652", "label": "scooping food up with ladle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "131652", "label": "scooping food up with ladle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "131652", "label": "scooping food up with ladle", "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": "7575b83ab6db0b09e4417b08905c2bc8def2eb835d49302531f3b5d3c04de7a3"} +{"episode": 72944, "episode_seed": 2784903229, "split": "train", "timestamp": "2025-10-13T03:37:17.191056", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2784903229, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering charger with hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "64567", "label": "covering charger with hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "64567", "label": "covering charger with hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "64567", "label": "covering charger with hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "64567", "label": "covering charger with hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ecfbe4357463e3d13bcee9ba4ad488e30ff7f9b8f3707aaa26ed083d6d8b4a35"} +{"episode": 72945, "episode_seed": 2927125560, "split": "train", "timestamp": "2025-10-13T03:37:19.866999", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2927125560, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to poke a kettle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "120138", "label": "pretending to poke a kettle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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ZxzgVN4phjgsYJYowjNIUwgxu4z+n9am8PzrZX32ZJIoZI418yaQZCADc3Hc5bGPaiELO9rmcqylC6NnWpIItRkihuDPEBy5OeRxivPxHmXer5XHNdisIv/ElzaNc5ggUv5uzDOuBjj1ORXnkd46sRk4zUVF7xpTfulyYBh97jb+dVVIzj5doPIbpSGYDbkjgYprFHZQitt3AkntzUo1Pp/4avv8ADiM5BnPzSEDAOTXadOT0rxzwF4pSxswjyArgDBrv9RuL640h76B12Doo7j1ra5nYoeL9SEarIg3xRcyr/fUHJH8q8N8Ra5eXupteTEgyfcUHICkZAH6V6lrayGxRrhsCSKTr/eC5FeQRK082WO4pwgPYVm9WOT5I3M+6u1eEhuO/pzWn4fSH7LdSXCz/ACx7U2A4yfWsvVPKk1SJC6lY1zKfpkkflVqwuBLoV7NIrMVDYIfAjPXOOpJPFXGPLqZSm5RQw3G8DLYPSs7U2dhCRk8t/StrR7Wzn0n7ZcYYszbizYVMHGPrWRq0trLcKLbPlqOTngn2rI2uUdzBe31JpwlIG1nwp/urmlKZUfWmkqoAAyT1oGSW2yK4jdRJuDcEkAflXsvgrxALKLO8rkd+9eJzNNBOIijqVI3AjGf/AK1eo2elXFta2k5UmCWHIYdORwataA9dD2uzun1e16svy5z61jy6ZMupuoO7Zg/hxz+tWvA8++xeJ8eZGFHvird7deT4j2EARmEb29KHdq41a9jy3x9KlvbahbRDO66Rk9gM8V5DqWqtestqqeSit065PTNel+OpGvfEbxxgtCJASB3GeT+Vcjqvhq2sdRee5uHS3jUOmxcmQEblx2GRjr3oj5mUopu5g7rqwvWvGhJVJDHllynAxj06VZtNRkk8QxXgKkH5SgGBtxjH0re8Nava31pcRTBFYyMTET2PT68cVR1jSra0mW+tcCAna6qfunsRWLr3m4NFKFlcy5PDzxyrCYyJSAWU9UB6A+/c/X2rpdE8F+aRI6ZXoOK7PTPDLSlrn7PJLl9uevPck/5612Wn6DMkaboVjjXsWHH4ZzXaoJGPMzza48IxxxgCMDnHAr0P4UeHhp8ep6nJCge4kSKI45VUXDAenzZ/KtVtBaZMeWfyrr7eCO2t0hjUKqjGBRNJFRdyWuM+KKqvgi5vDGZGs3WcAdcDg/oa7OuU8YTw3VhcadJgxzRmNx6gjFYTdka01eR8t3F5Pq2trdSDZCz71VenHX/CtvWFZbNLtYgmNoLsBkHHXP1rvNN+GsdvciWcbsH92mPuj3xWnrnhGO70aaxRQWdWC+xxx+orXkvGxnz6nglrqcttdytjzBKcnJ5+taNyDqOi3ciJ88BWRh329Ky7i32tyCHU4I/nV3w/qaWGtKZ08y3mHkzoe6nj86zhTi3zoqUrKzKmlKxMm325zitvLBR8yj6DNT6n4cl8O6k6582yuFEtpcL0kjOf1HQ+9RhNyr9CetTLca2HLJ2MkhU8kKAK3vC0sdrqayKrKTwWZs+9YKq8hVIoyxJ6AZJrQ8Lu954jt7RAdkhwoI5JHc0JFdD6V0HVY5tPiWRxuHGa2yeOK8z0Zpbe7QOGBjk5XHbFelRsHiVh0IzWhFralN/Oe1nD9dpI/CvJfHV+YtRt5408wrbAuuep7169LKrWlwc4Chga8ZurOTXdbeNiVQjYnpuycfrUq4SSejPO7rV5de1O2hlXyVDBUQHIGSMnP0FEEmp6Pcf2oYJAJHkDSMu5D8xBH5itqTw9Z6M8+p3srN5eTBbRg5yOzE8Dn07VteDtas9R0AW9w8fnqWEkZxzyTux6HNTVquEbrXXUiNNbLQ5LSdSkHihr/cW81X3KRjcD29ugxXJAZOcAc+leha/o9tpt8l/aIotZ/wB26L/A/Yj61zFp4bvbkKVQ8+1TF8/vI0WmjMYqSepwKdt2KHKEgnAOO4rqz4LuQwUkklgorKntfI12a1U7hby+UAoxnFVytbjTT2O20PSp4re0uNp8t1Vge2c969r08h/CDuckFHbHpj/9VU/CHhlbHw9bQalbo8qr8qvztXqM+9dFc2qnTJraFAoMbKiqMDpV2FfoeWeO77zdItPK4kPyt+WK8jvbG6ayluoiyorfwnB6c16Lr91Hb6CtzckKsUoyD1PX/CsjwiDqthetIuxXkaWMf3SMED8s0oK45s8+sbGaS3nlmVhAwEaSMMbmZgAAe9amqeFruxR5bSTz7dl+ZSMMB/I03xbLO1y9u8hZ4nPAJwPQ+3aptO8TXb2/+k7WSMfM44/MVjUlUspRBQi3Y52bzbTT4IiWCy/vQh6c98UWdvLdbtiltuCcdq1/FMKzWul6hEv7maErx0BB6Vu/DHSl1GXUN6BvL8vr77v8K6OW+hF7amHB4evZIA5Qhc96vHw1LZ2Et2dhMMDSt5i5Ht3617CdCVLZwsYGBWfq+iSzaFfWkKfPc2bov+8FJAqvZKwvaO54ZbytFMp3sA5+fB42nrX0N4Ysnn+HkInALQQEZPoK8YtPCt+bULJFEN6gqynJwRxxXbeBfH5tPB7aPqULrIJVtxMe6Hr9SFBGPpUJWLbueieEZBbbSQBvTGfWqvim9I1pFL8FBxVnR9V0mS1tfLvbcfIRgttYdcZB5rivGPiPTrTW1ma5WSOOPGBkc4OPek9ilvcyPEeopp11euyr5s0BjiJ6qx6MPpVuXTE8ReDfmws0KBNx7I3Kn8G4+jVwOuajL4n1KPUrdH8qFdsqf3Oyn2BHH1r0nw1+5KxOT9meMQSA/wB3GD+R5/CnBaWIm+p4h9neyvWjkVlZHII6EEHBq9d3kssYt1LmEYOW6muz+Ifht9P1LzCnLsVZu28d/oRzXDyqwIVgRgVUYRk7y3QuZpWWzPobTdEvZpQTB1Pcg/1ruNO0v7NGu+P5vqK80j+Iet2uWmhgQf7UsYz+AOa1oPiLqLpGZLeAGQZTnJb3q5SXczjG56UqY/gAH1p9Z2iXN1e6XFc3aqskmWCr2XtWgxCqSegrO9zRKxQ1W/WxtixOD2rzrVdQa8utxP3zVzxVrBub0xI3yLXMzvIYW8tS8hG0AOqkZ78muaT5mdUYqMT1Hdo0IUyXcWRgfe61RvdT8NwT5kvTkjonQV5Nd6ZqDLuSOQRqCWLXG4kfyrJkjd8IxYgdMmurnONxSMDxzYQw+LdRbS0eSylk82JvTcASPzJrk3tpgSWjIA6nFexWVhHLYojIvAPJGe5rm49Gh1fxPdaVNfS2seJPKEce7cyoWC+w4PJ9PesluWZdje3us6VbaeQ0i2JYpzkfNjt6/Lz6/XOdeDwnfukbFSNybjnsKvfBPTxqc+rNKok8sQ8Htnd/hXtbaGixkBMALgVsqalqyHNrRHhd/ocukaT9pOz55RCpYHcCQSSOcUzwnJP/AMJBZwIxZklWQDvuDDoevQ13vxG0ie58PWFtaxAsuoheeASykjP4iuP+wal4eW31QWqQy2kqOyq+7flsH6D/ABpOFnoUp3R7vq1jErwXaIFkY4bHGc1tWoxbRAdAo61RsriPWbS0udjiMoJeRjk9v51pKAoAAwKQHNXl4zTXEGcICflFcDcalHaSWVrF8txLeksR12YwP/HiDW5qet2ml6jez3sqqqS42nv1/wA4615npUtxqXjuZrg/cuMJzkBVJIx9cZpLcb2Ot+I2jm40f+0reMYfEkn+yDw35N/OvHrZPst6oYOFBzwcHFfR8UX9p6PNZTrnapJ90IwR/I14R4uspNOaaEnFzBLtyO4/+vwappKWuzJi3v2IdQ1Ke7ZLYF/JjYFS3BY17bpfhtY4uExgCvEdasLSDQrbU9P1W+nDXX2XNzCsa3BCBmeIDnapwp3eo56gfU9haLHAMjkgZqoxjBWiTNtu7OPu9DyoVE+c5x9a5ew+Hgu/FgvQX8i6l89jj5VAxuH1zx+NewPbRsQcDIOQafDAkJcxjaHbcVHTPc0SaaCF7ktFFISACT0FQWfOPxE0+9fxzqenSM/9n7llTaOFDDcMep3Eitrwfo8yaMGZCqocf73r/h+Fem3/AIftddumuSg8wSDLnsAMfif5VqQ6Nb29kLeNQAOnFENrim+h4L8Q/D4sdUiudvyTDyyfVlGR/wCOkflXnkkIhMi4yh6Zr6X+I3h7+0vC15JEm6W1UXEeOp2Dkf8AfOa+crp1ZcLlh9KObklcaXNE6TwtaJ4o8MX3h/gX0BNzZA9WIHK/iK6v4F2Be511JkKvGYVKkcg/PkV5z4HkhPjS3hudQurDc4EVxDNHEIiDkljJxgAdByTgd69w+Fqltf8AFUkrTfafOiSVZwocFTIMsF4ye+O9VzXdyWtLHdy6apjcL3FVJdLc2KyRL/pEDiRAR1x1H4jNbuKBT59BKJyB8KwyXiXEC4tpRkKP4M8/oa8/8e+Cmu2vLvTWhihsJgkkAUrvdlDNJn1JI/SvaWjeLJgCkE5KNwPwPaqVtp0MttdR3ULGS7bdcbv4j0GPoAB+FS3ctaHy5qkepWlpAglkiCxAMY5SCWyfT2rMtdB1LVMtbQSyLuCyTMCQhP8AeP8Ak19K6j4B8OuGaeOeV8fLHuJz+CjJq9oHhq3stEvLJLZ7KOeXcoTAZcAYYdcHjvUops8e0rwj/ZglgEZ8qDAnkdMNJNwyx/gQCR2475rvtK0D7PYRoSC4Ulz7nmuvXQYEWKFUVLeEfu0Xnk9SSepJ6k8mpTaCLgINuK0jGxlKVzlPFPh4a34fWNgDK8WwN/tp9w/yFfOlxHJHM8boVkVirKeoI4Ir6Y8d3c9h4O82yneCUSxgOnXBPP51414s8N6lp1vZardTzm51BpGnRo8CIgKVycfeYNnH/wBeokupUWZixqsnArrNOQSXNjuz1RPwx/8AXoormnujWnsz32KNYoljQYVAFA9hWdr9xJbaVI8Zwx4zRRW32SY/EeRPI0kzMxySc1m+E9QubrxRrlnO4khgcNEGAynOMA+lFFZUdzet8KOjeeW4sr5WbbtVwCvbH/6q5Fjk/jRRW5yyOi0ZFkiMbDgZI9a4PV76bR/Ft3e2u3zYpX27xkcqVPH0Y0UVK3Gdl+z5Ci3XiRQOF+zYz/20r3FwCh47UUVrEzluYOpWkM6XaSLkLHHOvs6scH9Kow6RZ6lDPbXMe6KVjGw9iO3480UVfRiXQ62CFLe3jhjGEjQKo9ABipKKKyNT5e+ILP8A8JpqsZdmWO6dUBP3R14rttFsYbbylXLGC3Xa7Y3He4Bye+BkD60UULcHsejaXEgvFAH3gVPuMV5L8ZLWK3uLWWNcNLEGf3KtgfpRRVT2Igeea34mfXktYpdK022aBUjiktkkUpGvRAC5ULzk4HJ5r7AjGI1+gooqSx1FFFABVXUHZLNypwelFFTLYqO6K+jD/Q3PcyH+QrSNFFOOyIn8TGOiyKUdQytwQe4NeFX/AId023vpYo4AEWRlA9gaKKVToOOx57q2ppoGqXsCaZp17BJMGMV7B5gVkGVIIII6nIzg9wa9R+AuoXWqXvim+vJTLcXEkEsjEYyzeZngdPpRRTWwHtNFFFMAooooAKDRRQJjJG2xsw7DvWbbFruOR5XO1OkY4X8e5ooq0Zs5j4hknwhLk/8ALxF/M15NqOqXt7pSWVzcyywwO0ib5GYktjrk84xx6ZPrRRSkVE//2Q==", 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", "info": {"video_id": "120138", "label": "pretending to poke a kettle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "120138", "label": "pretending to poke a kettle", "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": "9da4de8c3f7dd59b99195ad2dc1272e9750572128c69f63dcaff8441e0464a06"} +{"episode": 72946, "episode_seed": 256075446, "split": "train", "timestamp": "2025-10-13T03:37:21.376923", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 256075446, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tiny glass bottle 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "185464", "label": "dropping tiny glass bottle behind basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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re47Gs60L+8j08nxbpz9lU2lp8ynbs7xOj8FSRVvTDsmLE4Ksu78KoCbY6P2bg1ZRwu8jq2BXm1Vyy5j6R+9FwfoR3kRttSuFPGW3D8apXFx154HStq9jN/YLcxjM8I2yDuR2P4/zBrl3YswFeopXjofGTpONV36FqBGnfJrXgtgoHFQafDhATWqEwtUmZzi2JGuw5Fb+lTxXCm0uTgMP3b/3T/hWGKmicowIOKGroiLcGaDpskZT1BxXO+J7kQxRDODurop5R/rT3XNcLrt2t3ebQcqvyH6n/IrOs7QPQyyLWJTXRli0viWjfOQ3ymp9QdlTzVHQc1zVlK0UjR54PQehro45BdWfPUj9a86qtmfWySTcf61PNIEaSVUXksQBXrmmIkNkIkTZHEqKWbjgcn+VedeFrcT6ykrD5IAZD9eg/Wu61e6MMCWkfDyYeTH6CrjDnmo9jz8RiFQoSn1eiK9/ftezGOEbYQSQB39zVCVjE6qOvUmrUEWxRnr3ps8CyOHJwB1969BJJHyspyk276sO1JvwaY0ig+tRs3Q4IzQbJlxJAOa1oH+0RLEW+cEGNvcdAawoju4NaNsSABmnZNWZHPKFRSiE2yO6Zcbcn+dOtPkV4ic4Oee4qTU086FLsD5h8sn19aoiVlEcuenBriqU7LlPr8PiFiKUaq32fr/X5mN4sD+ZaRqCzfMFx36VU03QZft0T3Hz7Ru8tOcfU9q6ttOi1LULeWXlIQx2f3s4x+FWry5gs42WNFCpjIUYrjcmlZG8VefNIjl1A2sCrhVfJO1ewxgf1rLaV55C7nJNVXmeaVnc/MxyalRsV6VGHJE+Zx+I9vWbWy2HBz9oxnjOMVaVhnGaq5VTvPWno7MwwK2PPV1uaUTc9auIelZ0YYEZFaMQyoq4mVW9tC7tFwuSMyIpz/tL3/EVisFcvC2Rn+dbEZZCrL95eRWdqsYhuFmThJOQPQ+lc9WFnzI93JsTdvDz2e3qNiw9vsbqBg1WiaaW2AZPLXH3aFl2XAIPyyD9asggtGgHBZR+tcFSNpWXU9py0uzI1hgbyG1X7sKAEe/U0ikBaium8zWLpz/fIps0m1MdzXqwSjGx8TiJSqVG3uxZJuozgetQpICeFzVZmMrhR0rRtrbgZFG+rKb5FZFm32nG5a1orMPFvi5x1FUEiwKvWczQSqwPTtTtbYhTvpIlVSOKV03Ruh6MprRvLdFWO4i/1UwyPY9xVJulO90FnGRyK3O7fA33lJx9RV23nMkQI696wNRm+zazMOg35rV0rEkrruwpYEV51VK3ofbxnzRVTur/ADNoXE1rIZIyCYlVSp6Pnqp/z1qGWztdTY3Nk2yQcyQt1B/z3qPeDE7Bs+ZISPoOKy5g8VxvjdkYchlODWtCTtys8XGYf3fbR67nQwI0YCsCCOxq2G4rn4NbvEXE0aTr69Gq0uvwj71pKp9q6UeRKS6mvnvSg96yP7c38Q2jk/7VM826uziVxGn91OtVqZNx6lnV9ZCRiGNskDGR2rlWYtJJ6uuc+45qzfyI05SPAjj4Hue5qnnEiMex5rgr1G5WR9JltBRouVtWNZsTpIOA2G/OtnTZdpZN3HUVhHKxbT/yzkZfw6ir9rIcRvyOxNQ1zRaPVT5oxl8i34I05UsHu5hhZDuP+6v/ANepRK17fy3Dc5YkVpSIumeHZYo+AqrCvGPrWbZDbCD6810YaOjl3PmM2q+8qfZfiy4SFXnoKqyvv6nC0XEvO3PA5NU0Zp5PbsK6ZO7sjzqUbLmZbQp2TNOZVYYK7asW9v8AKOKWWLGaOVD9q7lRIzG3HStCA8VUjYLJhuVPWr8cXlvg9CMqfWhdipaq6LcYEkbwt911x+Nc9HLtlkt36gkfiK3kbbhvQ1xy251Px/d6bLqc9ojCRofLTcWZULBfYcHk+nvWVZbM9TKa6hz05bM6OyuJnjMcYOejEDpVfVcQxLHnLSPub6D/AOvWV4Gvp7pbx55Wk4jIz2znNWtVk8y746KoA/HmuGML1bHrYitag5dyBKlDc1EowKUvsXd37V6B80tWTl1UjPJq5bF2IOBiqFrGZHBPNblvEAKqKM6jfQtW2xgA6j6ir7WhjVZF5Q9DVFF21qadMpbyJD+7k4Oex9ap6aoxT5tJESrxVPVIjLpkoH3k+Za1J4Wt5HicYZTiue8VXM9pokktvI0chdVyvoe1ErNGlCUqdWLW6ZiQ3XmRY3fMvIroYWBu4F9XFcLqsFvY6NDqWm6xfyhrs2ubmFY1uCF3M8WOdqnCnd6j3A6xLkR3Ebn+Eqf1rzKvutH17mqt3HqZU3y6ldA9fMNVbmTk47cCtHWIvI1qc/wvhhWPIdzfjXoX90+TjC9Ut2EO9smt2KIBRxWfpyYStePgU0ypRsNApwGKUjBpaq5i4mnazGSweEnIRt6/yNQOcIabYth2B6FSKS5cJESTQupL1aPPdbPmahcHHKSY/Air/hwiSOZnbiJc/wA6y9LWz1rxm9hqV9cWtvcylEljlijWPBzljJxjGeByTgVa0SKWzvdesZftCmCcQhLgASLhmHzY4zgDOOK4KivfzPq6VVKioPdG/t8uCFR2TP581T1MOiJIg3EdVB6irsp/fFewwKbMBJIF6/jmlTlZcxdWCcIwf9aGZbzpKu6NgR3HcVcRuKyNRsGhmaaBih9qojUr6IY3qfqK3p14vc8Stl9Rv3DrEPeqGpaqIY2it2BkPBYfw/8A16wpb67laVGlO0BeBxTIl/dmtXWT0iZ4fLZW9pUez2NKIZiHuKjc5FPtjmFfao5OHIrzJuzPpqMbMc43SSY/jQSD6jrU9r80TL36jiszUJpIdOSWJyjpJsJHoatazoWseHNF0m/u7i4Se9MnmQmMgQYClAxx95g2cdvqDW1NaEyqKClTfyOr1okaHFj+K4bNVIeIlxRRXZh/gR8pmX8eXqZ9y7bTz1PNWtOUE80UVa3MpfCjejUBajmA5oopk9TPcYetWL59Kic/eSQqD7YoopPdFr4WIp+U151r2p3GjeMJdRtdnnxSNt3rkfMm08fRjRRU1djpy7+Kafw6AMOoA87RGB/49WhfjF+4/wBv+lFFcdP+Kz2Mb/u/zE6LUExy4XtRRXZI8On1NSxACitiLoKKKEFQmFSxkhhRRWhzSNrUGMkVpM333hG4+uDj+lcj4x/5AD/9dU/nRRSXwmi/jL5HnfiPxK+ueRDLpWnWxgVY4pLZJFZEXOEALlQOcnA5PNdpKcBj9KKK8zE7I+qwmyJ9cG+2sJj/AKxowCfXiudP3x9aKK7o/CfP/wDL1m7p/wBwVppRRVozq/EONHaiiqMGTWn+sP0NU9ckaOylKnBCmiih7MIfEjy6PXG0i5ukOnadfRSzBzHeweYFZc4IIII6nIzg9wa2/Dl9c6pqGpXt5IZbi5uI5JXIxknceg6fSiiuKXwn0n2pHSZLTnJ6tUi83I+gooqF8HyOur8UfR/kV75AVYe1c7cRrzxRRWMd0KG7I3UCeb/rmtLCOG+lFFdEP8jKn/CkW7T/AFZFLKPnHvRRXNV+JnZT3M7VeNLnA7Ohqne+INU1DT7fTbu8mmt7d2lQSSMxLPjOSTzjbx6ZPrRRW9Lb+vI5q/8AGP/Z", "info": {"video_id": "185464", "label": "dropping tiny glass bottle behind basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fb192c1fd0e3e52880022e74f970ad8d263e8d268951ac9f701a61f56e9138c3"} +{"episode": 72947, "episode_seed": 1470377793, "split": "train", "timestamp": "2025-10-13T03:37:23.007658", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1470377793, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing yellow coloring pencil so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "177851", "label": "pushing yellow coloring pencil so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "177851", "label": "pushing yellow coloring pencil so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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kbrx5O3l4/WtytoqyMJbiU1qcaa/Q1RJWk5NZt/b+dGcDnFaT1CwyKQ0cLdQtFIVIIrKvwZ2t1blUJ/XFdxqlis0ZYD5q8z8W3kmmRwukjJJuOBjg9OtRyOb5UaKSjqzdt4Vf7oBz0rbsdJhkgDyKd2eCDisjwzLHqVlHdIPkkTIB4+tdbGQNqgdB0rGMbPU1k9CvHpdnCSxjz67jmuksUWOyiVFCrjIAHvWFIwOVJ5PBx2robRStpCp6hFz+VbRS6GM2zJ1a3JG8VzV9EGhPFd5NEsikMMg1z2qabhSUHFU0Smed3ir5ZRlBGcYNYNzYhsmE/wDAa6HV0Mc+3FULcqZQGHFYtG8ZNHNSrJAcMpX61H5/bNdzPpkNzFwAc1zl/wCG5AS1uef7po5TZVTnPD+ntBqizMGBjzuyO9elQ3CxoCx4b17V5zBfs83ll23N82a2Y7qRmSF3kKP98bj09Kzqya96RCh0Ro3uoPNO7KxECcJzjPqa3PAOo3Oo3eqGUERQCKOPIwWzli348V53ri3E6RxW0pRlyzRjPI98V6d8PrkXuiSXTR7J2kEc3GMsoA/kaKWvvEVdFY6+kNLSGtzCxBcLujZf7wIrynVNPk/s5nSPCBm24bcAQema9XlPIrHfTLZbWW2WMCKR2cr7k5J/Opa1uXF2PFVYMSVyD3B7U5ZmHHer2vaTJpOqSREfKTuRvUVW8PabFrviJtOuL+W1Vo5Gj8uPcWdULBfQDgnJ9PenycxuqtlqKlq2ojJDFEODtHPPT+VepeFYfselxW5OCi5/H0ryvwxfyRR3TvI2MIx/DJrtrC9Z4/OWWQIeThscYqJ8y0eyHZS95dTtNT1LyrUrAf8ASG+Ve2PUn6Vyupa5d6bA32TdJO+1Bn5gu4hdx/P86VrktB58jEOM7nY8ADoKx/CT3dt4kS1v2a5tNQlRQ7KTzuyv+fesKdRVJX2sEo8sT2HVtLD22UGWC7W9+K87lt9rujDkHFevMNwOe9cV4j0gwztcxL8jfeA7Gu2SOaMjhbq3ZFYpzxWE7mM4YYIrr5htViewrFmtorgYkGD2IrFx1OiNTuZsN1jjNW1kDrnNULzTbm2+dAXj/vLWXeX80FqfLdkcEcjrQo3NOdWubkp20/wppbWuri4YNujBDZHf0qnrFtaweH4NU07V7+dWuvsubmFY1uCE3O8Q67VOFO71HuBqWupNJP5PmNvOGz7U5KUFZdSLqevY9MiuEjUF2GD6msC91GSaeRwxWBOI+cZ7lqzUvJGKQPJKVf743duwrB8Ri9uI4Y7OfYyZd4RnlffFc0qt5ez2Go2949M+H2q3Oq3WrGVSsNsYoo9wwWyCxb8eK7quP+Ht0uoaC98Y9k8kgScYx8yACuwrvjscc9wqOQ4FSVFIaokgbpURqVulQtSGQyAFSDXlvxK0nz7jT3Aby/nB2jnJ24rYbVLm48c3Wl3Gr3lpatNsjaKWNFj6EklxjGM8dSa5bWdU1CLULi3vbm6cW0rqq3G3eoB6HHGeB04pSuldGkFzSsdL4Vh+x6XFbHgqufx9K1tT1PyrUrAc3DfKvt6k/SuK0++aSPzllkCHk4bHGKttcl4RPIxDjO52PAA6CuGpV5LLqzpULsdqOuXemwN9kDSTvhR/EFyQu4/n+deyxpsjVT1UAflXgXhJ7u18SJbXzNc2moSookZSed2Vz7f417+DXVRVo73OetuIahljEikMM1OajfGK1MTzvxVpDRyNOi/L3rjGyrZ7ivZb62S6gZGGc15prmktZzMwX5c1EomsZEVjeKyhWODV1iCOcGuO1iaW1sGlhkaNw6jK9as6zZa94f0LSr28vLtZr0yeZCUwIMBSgY4+8Q2cdvqDSUWxt2ODj/5CqezAV1UxEer28SKoX7NG/wBWLcmiisK/ws618RjWxP8AbF4+ST8w59A2K9d8EqF0EkDBadyf0ooqIfxPkY1PgOmpKKK6TnK8hyxqtL0oooA5PxpaQzaM0zr+8iIKMO2etcJoq/2dqg1OHm4iLbQ3K/MpU8fRjRRVw3KewySzgsbOUW6bd2FPJOQK6Dw9hPD2oTbQzxQSOm7kAgcUUVnU3Oqn8ERusMX8P26kkB3+bHGfkz/Ot/wkgk1bSVYZCvGw+oU0UV50Ps/4mVLZ+h7D2qtdxJLAyuMjFFFeueeea6zCkUkqoMDNc+3U0UVizVCwyskgUcqeoNUvEej2ctuj7CrM652nGaKKcdyibWZ7TW4beObSLGEwRrHE9uJFKIucIAXIA5zwOTzWBbknXk9mx+VFFXVLw+0js5iI/EEUCKoRbaF/csx5NYFgzHWr2QsSxDDk9g5Aoory6nxz9F+Z0Lp/XQ9m8EIqeHwVGN08hP1z/wDWrpe1FFelR/hx9Dz6nxMXtUEv3qKK0IIjUT9DRRQM8m1jUvsHinVo2srO7jkuNxS6i3gMo4IOQR16Zwe4Nczr9zNdme7ncvPcOXkY9yefwooon8JrQ/iIueHMJ4f1CXaGaOCR03cgEDik1di/h+BSSA8g3Y4zlMn9aKK86t8cPU6/ss6Dwiok1PSlbkK8ZH1AzXsa9BRRW2D+B+pz4n4hTUMnSiiuw5iuelYetW0UsDF1ycUUVL2KjueV6/axtC8XzBfMXoeetR3VxPfaXb6dd3NxcW9u7yp5szsSzYznJ5xt49Mn1oopx2Kluf/Z", 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", "info": {"video_id": "177851", "label": "pushing yellow coloring pencil so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "177851", "label": "pushing yellow coloring pencil so that it falls off the table", "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": "0890e662daedabb4903c9a2676c7d0ece9bcc4fa086a0e2c5b173eeddbff2245"} +{"episode": 72948, "episode_seed": 2803499196, "split": "train", "timestamp": "2025-10-13T03:37:24.560451", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2803499196, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a calculator down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "190790", "label": "moving a calculator down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "190790", "label": "moving a calculator down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "190790", "label": "moving a calculator down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e06a0fab53a4db163da03878cb23a8e73734e841bfeda0b77931338a298a222b"} +{"episode": 72949, "episode_seed": 175513836, "split": "train", "timestamp": "2025-10-13T03:37:27.487025", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 175513836, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take puncher out of ice cream 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "203695", "label": "pretending to take puncher out of ice cream container", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "203695", "label": "pretending to take puncher out of ice cream container", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "203695", "label": "pretending to take puncher out of ice cream container", "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": "aa012332b19d7b6dd9b658990ba977abe3dd55e072fd66f851cfed41f60c32a8"} +{"episode": 72950, "episode_seed": 564424371, "split": "train", "timestamp": "2025-10-13T03:37:29.747553", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 564424371, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open box without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "196558", "label": "pretending to open box without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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WI6HYyTs9u0o/umuTuJWtoZ7fCmN1yzEcrznitzSHnl8Lh7wkS7SSWGCeeK5DX2uJWDwMyqAQ2DwQa6Fuck9rj7rUY7qBWhlKXOMOCMEY6H6EVR02eWF5zIAN44GOprOEfkKkhPyP+dSNfKoYKpb5SM1ZzuLbO5sNUSK0JRiJEwCoOOMVo69A+paNcxAbnlh3L9RyP5V5/pMkkrCJm+Zj+Qr0iwn823jDY3IdpprU0gmmeS2cxBw3BFbcWDFlT71T8VWS6brsvlALFN+8UAdMnkfnTNPuw0WzPNcE42Z68Jc0bnpN7cy3Phl7i2ZhI8at8nXGRn6d6z9HuWk+0K9wJoUYeUSxJAx0Oe/So/C18TG1g746lM9weopdfuLfRYLdmCQRlmASNeWPHYV1c3NC5wuPLOxqvt3KwNc1dH7dd3O9wNm4rlsZCrWnptzHe2byRSBwuQceuK57VJ4bcJJLwpb0/nWa7BPYjNrEsQmyxV057lSOtLp8yzMtvlWUYO9R1NZFrq05JhJ3RO27DDv049K07WOKObzE+Rmz9B9K1RyzWp6h4ZsPN8NW7CIPJukYbW525x0PXpVK/jAuNrZ29SpGMUnhrxAsKIiAbYwAq+1WNZuYb/UJJYFCopA2/hz+tWaQOP17ULu1vLaziuHhhbMiunBB7AnHTII/Gug8O3s93o0Ml4cykEFv7wzwc96r3thaagoiuoRIIznGSDg9elW4TFCiwxYVVG1V/uj0qWjZElxeR2NvNcuGZEGSF6modP1SDUzII1aOSMgOjEEjP0pLiOK6tZbZyQkikEjqK5WDU5NE1N47mSKRHAR3jHI/+vWcmo7lwg5OyN2HT9PivDfQ2kss5YkDduCH1Aqxf2dxd6e+8KOQdvcCriRIknmxLtZW+bJ6illZxI6bsgjIx3qjM861VIoUcMx2Y5J5x71y9yrIeTuGOCDkEeoNdfrURS5lQrnk9q5swiGMxRxqqnJ244oi7ESg3qjLgLzMVjHPY+9dPJpaReHUknBe7mkCw7e2fX2rCjV1bAIUeijFdnNZzal4dtHtsmeAhwo74/8A1VekhpOLTOLSUIcNwQcEVqW1wGUDOaNV0S5i03+0ZFxMZG+0Rjomeh/x9zWNaXBSTBNclSHKzvpz5lc7rStSbT7hX5ML4Eij+f1FegwuJbcMG3KQGU54NeRWtx5qcHiuv8M62ts32K5b923+qY/wn0qqNS3usivTv7yOivZIZ0uLeZSYW+TjqD1J/Diqen2NtpamO0jnllfGZJSTx6DsBV6OEGMvLg7txxjnJJPX8vyqxbx+VlIuEdcqGOefStr3OW1jI1WzkMsc0p2jbjKnPNc1qcGXjMb4lycepHfFdjfCS4sGTqQPyrjruOOdBFNEX2uGByQQR3BFCdmROPMtDMLrAu4nr1OeBWjBOzxZT5Ux8zegou0W4TK28bkHnfn86VoJVg+cKqdQqLgVs6nu2RhCnJPU57WdWEWoPCYywjALHcBtyOB7mtvw1d7piq/cmQf/AFq5nWrK5OqM6R+ZFcAfMR8qkdz9K6Lw3CoulCA7UwBUI6LWVjurIebpyxseGBQ149qaNDO8MgIeJyrD3HFerXFz9i0m5uEBJjj80LjqRXluuSTzXJurh1eS4QSllXAOeP6VFZXVzWg7Oxe0ubdF15GK9BnsNOvb03k1vLJKAMxq3yt7kDrXlOlXZU7T617QYI2JKLiRVBVs4FYUd2a19kRyQ3F7bSjYEBUgK2Qa5m5t0jRkJY4HINdjJI4kVg3yuvb1rlNZR4bxpCvDc1uczV1Y4y6UqNwcPGclGHQj2rOSUtIUXk1suiwvL5cQTzG3MvYn1xWdseOU7VjTn+FatTVjJU2maWkXMWnSyXNwpkKqCEHc54Fdb4d1tb+4miaDypVIZlD7gOfX8q4mK0kvIJYosmTG4Ack4rqfCsEqTXN3dw+VPI2ACMHGBkn3JH6VUS7WE+IFoJbSG8A+aJsE/wCyf/r4rg7e48uZecV7HqdlFe2UlrMAVkQrn0968Sule1u3hcYeNyjfUHFYV463OnDy0sdXYXcisskb4dDlTW/r96uqDSp44ZZWUSKyRKSVcgf1Ga4vTbgFlrstDklH2gR79hxuKDODzzWEJNOxrVgmrmholgdGsGjkZpJZDuYHGQcdPeueu4RfKwkBA7DtXYR20UbK08nmlx1bisLUtttc7EHydRWl9TnaurHJhBErRbf3qtwcdKuQZkkjDs3HUVI0Est7KGjUAfMso6EehHrUAtyl5h7mJF9M5Y/hXTTcd2cklK9jqdGZU2Qx4OPmZv6VqxSFbqYblO7k4PfvWXbR+RpdxcQqQRExDEck461haDGW1e2aBhgxbpR/FnJBJ/SkmbRXU7aQ+XfRuGPzcGp5F3g7MBs5B9TVeVC6Kw4KnIqK+1e2sPL8/wAwmUjYsa7ifXihliavfxRaXId2yXHyn39K8p1C9a4nOJC8kjZII6MOld5rzpqdhHLaNvByfTn3rgI7bFwsrHJGTgjoa5qp00D2vficqOjJmjdvRTnlQVNYXiS/nso7dbVytxO4jV/T1ql4f1i5mv7iyuLh5fL43uoByOD0/wA8V0RRxljWoFMhkC7mI5rkr2EDJA5rv7qESRyL/EAK4u+RY2YEHPp3NJopMwWQr0rtPDE+dPCg/cJFcbLuLfN8o9K6LwxMvlzRl8cjHNOG4S2N6SJGuJ7WZd0NwuSD78GvLdVs30rVZ7RznymwD/eXqD+Vem3plEMMrYPlN1HcVzvj6yjuNPs9Ytx0/cy4/NSf1FFWN43KoytKxzVheYO3PWt2KQOikHkVxcE2yUelb3hmM6z4ibTpdSmtEdJGi8tNxZ1QsF9AODyfT3ri5G3odrnZanqPhzVX1CExzcyw4Un1HOD+la6TERlv7j1wHwyu57o37zSs/ERGe33q0ta1a8h1Ke3tLhoYreMSzFVDFvz7cgfjXRSjZWOKq7ydjsXAyeeGNZt1pscgzGp9zUOg6lJqmlRyyH94OG4xnFau4GFSTwR2raxncxzpSiRTt4Iz9cVT1mMxwhRworbknCjbGCzA5wOw96xNbyy/Owz7U3sCOZupC8JXjjpV3w2dtwHPTvWbckhsLgnPrWpoBWLUgsvCvjAPrSiNnXXMCPG0R/1MqlHI9CMV5h4h0W60q1hacoUDtCu054HP9a9ZKLKhiY9M4rhfiRIR4ddVIEsU0Tkg8gkEHP1pVLW1KpX5jz60k2XA+te9eZtMBHGeK8S1fStOs9AttW0zU72YNd/Zc3MAjW4ITc7xDrtU4U7vUe4HrGu3psNENyh/eKBs9mPesYRsy6srpGuG3Aqf4WyPoar3FvHcL84y2OK5TSdYvYdaSzurqWbemWLqPlJGRj2x/OuvU4cgnO4Eit7GJw+p2vlTyKRgisWSIjp1rqvEARLvzCeormJmZieNq+9Q0UizoOUvxg5Oc11jExX2T9yZePYiuR0Yhb8Dd+tdReeabQHAzE2VcdxWsNiZbnQlhNbhTguteSeOrL7LrrS4wLhRJx69D/L9a9VsJ45bVJUPHRq4/wCJWnBtMt79Bny32MfZv/ripqq6Kou0jgLC4KsOelejeEZwyTsx+U7QRnr1rznwna6fqniWLTtTvJ7WGdtqTRzRRrGe5YycYxngck4Heuy8JJNaX+vWUv2gfZLhYwlwAJFALjDY4zgDOMj0rl5Gnc6pTTTR3DqPJAXGY2GMelZmq2RuUUxjLetSR6tYS3bQx3cbP90rnvVwNl9oPB71okY3OSNhMrkfNuqxZWHm3Cu6YIHzEjrXQvCgcNtznk01UihJ7c5H400iWWIyiKIwBtxznoayk0600y+L26FTPncxOfoK0mfcwI+7jHSq19te3c5w8ZDgd8VohGgh822BH316iuW8T7o2s70DKQs0cn0PSt+xkMsCSA4THI71BqYEcLggeWw79M0N2YI5VLlbPRFVCybsuA/UZ6Vj+ZHJbDAGRzn1rM8W6sZmaC3c4BG9h39qt6x4c1bw34e0i+u5bhJ77zPNgMZAtwAhQMcfeKtnHbp1BrnmubY6YPk3O08ZEiCzmydyOcDPHY/0qTw5ibTpbt1UzPIVLAAcDt/X60UV0x2OI6TO5snulee+N2MTqkZKiWQKxHBxiiihlI5m3dkvZrfcWjUYAY5xiuk8MAfaJT9KKKUdynsdgvMSKeQWxiqmpQRzeHbyF1yjxMxHuAcH9BRRWr2M1ueMEnOas6bqlzo+rLqFrs8+Ett3rkfMpU8fRjRRXEtzunsegfC/5U1IDt5Q/wDQqk8QTvZ+Ibh4zkuvO7kY44x6UUVtTOWe52mmwpbR28UShV8v8+OTWhCf3ZHbJGKKK0MzjNTmnk8SzwrcSxx2sBkjWNsAtjPPrSXMz3Og200rbpNvLdzRRTew0YMgww9a6HTokkChlB560UVMNxyNa+upkSEI5UyfKzDrjHauP8ZcaDcdwcZz3wc0UVyYhv2qR1UEvZtnGa54rk8QQ2sM2kaZam3VI4pLVJFKRrnCAFyoXnJwOTzXrPihRJoLhicKy4wfw/rRRXQtznn0Mzwm5vFnuJgGeJQiHH3RiuuiYssJPoRRRWhmct48kaHSRLGdsmQu4dQDXEWzPFeRQCR2jaIMQ5zyaKKllo1dLUHU1z27V3Kf6or1G7oaKKuGxMia3URI4QYDZyPocVzHiJ3vPD9487s5CZUZ4XB4wKKKwxTaS9TfDJXZ5lYa82jyXEZ03Tr+KZ1cx30HmBWXOCCCCOpyM4PcGuy8Iald6lF4k1G6mL3VwUlkkwBliH7dB9O1FFJ7IHuxGY26aWYjt3KZD7nOOvWvQ0YmOBz1JGaKKshC3DsnSq0Y3hZWO5iMc9qKKaBkySsQM44zTQFmjLOoyARmiiqQirpUjLcSwZymCcH61D4puXg0CaVMbxkAkdKKKmexUdzxq6JZdxJ3FgSfer1z4j1XUtMt9MvL2ae2tpHlTzJGYlnxnJJ5xt49Mn1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", "info": {"video_id": "196558", "label": "pretending to open box without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "196558", "label": "pretending to open box without actually opening it", "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": "a3c523fa6e5398c493ae65c59ab1709c471eb0cd29daf666de652c253ce24023"} +{"episode": 72951, "episode_seed": 317152676, "split": "train", "timestamp": "2025-10-13T03:37:31.781538", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 317152676, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning a cup upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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wH3mG0fjQJLUxkjswTNFMGb0zkiuz8PxG8QysrBguQT/EegrmvDmiR3UkRd/LVmxkd/avUrOK1s7dUgRGaNQrHvj3pI0nZepQHh3T9cvrb7cXk+xg/K3G9mxn+Van9kWNtNI9uyrGpG6JO2Ku2kcSzSThgcjg+gqJWM1wYIyEVjkNGo4x6561VhRk220x66kkeSwYDGTkcYqvcXdvJG4dUCOoKEHO7FWHt2mM1uVVVOFGRjPvn+lRR2EXnKhkKsCWjXHAPc0wjCMdbla6mc2r8h1Y7kYelcXqbtnB9a67W0nht3mV1+zptPHTGea5DVCpJdTlT0NJk26mNIMtU0I4qLOTUqsFHWkMoa28Hlotw2Ax4NZkRityPsx3bgRx3FO1qTz72OMYKryfrU9lbRbmDMSExu9KTNYR0N7TNSuvs0ccBdYw28gdT2xWLLf8nmu48L2duJC77QhU7CO7e1eRy3JLNz3rKqtio9rGtNqHvVGW+JPWqHmOxwOSa3tI8Ga1q7KY7Vo4z/G4xWSi2O5jvcu/erFrpd7enMcTbf7x4Feo6b8OrLRoPtN7GbqZSBj+Hn2qe4iTyWEcSxhXKlQPStlS7mbqXWh55H4fWEAztlh1qdbeNPlCjArYvIzk/WqATDE1fKkRdvcyr+AeXuUYxWPc3FzLO08sgIPUEVv6pIIrRz1OK5wWzTR5GTn1qZI0iizC+Rx1rsPDKTCOXyzk/KXK9uuK5CytXhbc+fTFdfod/JpS3HlnmQAhcfexn/GpSsao6qTUJLOBXnOZccqe1ctreoi7XLYBDEjPvUF5eG4n3zFwzc7T2+tY0izs7ck7uuegFU2KNLW7ZL5q7iueRT1Oe9UJIWjikJyZPUHr71WSa4Tq/FSS6d9jaA9K6LwtC73EpV1U4AyRmuPhuJOCWBB4Ndv4Wu4be3Zp0OGk25AzyRxTRm4SWqOkdLch4y4llQhgMd/61cRYo8sFO+UH5Dxms17F7hkcyRqud4bpj0oknls7hY5kaUL91s1SZUr6I2PM8rarhkA6BORj3p884V4vJiVnkOA2OgFVLeWS4KA5Ze7FuQP8auPHEto0QJbavODzimQ1FNHn+o31ze3Ik8xRGW5Q1SZ7ljJGSDg5U+o9KZLKqhQpJ28cdqEmDD5fvDrTudC92KY5ZVaJ87XZTggE4xQ1yZUDgbQvDAVDGXRyigewrQs/KaM7V2gEg/WlcJS0uYjK8MhuU/1b/wADfeq1BdK6g5HNWbyGO5u/3LhjgcehqE6KwikkZztTAyoxyaCZRTVydbhAMlhVeGK41W6Z4oy9vH2AzuPen6fo3mzCOTeWf5UU8nNdroWjjTV3SAhQONvp9aepFlF6lvTNCsGtUMJI28gdCGIqp9hubRiNjDdw+TzikluJdJuVxKXhlBZHAxxnpWVbXl3qviy6sl1e4tYXMhi8tQxLBNwX2HB5PpT2FeUE2zq9EuULzRfNtc4Qn+laIgKmcLcEFlwp/un61wvgK+nmkvrnUJ5JFjWNk3nO0nOcV1894FxIFGw85J4xT3Bu7dizM0qwLNNLt2rtYYzz7fWmy3ot/LmiRSpHzEr8x9axrjUTeQHynxGeQ1VDqZtbdnZleNVHyHnv1pii3JbG5dK1xC8DRM6TAjIGAgI715rfs+mymylk80IcK49O2a7ObxZDDbk54YHBHOa4ubdqJ85iwXGct1x2FS2VSTkveKn2heuRTJrxUX5eWPAx602eziYqsXznbkkHinxWsIjXZ1U4B9TUtlez6lW1sX84Gf5t3LN71tJpO4L5IBJbJyagSBmlSNg0bsw2nGc1NPe3Fpp8jjzIZhIqKw470FtNao6u0s3sLD548grhAvY15xpHgXWdYxKsBihY/efg49cV2Gsz3A0OG8s9c1CdGuPs58+NY1mwuWeMDnap+U59R9B6GEW3s4kLglVGcU3FSMfaN7HK6J4F0zR2cSWwurlFDK79D9K6tU3WzKymNUUYAAzg0pvY1AkLBiM4rKS9dLmaQpkOe/VqpKwue+ltTW+0KYo/KLbQNrbuo+tcPrby2WqyXA/eWVwM7x0Vh1rsrMwP5mBnc2GDdvasrxNZJeYtINuQmVRT0P09DQxRacnE4eeVJASDkGs+VwATkVLc6JfW8DuQ0Ma9d2cA+n1rHS2uZCd0xx0XjGTUXNHT7FPUZmupfLQZiXlz6+1SQ2LqqZ6L8w+tTxwi3Hl4AJPOR1q1FIQnlvgPyVI6EVLNFFpaFS3iaQk8lm4NWiNqfMxYISwx3xRoUUGoeLP7O1C/ubaCZ9iTRSxIsXcli/GMZ6ck4FRE3Fpqeo2U/wBo/wBGmaNUuFAdcEj5tvGeBnGRQ9hqabskEt5GWSUA5YcmmyMk0QeRiAw4CryaZ5QWNsKN2cqD2NKo8yMKzgtnAJFSVddBZUR9rrjZiqwgjnJcoUAOBk9a07S3xHtbBOcnvUd7bEyqAnybeCKCU03YgVI4kOFxg44Heuu8LxwS2TpNGRvberKOpFc3ZQytcKrKNjfN9MV1vh9it1JEzDBxTQnorGlaAnzsJ5iqBtDngnv9au208WouEkXMkYySvT2FPurVhKLiPH3QuAOnr+dZbzNYXkcroE8zILgdx2NUZt8yvFDri0vdKLTKdxmcnHZfQVNBqzKY3kj+fbiXngfSq3ivVSPD5kgdkmWRMOp5wTg1zev6fruhaJp17c3t0s16X82IpxCBtKgnH3iGzj/69AKUbLmWpg+c8b3Eat8uM81JC7RQvIp+YkAk0UUzrmlZ/I0GVVjMoHzDmnCZxcgDADRZbA6miigyjqjRsIUE8I2/fzu/DpXTDT4JLaONwxWYfNzjtnj8aKKBT2LMWn29teb40IdoQxYnJyK0okH2OSL+BmYYooqkYz+EzXdpzLDJgxqjhVxwMHivL21W50rxLLdWxUSRO20MMj5lKnj6E0UUMJpXOh8Gxh4L4MTzEgPP1rQui62kCmR3ClgNxzjiiimi6P6/5lAXUy3YgDkRBCNvaqsk8h1JoQxVAoOB3z60UUPYqO/yMmOV3O1jkCQ4rVtoFcSoS20ZwAenFFFQaSKqIv2nZtGFYoPpirgt0WFByRuI5+ooooFBl65+SJ5V4dWwD6ciqniBQnhCF8Zb7UBk+nWiigzf8MzrzxLJrsdtHNp1hbmFVjje3V1KoAcKAWIA5z06816NFeSjULmM4ZfLDDI74ooqomUdpen6lC2uZZ7lnkcn9107daukkS5BPYUUVRc0vafIknuXtJ0aHCmYMz/UDrUGhkvKtwx3SyEgsfb/APXRRSEtn6EOos15FcxSk7HHIH5/0rLTTbaFZZwpZ1iBUtzg+1FFLqbbf16HL+UhjmBGcEgHv0qKNE8xY9gwinae9FFSDMtNcfSL66i/s/T72KaQOY7yDeAyjggggjqcjOD3Bpz31zqN3c311KXuLh/Mkbpljz0HSiipZlH+ITxksOabCA0mCO5ooqS1uy1YO32JjnlcgGnQs0kzM7E4AIGeKKKCkvekb+n2sUk07MDuERIPpin6e5ito5FwHcbS1FFNErf7jpbOZ5I44HOVMQbJ65ziq94nmPc25ZgixZ4POTRRVdCI7s43Up5DoSDdx5i/oxxVG/1jUL/ToNPubuaWCGR5FDyMxJYDrk8428emT60UUlsFbSof/9k=", 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", 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", "info": {"video_id": "70676", "label": "turning a cup upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "70676", "label": "turning a cup upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "70676", "label": "turning a cup upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3a5e2603cb1ed27ccb60c47202c07d11d1e934db8728faf78df5824459e1fa7e"} +{"episode": 72952, "episode_seed": 3524738747, "split": "train", "timestamp": "2025-10-13T03:37:33.186400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3524738747, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put pan into 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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9t0qaEZ+9bS5A/wCAtXLpaDbuI4qX7OqqeuQK6+VRVjC9zptWbwjrRG26KNgYFzbBSPxWuWuvAtlM4azuIXG7d8kv9DUbxbkGR0rPcOHG0kNnHBxXPJu90y0VrzwZdwBlUnHuuf1Fc9qXhzUd7FUViSDgHFdbFqN5bysizvlRnDHIqN/EF2CS6JJn1WlzVFuFl0PP7y0urK2ImhZN74zjj6Zq7dLDZaFEMZlMi7T3AwSfz/wrq72/j1K1htmt0UM7GTj7xxlfy5rjNeyXiTOSpbP6VrTlzJ3GjOmRhMkkfO85GPWu3srZYEtrfAygLH6gc/qa5nw5B9s1OKCVcon738B/9fFdrFBm5kOeV/dg/qf1P6VhXbsomkdXcWKHdhu561dSAFQO+KsQ2nygdKuR2mCMZ4rqUXyqxz82upnNZkYb86p3NqzD5V56V0DwHPeovJzkbahqytIq93oc69ozLGCMbefrVK8gMZBAJyea6iaHHbpWRexMWAQdBmplpAFuYE8QSOUjn5c/rVPV41iuYbh/u7Tu/A//AF60723ZLeUgnJjJrP8AEWf7Pt5IyRubacHrlRWcHeVi7HLUDg8VNcWlxaPsuIXib0YYzUW088dOtdIjp9DeKC3SQvtkk4kGc/Ju657dOnt711s0dzp91u0XxQLiMN90oRuHuA2K5HR1gOmvNJDGZHIXJHZRjiq9xJCjErFtPqrEVLjdgrdTvIPEetpO0dzcabJhulzakjn0bB/nXXaTaTaxcxwS6RoM0bMcyw3IUqPXaTnP0FeIR6ncIw8m7uIwOxbcBXQ6V4k1GLbvvLZiOR5kJXH4itFG+nKjN6bM7/WtF0uymZLrQNWtVRiVltiXQ5zzjaPWuPm0vw/KP9E1ue0kySEurVhjr1KNx19Krz+MtR3srwE7htZra8IJ/A59azrrxAZYvLke9RQMZnRZf14NHLFdGv69Q1ND+wtTs5Yrmw1iykKyebE6Xew5B6gOo/nXo9ncnXIoEnT7PdvHuvI45AVJGMYI4IPWvFnurKVh++Q++GU1t+GvEK6X4ltoYJC9tMNrfNu29e/pWcknsawbjub3xlUJb6FHz8vn/n8leW28ywy5Zd0Z4YV6Z8XpBLbaE4OSRMT/AOOV5jDC88ojjGWNC2B7mrYWsDzKNshRtysSgK9MgA+taawaBDJtuvtyHPOwLU1j4d1C2hFsstvKJyNwWTO1sdM9j61193P40mt4opNKgniijWMbACcKMDv6VnKzd0BzcSeDwSj3uqZz1WIMrfrW1p1v4WkuYoLe9u2mZtqq9u+ST7h8VW87W7KbzJPDtyjEYJQsB7cYxXeeGviFdKFjn0org4xNIufphhmtIxi+j+9f5kO/c5a/sNF052hn1aWzkRdm2S3lBH6msWXT9LnH7nxjCcqAQ8Djj8q9L8Q+P0kzby+Hy3mAgOlvG+33BIrzXXNb025Y40ySHpnFnH/TFa8iS1v+ZOpWuPDyea8f/CR6e7nGQSwPt2rL1rSJdO083bXtvMGfavlPu579veqxvdOSUv8AZiy4PDQlf5GqvntLo95I5DqJFSNXH3MnOR74GPxqOSL2KVxNKRIUaVx87cLx0FZJJz1pd7f3j+dT6dam+1G3th/y1kCn6d/0oKPQtGjaz8NxlsmeSMdepaQ4A/I11djpx2lfvAEAH6cVjzwjzreBOnMmPQKNq/zP5V1mlK0EKqxyR1OK4YNutexctKe+4+20mWVwqrk0t1pMtq+yRNrY6Gtq3nMZBXjPU1NcFbkl35b1rrlzGCa6nGyWe0HA61lXFk/nbh0BzXYz26nNZ81r0PFQ5K1mUt9DlJLTMhkI5IxWdLbYn29E55rqri3xnjrWFqAZJCFGRjFE2kgjuY0o2OpHRZV/XiuW8RIyalgn5WUMP5H+VdRcxSJFM4ORGqyc+gYf41ieLo1W6hK+rr+GQR/OppSvItol8FoFuLq5YYWNACfbkn+Vdzpdoxtkkfl3G8/VjmuE8Mzj+zdQtEx5spTH+7nn9K9P024s2QAts+bgH0oavV1JbsmTx2xwvFXkt8DOKt28cEo/dyqT9a0BY7kG3k+1djnZGFtTDFuZDwuce1QywiI8rzXW2UbWiOoQHeMHcKwtTtJBcllX7x4xXPOq0rmkVqYO3zGIxxWfeWpWQSDpzXQpblpxxjBrOv4iHYZxg1Ka5NR9dDk723dt57FGGP8AgJrI1Aomh28zqDt8pwffbiuqMQluI4z/ABMV/Q1zmoWctx4TtxFGWaQxxKB/eDH/AArCn8ehrui1qsEN3CYZ1BB5B7qfauFvrGSymKt8yH7rDvXVyX/zeXMhjk7Ang/Q96o3SrMjIwDKexr0W1Mz1Rm212YdPVM9yaqy3jP2Bpsw8tQo6c/zqtWRRsaPpqasbstdw2pt4TL+8P38dh70adDNeO6W6szIASDjpmspM8jOMitLSdR/s26kfONwx0zSnKcYtw3KjGLfvbEd0j7iHX5u9VDJIv3Sy/Q1pGe2kfPngZPcVJLbW8hHlTKw+lJ131Q40r7GQZ5DwxDf7wBp0N00E6TIiBl9O9XLmCKK1JBHmZ496t+EtDtfEOuDT7u7e2DQyPGUj3F3VCwX0A46+1OMubUlqzsaXiTUpNf8L6NdBSz27yxTY7MduPzxVCwsTFGqgZkfgn3/APrVDo1zJHZXVuuSHKtjsODn+lb2nxBI3lcZKDA/3j1rCtO3uoqMbm1ZeKb7T0it4o7doocKFMY+bA7muitPiBji40e0k/3SVriY4R6c1YWDoTxmrjT5UZN3Z6PbeO9DLK0+k3ULdd1vckYq1eeK/C2pDE9xqWcf8vMaTD9ea81ChEzuBz2x0pCd6qcYI70pJ7IaOvurDwnfAmO8swT/AH7XYR+WKybnwZotwd0EtrIP+mVyyn9c1zUxO4g54qMyNGgkrFRd9CrmndeAIQpaGS8X02zq4/pWLc+BplUgX8gJ/hkiPP5E1Zlv7jYuJ5NuOMMcAVRutZ1K2QtDdyqVYFWDc5rWLmt2GnQ57V9GudGuzBOY3H8MkbZVv8+lbfhLTZoPErCeP5oImcehJ4BH51p+JtOsZ9BXWbbVb67a4vDC73cKxrcuE3PJEBztUkKd3qO+QNrw8Yw93dS/dgiDE+wyf6VpO/s33F1NKzha61qbH3I2EIPrtGWx+JNdbbQ4QjGaw/Clu8lhDNKmGdTKSfVzmusgg2YwPvdTU4aNlzdyKstbdhsUZK81I42rk1ajhxxUVyhC4xzXVOVlcyRQkXfmqUxVU5PStIoV4xnOaxLqRWkZScdvxrmc0kUtyrI4kBx0rFu1IuDuHyFf1rWVVSUIOc5FUL+QDK7c46+1LlThdlp6nPTZkkmjxlJIXUf985/pVC4sYdUstsww5jR0kHVSV5/lWjoqWuo+MF03UL65tIJZNkckUsUax+pYycYxngck4Hes3bJYahfafKJ1FtK0KpcYEiBWYAMBxnGM4yKmjBxndmrd1Y5CaO70m7K72Rx0ZTwRWzo/iC8HmiZw4VcjcMVY1CKO6jKyj6HuK5/yXtTKrdMDBHcV0SSI3Osg8ctauQ0bgeqtXRaX8RoHmjj+1GIk4/ejAFeTO25iaQdRUOCsFkfR2neNluGESSW8zBhna45wea1pfEOnTlfNg2Njt618yW0xtbqKXcRtbOVPNbP/AAkUgk3pe3CHHTqKhxktFqPkTW57xFdaeSxWQKzHo1ZGowxyzFo5FPtmvLYfGEgCeZIJGAwS3Ga1bLxbazXUUdwdiyMFLBs4rPlbXKP2bWp0pgC6lCcdZUz+dU9CVpNPFmAMLNIwJ7Yc1H4niu9Mt45oLl/ndSkgon0PWvC+h6beXF1cpPfPK0sWzAh+6yhjj7zBs47fXNVTpuLuxp2OduYkmjZXUMPesF2aG5ESsSmMjJziiitFsOW5XiRXVNwzVlbWF/vIKKK55t3NILQjlsYAeFI59aqS28ak4Booq4NimkVZECk49aYCQeCRRRXQtjJkisX5Yk49au6Zqtzompx39ns8+LcF3ruHzKVPH0Y0UUuo+ho+FY1k+2FhnagI/WuhhjVbaJR0Kbz9TRRXHU/jL1/QtfA/QljADD6VYRAcEjviiiuyexzxH7FwVxwRmo1GBiiip6j6FK6ABz7VAp8y1IboP8aKKzW4+hHsXyAMcYrKvObdyefnFFFW+g0XNc8VP4gt7aKbSdMtTbqsUUlqkilI1BwgBcqF5ycDk81p6DK89hqUTnCSWp3YooonsM6/wvrF15EUZ2FQgHK9hwK9DtH8yIEqv4CiirofCjCpuXxCgXIzmq9woIHFFFXPYlFNlGw8VzWoRr9qTjrk0UVy1fhRUdyig/ek96y9R+WWQD2ooq1/DLW5yA1xtK1S6jbT9PvopplYx3kG8Ky9CCCCOpyM4PcGqktxNq15f395Iz3U07yNKODuJz2/l0oopx2NEU4Jnmiy+CckVSvPmkYH+4P50UVX2RrcorErdc0GFQe9FFFx2GmNfemsoGKKKaJEKinxKCTntRRTewI9G0++n1DwDIly+/yJkWNj1Az61DJr+p30MWmXV3NNbWzNKnmSMxLPjOSTzjbx6ZPrRRUrYuR//9k=", 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", "info": {"video_id": "98859", "label": "pretending to put pan into stove", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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DnsRV2O71BGHl6lp05eRl/eWyI46912nt60lFyQnZdR6WkkbsZo3QjgbwVP5Gs2ZT5jJt7nmtceINct9qurlCxTEV04HGf4X3DtVnSrg+ILqS28iFboAsq3MEeZMddrJtJPtQ4StYS1ehyVwgaFt/CgqTjthhS+KdNht2W/hhEcVw21xuzk4447V1P9hTC9haa1jSDeFcKG654yCTjnHeqHxYia1s9HQbdsjSsSoxyu3H8zRTja6ZorpXPOYpGtpmiJ+Rjhv6Go3XEjD/AGgKfJ+9gWUfeXhqcrrIFbA8zufcVpcTQ2MfOpz1JNasUIOAcZ3AVShtnaQL3AHQZArTaxYJ8vOGA4BB/OkpJO4mrj0CtPCq85mYmrDRA7cdCjkfTNMs9MGYXKTNlm4UnI/HBp76fJsRkVwfLJ+csf6CtY1F2E4eZX8kMVHqo/pSLFhozjO4EfpSPZXKZPmKNqg9XHFRG3uo2z58eUYY/eN3/CqlNWI5TNmBLbefmj5HuKsCcW9mJCMsw2qM4ps9vMtyqMUJ3EZBz1qu6/arqO3iyQvyg56+9Y3vojRbFTJ9a9K0aNrPw3GWyZ5Ix16lpDgD8jXnunWpvtRt7Yf8tZAp+nf9K9VnhHnW8CdOZMegUbV/mfyrDEytEqCvKxsWOnHaV+8AQAfpxWvbaTLK4VVyaZpStBCqsckdTit63nMZBXjPU1VFSVNKxnOV5N3MW60mW1fZIm1sdDWbJZ7QcDrXZXBW5Jd+W9ayZ7dTmqu07yFdWOOuLJ/O3DoDmqslpmQyEckYrq5rXoeKzbi3xnjrRFq4O9jlZbbE+3onPNU5RsdSOiyr+vFbOoBkkIUZGMVi3MUiRTODkRqsnPoGH+NZSmky0ro5fxEjJqWCflZQw/kf5VpeC0C3F1csMLGgBPtyT/KovF0ardQlfV1/DII/nT/DM4/s3ULRMebKUx/u55/StXd0wO70u0Y2ySPy7jefqxzW3HbHC8VBptxZsgBbZ83APpXQW8cEo/dyqT9avD+7EyqO7KiW+BnFILcyHhc49q3BY7kG3k+1W7KNrRHUIDvGDuFXOprZEpHJSwiI8rzVHb5jEY4re1O0kFyWVfvHjFUkty044xg1h7TmnY0skjnry1KyCQdOaw723dt57FGGP+Amusv4iHYZxg1jGIS3EcZ/iYr+hrOtZvQqLOV1AomhW8zqDt8pgT67cVxld1qFnLP4TtxFGWaQxxKB/eDH/CuLuLS4tH2XELxN6MMZrajflKZCODxXUaG8UFukhfbJJxIM5+Td1z26dPb3rmNp546da6bR1gOmvNJDGZHIXJHZRjitBHXTR3On3W7RfFAuIw33ShG4e4DYqaDxHraTtHc3GmyYbpc2pI59Gwf51wdxJCjErFtPqrEVFHqdwjDybu4jA7FtwFKMbdn+ApWZ7fpNpNrFzHBLpGgzRsxzLDchSo9dpOc/QVQ1rRdLspmS60DVrVUYlZbYl0Oc842j1rgNK8SajFt33lsxHI8yErj8RU8/jLUd7K8BO4bWa2vCCfwOfWtOSO7j939IjXuWJtL8Pyj/AETW57STJIS6tWGOvUo3HX0qt/YWp2csVzYaxZSFZPNidLvYcg9QHUfzrPuvEBli8uR71FAxmdFl/Xg1mvdWUrD98h98MpqGooaTPabO5OuRQJOn2e7ePdeRxyAqSMYwRwQetcf8ZVCW+hR8/L5/5/JWD4a8QrpfiW2hgkL20w2t827b17+lbHxekEttoTg5JExP/jlQlrc2cro8zt5lhlyy7ozwwrTsLWB5lG2Qo25WJQFemQAfWsqGF55RHGMsa66x8O6hbQi2WW3lE5G4LJna2Omex9acnHZsghWDQIZNt19uQ552Ba0Yk8HglHvdUznqsQZW/Wuku5/Gk1vFFJpUE8UUaxjYAThRgd/SszztbspvMk8O3KMRglCwHtxjFZxS+0vxQPyZZ0638LSXMUFve3bTM21Ve3fJJ9w+KtX9hounO0M+rS2ciLs2yW8oI/U11Phr4hXShY59KK4OMTSLn6YYZqx4h8fpJm3l8PlvMBAdLeN9vuCRW8YLon9//BIuzzSXT9LnH7nxjCcqAQ8Djj8qr3Hh5PNeP/hI9PdzjIJYH27VZ1zW9NuWONMkh6ZxZx/0xXMm905JS/2YsuDw0JX+RpyjBf0wVyzrWkS6dp5u2vbeYM+1fKfdz37e9ZelIkKtK4+duBx0FL57S6PeSOQ6iRUjVx9zJzke+Bj8ayd7f3j+dTyqOxaOp8J6bNB4mZZ4/mt4mcehJ4BH5139nC11rU2PuRsIQfXaMtj8SazfD5jD3l1L92CPcT7DJ/pXR+FLd5LCGaVMM6mUk+rnNctWPNV5fT/Malyps3LaHCEYzV6KMleadBBsxgfe6mrkcOOK7oaI5mVXG1cmqsi781fuUIXGOaqlCvGM5zWUpLmsMzZiqpyelZkjiQHHSrV1IrSMpOO341RVVSUIOc5FZKSlLQvoZN2pFwdw+Qr+tYs2ZJJo8ZSSF1H/AHzn+ldDfyAZXbnHX2rntItRq/i1tNl1Ga0QiUxeXHuLMEJC+gHByT6e9Z1KV3aLNIMoXFjDqlltmGHMaOkg6qSvP8q4+aO70m7K72Rx0ZTwRXR6RdyNbFZXLAIAAT0wTTdQijuoyso+h7iuqnFciQPcr6P4gvB5omcOFXI3DFakHjlrVyGjcD1Vq5PyXtTKrdMDBHcVUdtzE1PKmwsj1nS/iNA80cf2oxEnH70YArtNO8bLcMIkkt5mDDO1xzg8184jqKs20xtbqKXcRtbOVPNS4dUxcqPpuXxDp05XzYNjY7etVYrrTyWKyBWY9Grwf/hIpBJvS9uEOOnUVfh8YSAJ5kgkYDBLcZrK0rp2K9nfZnqWowxyzFo5FPtmscwBdShOOsqZ/OuasvFtrNdRR3B2LIwUsGzitTxPFd6ZbpNb3L/OylHB/KpdNy1CzWhLoStJp/2MAYSaRgT2w5rD1WCG7iaGdQQeQe6n2rYNtFpuhJf6VrGoSB7toC1xEsa3DbdzvEOu1WO07vUe4HMSX/zmOdDHJ2BPB+h7110moqzFLU5S+sZLKYq3zIfusO9W7a7MOnqme5NaV0qzIyMAynsawZh5ahR05/nTlZbCWo6W8Z+wNXdH01NWN2Wu4bU28Jl/eH7+Ow96x6emeRnGRUsZq6dDNeO6W6szIASDjpmoLpH3EOvzd6k0nUf7NupHzjcMdM08z20j588DJ7ip9rNSaa0K5ItJrczTJIv3Sy/Q0hnkPDEN/vAGteW2t5CPKmVh9KrXMEUVqSCPMzx70lWUmVKk4q7KcN00E6TIiBl9O9dT4k1KTX/C+jXQUs9u8sU2OzHbj88VQ8HaXpOteIYdO1i4ltoZztWZJY41jPcsZOMYzx1JwKnEcmk3msaSI7iMRXJQR3AAddpI+YAkbuBnBIqpNRV2QtdCCwsTFGqgZkfgn3/+tXZWXim+09IreKO3aKHChTGPmwO5rF0+IJG8rjJQYH+8etTRwj05rmgvaSbHP3UdtafEDHFxo9pJ/ukrWzbeO9DLK0+k3ULdd1vckYrzhYOhPGanChEzuBz2x0rblsZo9KvPFfhbUhie41LOP+XmNJh+vNYd1YeE74Ex3lmCf79rsI/LFcgTvVTjBHeqcxO4g54rGabKR0tz4M0W4O6CW1kH/TK5ZT+uaybrwBCFLQyXi+m2dXH9KzDI0aCSnS39xsXE8m3HGGOAKEprZlaFa58DTKpAv5AT/DJEefyJrmdX0e50a7ME5jcdVkjbKt/n0robnWdStlLRXkyFWBDBuau+LvDWqadoenapq0tw13qjyyXEUkZHkEBCgY/3mDZI7dOua2i5X8hEmgyvcWGpROcLLaktiuv8L6xdeRFGdhUIByvYcCiioXxinsz0O0fzIgSq/gKviFAuRnNFFdhyle4UEDiqbKNh4oorB/EWc1qEa/ak465NUUH70nvRRWFP4/mX0MvUfllkA9q4sancaR4mN/bbPPilO3euR8ylTx9GNFFaP4y47FG2gRo5xyCjkKwOCKjgmeaLL4JyRRRVIroUrz5pGB/uD+dUViVuuaKKfUpAYVB700xr70UUJiY1lAxSFRRRVCHxKCTntXo2n30+oeAZUum8zyJkVCeuM0UVL3KiP1LxI+tSRQSaXp9t5ESJG9sjqVQZwgBcqBzngcnmsu5iSaNldQR70UUPcEYLs0NyIlYlMZGTnFV4kV1TcM0UVFTYI7llbWF/vIKjlsYAeFI59aKK54yd9zZpFSW3jUnANVZECk49aKK6oMwYwEg8EipFYvyxJx60UVbEjV0rXW0YTRnTdOv4pWVjHfQeYFZc4IIII6nIzg9wa09HvJ9a1LVdRv5POupj5zuRjLHJ6DoPaiisqv8ADY1ua8MarbRKOhTefqaljADD6UUVOF+H5irfF8iwiA4JHfFP2LgrjgjNFFadyCNRgYqldAA59qKKmWw+pAp8y1IboP8AGo9i+QBjjFFFOP6DMq75gcnrvFOvfEeralpVvpl5ezT21tK8qCSRmJL4zkk8428emT60UUR2Gz//2Q==", "info": {"video_id": "98859", "label": "pretending to put pan into stove", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "98859", "label": "pretending to put pan into stove", "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": "c828098dad2062babbc6e7f2b2de228d4d827059be0dcc51c5e2d0ae9cd92a25"} +{"episode": 72953, "episode_seed": 1687175021, "split": "train", "timestamp": "2025-10-13T03:37:33.924939", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1687175021, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tissue falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "213665", "label": "tissue falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "213665", "label": "tissue falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "213665", "label": "tissue falling like a feather or paper", "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": "1fb6c13083866b3bdef68c91e1b4bb5bdef1dce3c523579bce2b4bac133945dc"} +{"episode": 72954, "episode_seed": 4043649581, "split": "train", "timestamp": "2025-10-13T03:37:36.288072", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4043649581, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flower vase into cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189821", "label": "pretending to put flower vase into cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "189821", "label": "pretending to put flower vase into cup", "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": "99c8e86a9457a43d0ea5b1a723c8ab2d236716cac8ce10daf21ef21ddaf4f2fd"} +{"episode": 72955, "episode_seed": 916321491, "split": "train", "timestamp": "2025-10-13T03:37:37.648256", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 916321491, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of card without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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sD5m6Yz6cfrTI7q4ZSPNDXW/PJ2qp7HH44x9amvQGKiVgCcuCeinr09cCq0akedIWVkdl3lQMgY4H1/xp2JZpS3ctuJJGjBCbRleQzdxnt9OlU7nxOMSx2luCImwWk747ADoOajkWGTCzJIpQbSR0UdsDuap3WkTGVjGvmo4xJtIyx6gYptMRxOuy32o6nLfSSLI0uHO30HA/lWNK15G53s474PQV3Vzpkq5820ZQF2kqvGOOmOtUJLREJUoEL/KRjgD1ocSoysckl1l/3qZz3U81raNp6ajqEUKRDzGdUU45yTjrU9zo0DxMYxtYDAPXP/1vervhFbTS9QmvbyeQGGPdAqjIZs4I+uDxUu6Lumj2eLdAqpGRiMAL+AxkenFTRTShPm3BV5JI6A5PFcnYeLYb+fyIFZJCqsquBggdRmttLh1E4lwJMgowPB5GB+tU5oysbqyEoyuoYEc49T0FeBZWNDh3AVyZfQ817WJriFc7EcEZz/CuR+fWvF3CHhmKsf7o4JFD1GizAZMykSKpIwsZH61bWS5iZsxb13KoOc/Me+RVL5oyzAb8Hrn7y+gq5Y6k0DBnC5j5GTwf/wBWetCiN7aHT2+6zwAR5p5kYDALen0FaaXheEgMFl7Hsa52LUIJHCGTy5GPyq/G76Hof51pxL1w3I68c11xtbQ8yafN725PaLJfSut3CEIb5JFGD+PrXm3izR7+78aPZpG7hiqo+04CY6k+g5r0htRXT8NI6gE8A85PtUUvivTktWnZlJ+5heST6Vm4JqzZvSryi9FoZL6fbroH2G2wI/I8sd88dT/nrXkqRG3vVSUfckAYH616a+qwXsk80NysUcgJIYYIbr3/AMmuD1yLzNXlkhZXV8MWU5Ge/Nc3MejTTe5X1K1fR9aZIZB8jCSJ1PY8iu++FgNxNq0kw3szwsWHBDfPzXF6veJqFzHMIthSJYyc53EDk13HwkPz6vkfKfKB/wDHqSfMOcbQZ6YpSOJGUyKitiVexJPWr8LzBJSsqhyQQjcBT6+2apvsLqr7lc4Y4HBINSSBlV8Df6nuymmlqYEl3rz6eDuiV8y7UOen1rivF2s6newy2wmKRj5mVRw2T0P0rpZbJZIXUuobGPm6HPGfwrJutOuVXEkJbK/ORzv9TTs7geS3dvcoWSQMdp6Dg5ql5txASA546rIK9Rn0+Mkh4V2k5JC9fcVmz6PZ3QZpYV8xvvHGNuOhpcruaRq2Vmcbbyw3TKHgQMx2kZyPrXuvw30ZNN0SS6RBGLhsIPRB3/PPFeOT+Ho4r1VXeI9wbGecd/8A61ex23izStJs4rK0lZ4IQgjbGSV98/5zmhNxeoSaa0O0RFEgHkrtA2YVRgAnof8APWquq+HdM16ze2vbSI54OFwQ3b8qrW9/JcwxXMbRzQFicg8sD0z69OlaMU0hd2hZWjR8AcbiDwcH8qpSV9jNOx8xI0xnTyif3ZyW6jA7VZhkum2gqxeSTLZ+6wHpUcbHdkIMpwy44x71OjAHgkZ+42OT7CpURkkcskjzSToFKZ+QDIweBj1709PtarbrglDISFBw2O3NIjFriM+UBtDDAB61PG4dv9aAh/iCn5O+0UJAEbXKoSZGKGX5o88kemf8+lalteXMVzHHakeWEBZGPy/dB47g/Ss6OVhOhC4dT9zbxtx1qyjOkG2QeWuSxcD7ueR/hTV09GDipKzNuXXEubERfZ51nY7nTGcYHZuhyeneqtteuYfPch95GePudvx75qutwyhWICjoq5xg8c4PapHRXzDvC+e+JMnbyATj8elE3J6ihBQVkX3dNzAMDjsTnce34e9RhkilIbzM4PmH0Ykc/j6+1VJbMYkWFxENgDZXOGHp6H0pUBhuA5cGOblieqcY/LpUuTtsUWbqVjs5VWkBJZhnb6Yplu9v9mDIFjSMeXIAQe3OB2NUiHMC7QTK2Sq4yqKcH8v61GtiCkbed87SCR5HB25HYjp0pqTvchmyUZkJQqZEHJABG09yfWmwARznarFGUJG+fvEdfyz/AD9KoG2eSGQ+e3mySAtGAQGA9R6dP0qwqfbBCCwWEEFmXqHHUA9sdM0OTAk1HUnsYVVWAmyQfmBwfVRXOT7ppT5kpaTOXxyAvc/yqXVYTLczJvBTeDsx83qefSqix+RLK0eTG+dvHVyOAPrVOTsCHtFuBPJBBAIH3vp7VnPbtFLzkAHOUP6e9WxbyqIjuLnzCSinA+g/nUcyStbJ5w/dhjvHcemT/Ok3pqNEcDNZXsN2h/1UgcgDr7fSvTopi0SSRSptZkkBYAgEnjHt/KvKZZjazvHI2SBlc9hXQeG/ES2rrZ3T5th9zccbWPr7GhNFS1PSlKSRlic5y7Y9ewrxkXIjYSu27GVO4cDJr1SCciJEdUT5eMHAPGQPYjp+FeSCNZXRnB2HkIDnn3pyd0rEoviaIMdsn3P4h79valkjXeY1Yb2HyAnIQH1qmLdf3iktgtmRQRip1TyZy6BgsvCj/axwfpUtuw0WkuYzCTJ5ZCnY0RGc/UVZTWI9PRv352x4AjkycnsF7j+VZzW0ZXaxPmhgztnkY6EVQ1WNd6gZYScqSeTzVJyQpRUtGaj6wL6bfK5Dt0Rj29PQ/wA657VtRTz2VDwDgn1pkgJTLdI+vuaxLmYSHPehylLQKVKEJcxpJcgjJNMkn44rMSZlGKf5xNZey1Ov2tydpK9A+F92bb+01CA+aYkyeg+9Xm++vRfhh5b22shyBxFjI/3qrlsjOo7xZ6ot8tsySsSd2I2J54J4OKtrdwAkq+UR9gb1zxiqEUUbypLIAc9s8KcYqVbWEMxKnh9zrng+4FEeZGBbkRGZ4o3Uv2JOQo64NSLcxlRJuTBYxlO4P09arJCsM7CL5RcZI5ztPrSXcMEdmz5KvCS7ODznp+NNOVwMK/1OK6kcF12LJsCKMMT/AEqisIwEJO/BYgn+H19+McU57ON/k/5aFg6uTz9c0027TyRu5KogKjt8wGDT5pXAo6hbYKuoyuPz/wDrVWSINCFDHKHjJyATz+VaEdrOpiQEINrLuBzu9MisqaJrS3aUgpsfEnPX/H2qZSKizuPA19i0fTzJ+8t2Lxe4br+AP867azkyu15FOxmKqAOpP+frXiUGqvbXS3NtM0U0ZAR8Y259fw6ivTfD/iGLWIHeJYxNCoSaME5BzwQfT/GqUkEl1PB0cKA+PlPBXdyfrU6M24x7hkcq+fu+wrJFy4t/NGD5pGEHUj/OanNwZG8lflWMcnufp7e9FyTShckSSJJkKTjPGDjnHrn1qRbgIqy7Rg5AT+tUTc+VKpYLtyFYL2x/OpYrne9yyqvHy8nGTSUtBmpuEsoCMGYHJfPUelTxSfumcuHQOVcZIyBwB+FYiXMfkQJEH3MS/wDujkZ/OrTXa23kyEfugFLD0HrRdXGjbSQ4Uk7mZcIpGflxSh41YbipWMFi4PTjr+HSsxL1BJKwVv3ZzvH8J9MfSrjXIijASRC0oPDAZDdP/r0200BpLIdoTA2gZbPGe+D705ZWZwSMmU7T05Xp+dVvN8w+VtG7GZCD97HcVQ0xH1jxVNp8upz2qMsnk+XHuLMqFgv+z0yT7e9NaoTZflnfyIRI4DKPlUDqvoMfl+FPDqzCMMhEnTnCpXN6Re3EweSWd2AVQd38OeTitdZOTF82PvRjHJJ9aSJe5prOwHmBwrBtpJbl8nAP0pfOFvaneTJGrNwG5bk4JrOlmDQMGVpJiu1lU4wO5/DFP1CYQ2n7pyUOFc46ChPUDPeQvvbOZMktJu+8PSmL8xyrhFyXCbum3t+NQiVQMHds6xHHU5okkQoWcsZGkG5F4Iwf5Y6+1U9gRcJYynBzIRkkcjb7e9MJXB3nKD8N/vUbsDIyBxtLZLY6H0oL5UuAQinCgHOG/wAKBkE0EciSyZ3sGKYI6gdPrismSFVba277uDz930rb3bSNyEFQWJAxjngfnn8KytYjkhtzIhxISM47fj6VFrjudn4b1NtU06KxldmuYCWb1dByD+fBrjUdd7feCN7ck1dv7e20jR7TW9F1jUHP2o2mZ4hEtxhNztFjnapwp3eo75Ayg3zMhPzdQc9KaVhWLiyEYYffXjbjgD1NLvj80bWJ2kFTj8z/ADqoshwHwQOjc/ep8br5hdkwjL8hHXFJjLqSYdRtBwcrx9/61R1Q5kXOACMtgfd56VKu8Hy+sh5U56CqN9OHkQEEBVAfnqasCD5cHnk8kY71mXtuow6gAnsKv713OcEZIIPrimOMghhknqMdKSAxhgHkZqcLGR0xT57YpkoOB1qAEgcimxpjniK9Oa9C+FhcHVVCZ3LHyf8AgVc14P0/S9Z8Qw6dq11NbQznas0c0caxnqSxk4xjPHUnA711vgYNo3iLXNMZJoitwIgtyAHXazDDYJG7HoSPSk9gb0PSI5Vzkr8kg+6D0NTpMcbsnzEOG+lY4uI0aaIyKFHzbs1Z8/akczkA/dC+tJNEmikkJuABn5CGGR0Uj/8AX+VQ6lOyW6R7RvJ+XjqvvTLe4+clwrCRQUGOV9v5VR1ZmUx22fnXL7s9qIsCm3YE/uy2cgchvShdnlEBiwHJQ92PX8c1XF0shDum2PdtK574609JBtf5djtJvj2nrnuffim3qgJmJJHO5mGTjnA/xqrcLBI0cbhtjNglR144Jz6GpM4KpwHY/MTxtNNYvh2jjZlQH5Mg5OORQ9UBh31om5yw+UjAION3vS6RqMuh6wt5EHKAYuIgfvKRz/Q/hUniJpYtLMkbGNo3Vdy+p6/gayvEGhax4e0TSr68uLhZ74yebEUIEAAQorH+8Q2cdvqDUuF0Vc54Rxq8WEUZHOKeyL9vjwMZyD74GRRRUkk8Fur3TOS25WYKQeg9qlhs45reaRmfsCoPDfWiikgGzIBBG4JymSP5VNNGGvYIiTsCK4HvRRR1GFzK9rK/lt99SDn69frzVoosT2hQdSYuecDBPHvRRSYyxeO0CLNExWRBwR74zn1rBXVrrSdcn1G2K+fBK+zeMrypQ5H0JooqqYmRaVK/2r7PuIjkKg468CttbiSG+uFVshIwyhucdqKKJEMs2DPJAsrOxeUEM3tz/gKhu7iQ6ZeJkYinKrx2A4ooqY/ENmaZX8y0QnKsm45HcY/xqRJS15NwBglePpRRVvYEOt5nKTRnkK6gflU9o/2kQs4A3LyF4B60UVSGAmkEu4sWxxg9Dk85H4VS1U502Rj13r+WelFFMGVtf8Ttr0VvBLpOm2xt41jiktUkUpGoOEALlQvOTgZJ5rNjPmQTO/zNnGT6UUUSBjoHaZo0diVEYfHqeetWJMiDcCQwUMCP89KKKze4EkcryXh3HpGD+dZt5M6swznBxk/WiiqQEcp2w5HbpQ0ziRcEc9eKKKaGx0nEGe9Z8qhHKjpxRRTGjQ0jXm0YTRnTdNv4pWVzHfW/mBWXOCCCCOpyM4PcGus8F3c+tarq+pX8plupXSZ36ZcljnA6fQUUUp/CI6eBytrcxdVNwUOeu0kcfrVoZTVYIMlkFsWG7nBHGfyNFFYAXb5ylq7LwyKHUjqDjNZ17M82q3Ac5CIAvsCM0UVUdgMdbubyoId/ymZgfU7TgVfupnjs45VOGTaR+fT6UUU3uCFe7mFzKNw2lRkY4OTVq6+W0jK8b1Ktjv2/rRRWiGzJ8SSMNLaHOVjkULnrgHiuc1HXdS1HS4tOu7yaa3tpHkQSSMxJfGc5PONvHpk+tFFUthH/2Q==", 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", "info": {"video_id": "33842", "label": "lifting up one end of card without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "33842", "label": "lifting up one end of card without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "33842", "label": "lifting up one end of card without letting it drop down", "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": "ef2902875eb30d51a1e19a04dc9b8539d4a654b3494461b0926a5656adcbab97"} +{"episode": 72956, "episode_seed": 257007258, "split": "train", "timestamp": "2025-10-13T03:37:39.540131", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 257007258, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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ZUB27dp3AcEHH44ra8O399PqllcSviBVaMwj5cHkj8yapzu7m86ajFRR6DLLG1o+7/j4jf7obK7cdvxNZr3BX5wAvltu2j+6etRmG48hJ2iPLBMq4G6luZWN+N8flq6Y2gDGMetXc5LFq5hivLQwyDdG4/SvI9b02TTr+W2ccKflPqOxr1S1kIiaBj88Rx+HasDxPpg1LSlvIhunt+Hx3FZt2ZrA6P9nr5f8AhJDjn/R+P+/ldd4p1D7Rrbwo2Utx5Q9z1b9f5VxvwPul06z8U3j/AHYo4H6dW/eYH5ms7UL65n1t8SN1DH5sBsHJP860c7RSMZQvNnSTXAjG9mwqgsTWEPEdjklbyMnOTg9qv6k2LOY5AyuOa5S3to2t72RRERHb+YrFPukY4B7dTScmtiUl1Lem63ps5mtdQ27JLx7gF0JBJAABx9KtXF9bSeJ1uomWBB5aucY+RV9O3fj/AAri4EyrXKOJJXcBCOAQDkkfjgVdtojLqZkad4z5eZnYfKwIOazUtT0XBqjbsepC7S8jjO4bNikSbuw6fjiqzzgfIrlic4OOAR0rJ0e5SLS4rneHbfnKNuVlB6EfSrV3ctcyyzQ/cJ8xgo6d/wCdaJ3VzgkrOxbeRLy2KMMpIpDCvH9dsnsr+eEjHJ2n1Feo20uLh4uzDen0PUVheMNJF5Ym7iX97FksPVahvUuOx5iW/fAgY+YH9a+4Bny1x1IAFfEMqYdTj+IV9p6heHTtNnvGKYgiyBzyxHA/l+db0nZMyrJ6I4DxXq0U3iB4jKoWLEMYz1x1/XP5ViXlz9mgeUgkIhbA71zd/deb4gLzS8DaQfcHJyfc/wA62NXbGnT9wVxWane7KdO1jFTxI5/5h9wvOc8EZ9DWZpHiWWyu2tzAJlM7SEBypVmIGc49hVoRqdD1OQhkMSRvtU5z82Ccetc0wS2tgkytBJKVcgjcyrzgH2PJ/AVnKT6nThYJyfkdV/bcVx4ia5l+d4BvZU7qF6e44/zmuyhu0usDcXQoPlA+bPpXlNneacl48lwVKJCQoXIcnacj+ld3p14p0m0mh+Zn/eRuwAY4weCPeqjInEwtLQ0p3ZGKeXsAJV8nkHPFEVx50Q3Yz91qpzSPei4ueV2Dc4bjn2pttNi55I2zLuGP7w61UjnR5z4p0xrDU5FUbYpcsh/mK9L/AGeyd/iPI5/0f/2pWX4m01NU0t41A+0RgyR++OorY/Z+Ta3iHPB/0cH/AMiUUneSLq/w2ew390lnZTXLhcQoX5HU9h+deYtOWJZjknkn1NdP4/1VbDRUjzzK3mMB1Kr0H4kj8q4Kzvxe2bShdvzFMZz0rScvesc0Yu1yzczg7UyQW5rJ1MxX95Y2DSskLrNI7DG5sLwB6ZNY+sz3z6uyQXbxxgqm1RwvvWFqpu49TFuJZpLlW2HORjnGB6VlKSasdNGLU009TfuvD72Gkw3RuP3xnGUUY+Tac9e/H05rsNLlil0mCTmNmjXbluCuME/mK81m1a7nso1WWS5kibDM7ZyOQAPTj9a6fQ7q4knMLMfnjWUJM2OAo49uSaUGlojsx051ZudTdnTF3TJZflxknPGKSO5O0qWG5Dj8O1V7qWNraKdmdySVkRj93B4GR7Cs+O42yRseA37s+3pVM89bnFeNNMW11AyoP3UvzDHauOmOS3JGT0r2DXtMXVbBosfvFBK/WvJLuBopWRwQynkGoTNkewaxDK2mGKJN4/iA+8PcetY/hyKZJnYbhEpIdiOvoK6Vmy1MlASJ2UAEDJIHeotqir2i0c1L5VxcMkrkMHbezHCKo6k1zusyG70tHSD7OYZCtuh4+Xdw2ffJzXQ+JoFfRvLtNqSnIJJ+9nrWNe2xvtFtPODwpEg3YTpg84+tN25rsUeZ2SIbvzxY26CRWkeIb2UYyccjPfGetaei/Y7zTtOeMv8AbYQVuMH72DwT69R/3zWRDc2upMkVt5sZgDYjZsllA9e/Qk1oaBZWVneeS0rkNllJOCSVyB9KSaV0byUmkzrLWRZIJLGcu0cJabch55AHH061A8Ja48p7hZGicEmNuHHB49OuCKZpIibTbrUJpRvWQ28SA/MxK5OfUYpslzfJYosdmY4RK6uhjw5Y/N169DgGtjkuSGUxXcMrcBj5Tn3HQ1chRUu3jY7klGGU9BmmX8VzqE1y0keN6goFxhAoG0ce3HrTLeY3Ecbk4YIFb61nUXVGtJkeh20miTa3psYIivJIZQ3+yu/j8yPyrE1WUnVd0JJVmwpHb/Cu0ZQoSRvvbcZrKu9It766jmbKsGBYA8OB61GrVxtpSGX135ujpIDgyFcbh1rBhDySSIUdYZYTFOS2FCZB6dTyOK6DULeSdYba1XDhxsA7AVy0l2tzMml5zcJIs7y7uSy5PI/ujjinJPQzulfTsZMgGpanNAu2MRYWOA4HyL3B9eTUa2DNqyxQyGRCCzQrnO0feH4CnRXEA126leElwm0kjKoCOT9eeM0lpqI0zWLLUIgHcOyleSCCMFfyOPxppa2On2jcDtPDscbWVlZx3BQLIyx5HUsc8/y/KtE/u/tkEdxHtLFSpXG7HTmspLhTEJozicNvUKMFWzzwPQ+laM8iTxWrrE73DopjEa/fyTvVvyYg9qtbHLN6siSXZBHOD80LYYA54Jwf8+9XZXQyx+ZzFICh/Gq62jJDIqxERjiUleVDYAJ/ECmWzCbT3jlBLwnawHt0qZ7Dh2ZwHiDSm03VXhx8jMCh9Rmvo/x5fFbGy0xWxJOfOl+g6fqf/Ha8m8RaX/aejpOig3EBHTuK7HXNS/tPxDe3KnMUZEEX+6vGfxOTRCfusc4+8jz7Vkk/tYbk2Oz/AHBznjt65rb1WR/7EAmC7nA3jJAFaTRxyyo7oCyHcpI5BqrqEMdziGZtsTcufYUoqzHJ3RzUTxwWonmuQYRIsIEY/wBY5PC7jz259qwU/f8AiG6guVZpslxIq52gdiPQYrQkk83UINKlRhZBvNTOMEjnA96oA3dvfXNy5RYiVRdzYaU8DA9RzznipSRpTnLm0XUWzso9Q8RRxW6kTsruCT8rFQSfz/nXa6MkSJZWd5A0R3mPBbBTJ/xrhk+3QXlndWsTpJHKMyA8jkck9h/KuznlZIIxLHsMgG1ieD05HpnFXG2gVm9S/IYY550ImTeWKc5BGSMgd+hqukgNoxQ5kgbdwMA88/pip5BNcx2cKRgTNs2GVtvlMM7uT2YLz65qQW58iWRCnlQ4eTa4K4b5ePU+3Xirsc19RJLgCWC4AypB+mOK6z4YaStjqviBoSRDdeQybeP7+f8APvXE24Hkz2sihmhbK57g9K73wdqK6ZoGsXz8vbRJs9yc7R+eKim7VNTSor0nY574k6iL2/uVBLQwuIVOf7vX9c1jeH7lZ7JlAAKMOn0/+tUmp2Mt1ZgK+6TqyMeHP17Gqmg2Etnb+dMCjEEBOcjnv70nJuVxKKULGdqMxN9OyESbTlowcEgf5NZ+vTE6ndanuISeX/R4U+ZufvEkdwM1d8uG81JoZ5duGPmPI2EC5x+JrB1pnubaGWEKk0MxjiVDgKucDB9x19waTu3YqnKMZKXUqTXM8NskjW8ZTfkBQRgg9/r/AErpvDmo3txeyyy8xSWuYkUdGAwAfwyaxNUeUQBInRnMWS8a43HHJ/A10mmx2skNtdWUjZeBRKvZZMc/iSCfxFONzetO+5srvjeJ5I5wjsdyhc5x1xUcjedcXMSKE3fMq85U9utSRSyXtnFD5pSa1HlKSfldyxIBPYEZGfXFV8XL3QldirLuVwQCQw/hP4gVpY47mhHcGW1WQfe28j3riPGOleXMl/Ev7uUZbHY966q1lC3rxD7ko8xP6inPZLeWU+nuQR96P2rGTszaGpqFcuKiYuyhVOAzDd9KlaQKeME4quXYdDinre4PaxkX+lzyXQkiZFTORk8jnj+lRPpk7wSpJeH97w3y5H61qTSnOCTVVjzTcm1qKKSd0ctdeFLeIxsk0jSux3ENgL7+1JDDbxXkZl3EwDCtg84GBXSTrvt5FBwSpHXFc2SXZQxycbc+1YVJNdTuo2ktUdTpLxtb5MSKQegAGfetiKdg2cD8a57SWWOBgTzkc1rRzAEc/hmp9pciUEpOxpISy/ex9KrDTlWQNCqoP4h61NCVK9frWNZPPqXiy40xtWuLWM+Z5QjTdllQsF9hweT6e9aQu3a5lJqKvY3JyDGoHVeDVYEgGsXw1e3d7BObqaSQjaw39s5rZfAVDkc5q3poZbu5UvJjCxljJOxQGxwQTzXLLFatqBvy5jk+6wVAS4Nde4heN0YZVjlhjgn/ACazTaWaEbbdPxFNyi9GiEpJ3TOL1+WSzk8uzmUxMyu2wcue24fh0pbTULW4hHlxYlRN5Up90hhyD9DXYFIBJvFum4dDgZrBu4I7cGNNvmr87E9wew+lZykktjqp+9pcuWl4uoQ6YPKkSGOXbMQpyF3cn8jXRT+fcair2SrbWyvsBPyuF5G4Y74J/OuX0+5f7RCOFCcYA+9XVpI2AA2MU41vdskRVoWle+5WtbLUVtJ7aaQmNnVhk8vjIHPp35pJUezvf3mALiIbvTcK00lY43MTWd4jZ4tJeWM7X3qA3fmj23M7GfsuXUv2abg6nlSuCKdax7LRB36msW/UWOhwahp2tahKr3P2bNxEqLOQm5niHXapwp3eo9wNyE/u8HsKpRcRuXMH3QT+FVLxHnjfAwUACY6nPWrLP8uMDrnNRNIy56U02tSWk9DlUsrpeTZFnBG0vzt+mTWVrmj319OfJtShUFvv/L6nFdm8pJqFnZgQWPNJvrYqDtpc4y0nvzCYriNB+72iQHlzuBGa6O0ku70ac9wsZa3YM8ZY/MoPH4ECs6/CrIYEynlY2YPUHrmp9Lldr2IszMw4HPbpWSquMjqnSU4HUXUE+p3jXMs5hBfiOMZGz+7z04+tR2miS28MkTzgxuQyoBxuHc59ielSo3rmrMbc5zkVbrtHL7FMzNRiNhNbzltwKhJCBnof8P5Vox3bR2Laen3biZJHI6EIDgfmwP4Vl2Miah4vl0u+1K6tbaWTYjxyxosfqWL8YxnjqTgUaVHcQaxqFrcPcH7LIY1W4wHXkj5scZwBnHFUru0hXS0NV2OabMT5L4/hXNPZdzioX3OMKxALDOO4zTvqQ1ocx4ktnubOOOxPlyouSQeWOc1lalpwfTLJ5vNghiUbsL8xxnIHvk5ro77Spnu/OikRFzkA5yOeKrS6VPNavDJefLI2Tlc8/jQ2t0xw395HKWuzUUmeOSREUMGjzuKrnAJPfr19a3tCtIbS3uIhcNvhQ89NxB9OwFZ1x4Wjt7n9xdSqpjJd8gc+n4+lSW8cH2mSdpCJGUqFycHPWodRJ7nT7NzjsdTZRiLQ21KZgqXLbQnXftbJPt3/ADptre2sMlhELXy7d9u6dSSZMHDHB9+PapNMWH7LbsFICZKKSTtJOTjPvWohgYKHhBKZ2fKPlycnHpzWjrRRy+ylsY9zIW3XSRCIwzFhGM/KhONvPPHvWgkm26aSLocMPyqHxHLJFosrxEozuqs46kHrWdq+j654d0TSby5u7oS3Zk8yIpgQABSgY4+8Q2cdvzqZWqK6HG8HqbKsdgOeTSBiVOaKKoZWnYhc1QMrZ60UVlUdi4DJZG24zwRWLIohnKpwAeKKK4rts7qa0LdqC5UF2xjsa6C3iUoGOc0UVo0rhM0bdAF71y819NpXiq4vbYJ5sUjbdwyPmXaePoTRRXXS3OKrsaOhII4pVXgYX+tabdRRRWlT4jCOxC/Q1TPU0UVBRHWPqygXETdyOaKKyq7HRQ+Ibpyjz4mxzvArplPP4miisUbVd0XLfkj6VS8Tf8gV/wDron86KK0h8SOeWxhat4jfWzawy6Zp9uYEVI3t0dSiLnCAFyAOcnA5PNdMHbG3PGKKK6pGMdhGcggUjklaKKkZSkJBOKjDHmiipY0YGqSH+0CuBjAHSrOlkq8ZHUGiiuV7nevgR0UTsVHPrV22Y59frRRRE52czeawdL1m/jNhYXkUswYpdw7wGUcEEEEdTkZwe4NWtEvbjUNRv726kMlxO6ySNjGWOfyoort+yc3U33YoQV6iq7MwAwxooqBlWZ2J61Wbk0UUAUNVyLJiCQdw6fWsUks+8/ePJ+tFFc9Tc7aHwnVaaSLGM55PNaSMc0UVPQiXxMpeIj/xImP/AE1T+dc7da9qV/p0Gn3V3NNBA7yKJJGYktjOcnnG3j0yfWiiumhsc1Xc/9k=", 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", 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0N2l1gbi6FB8oHzZ9KrTuyMU8vYASr5PIOeKzdOvFOk2k0PzM/wC8jdgAxxg8Ee9TTSPei4ueV2Dc4bjn2rZPQ81rUuRXHnRDdjP3WryvxTpjWGpyKo2xS5ZD/MV6NbTYueSNsy7hj+8OtUPE2mpqmlvGoH2iMGSP3x1FZt2ZpA0/2fGOfEhI5/0fj3/eV1ninUPtGtvCjZS3HlD3PVv1/lXHfA+5XTbLxRdyDiFIG6dW/eAD8zWbqF9cz62+JG6hj82A2Dkn+daOdopESg3NnSTXAjG9mwqgsTWEPEdjklbyMnOTg9qv6k2LOY5AyuOa5S3to2t72RRERHb+YrFPukY4B7dTScmtiUl1Lem63ps5mtdQ27JLx7gF0JBJAABx9KtXF9bSeJ1uomWBB5aucY+RV9O3fj/CuLgTKtco4kldwEI4BAOSR+OBV22iMupmRp3jPl5mdh8rAg5rNS1PRcGqNux6kLtLyOM7hs2KRJu7Dp+OKrPOB8iuWJzg44BHSsnR7lItLiud4dt+co25WUHoR9KtXdy1zLLND9wnzGCjp3/nWid1c4JKzsW3kS8tijDKSKQwrx/XbJ7K/nhIxydp9RXqNtLi4eLsw3p9D1FYXjDSReWJu4l/exZLD1Wob1LjseYlv3wIGPmH86+pvHmrx2sVrbs+EA81se/Cj8sn8a+XJUw69vmGa9v8Y3h1Oe4vQ52B8R46YAwv6D9avmtFilG8kT297FeQu0RyA2w8d6wNd1C9guStvLGiADJdc4NTeG5o3tpFUndkM+e55Gf0qhrEpknmKkPtJBjHVsHpU82guW0jH1e7vI721DyLJcoyupjHHOD+vFd/8Vtcj1Oy0iawdTMkTCTJ6EFf65rz/WFaOT7c0gZfLjSCKMcs+BkH3X+lZNzdXklo7NGsqA7du07gOCDj8cUlPRo66VKLipM7TRLy7VbOI7oxcoQUflRhmB59OnNdPLLG1o+7/j4jf7obK7cdvxNefeHb++n1SyuJXxAqtGYR8uDyR+ZNdWYbjyEnaI8sEyrgbqqMjnqR1JHuCvzgBfLbdtH909anuYYry0MMg3RuP0qrcysb8b4/LV0xtAGMY9adayERNAx+eI4/DtRLUmOh5Xremyadfy2zjhT8p9R2Nes/s8cN4j4/59//AGpXN+J9MGpaUt5EN09vw+O4rqf2flw/iI+v2f8A9qU6T94qsv3bPYr+6SzsprlwuIUL8jqew/OvMWnLEsxyTyT6mun8f6qthoqR55lbzGA6lV6D8SR+VcFZ34vbNpQu35imM56VpOXvWOSMXa5ZuZwdqZILc1k6mYr+8sbBpWSF1mkdhjc2F4A9MmsfWZ759XZILt44wVTao4X3rC1U3cepi3Es0lyrbDnIxzjA9KylJNWOmjFqaaepv3Xh97DSYbo3H74zjKKMfJtOevfj6c12GlyxS6TBJzGzRrty3BXGCfzFeazatdz2UarLJcyRNhmds5HIAHpx+tdPod1cSTmFmPzxrKEmbHAUce3JNKDS0R2Y6c6s3Opuzpi7pksvy4yTnjFJHcnaVLDchx+Haq91LG1tFOzO5JKyIx+7g8DI9hWfHcbZI2PAb92fb0qmeetzivGmmLa6gZUH7qX5hjtXHTHJbkjJ6V7Br2mLqtg0WP3iglfrXkl3A0UrI4IZTyDUJmyPqjx9fFbS00xW/eTsZ5foOn6n/wAdrxTVkk/tYbk2Oz/cHOeO3rmvQtf1L+0/El9cqcxRt5ER/wBleM/icmspo45ZUd0BZDuUkcg0VHzSuFL3UZuqyP8A2IBMF3OBvGSAKwonjgtRPNcgwiRYQIx/rHJ4Xcee3PtXS6hDHc4hmbbE3Ln2FcZJJ5uoQaVKjCyDeamcYJHOB71Ele1wu1sjPT9/4huoLlWabJcSKudoHYj0GKdZ2UeoeIo4rdSJ2V3BJ+VioJP5/wA6QG7t765uXKLESqLubDSngYHqOec8UxPt0F5Z3VrE6SRyjMgPI5HJPYfyoVkzpvJwO50ZIkSys7yBojvMeC2CmT/jVmQwxzzoRMm8sU5yCMkZA79DVCeVkgjEsewyAbWJ4PTkemcVekE1zHZwpGBM2zYZW2+Uwzu5PZgvPrmtIrRHJJ+82QJIDaMUOZIG3cDAPPP6Yq1JcASwXAGVIP0xxSi3PkSyIU8qHDybXBXDfLx6n268VUtwPJntZFDNC2Vz3B6VM72Kp7lnTLc6VLq9rb5EGovDNkeib8j82B/Cud1WUnVd0JJVmwpHb/Cuut2HkIT95BtH0qhd6Rb311HM2VYMCwB4cD1qLuSTLdlIZfXfm6OkgODIVxuHWsGEPJJIhR1hlhMU5LYUJkHp1PI4roNQt5J1htrVcOHGwDsBXLSXa3MyaXnNwkizvLu5LLk8j+6OOKck9DO6V9OxkyAalqc0C7YxFhY4DgfIvcH15NRrYM2rLFDIZEILNCuc7R94fgKdFcQDXbqV4SXCbSSMqgI5P154zSWmojTNYstQiAdw7KV5IIIwV/I4/GmlrY6faNwO08OxxtZWVnHcFAsjLHkdSxzz/L8q0T+7+2QR3Ee0sVKlcbsdOaykuFMQmjOJw29QowVbPPA9D6VozyJPFausTvcOimMRr9/JO9W/JiD2q1scs3qyJJdkEc4PzQthgDngnB/z71dldDLH5nMUgKH8arraMkMirERGOJSV5UNgAn8QKZbMJtPeOUEvCdrAe3SpnsOHZnn/AIi0ptO1SSHHyMcofavSdXhlbS/KiTeMDcB94e49azfEml/2noonUDz4PTuK6AtnH0qU7o0krM5rw5FMkzsNwiUkOxHX0FMl8q4uGSVyGDtvZjhFUdSa6WUBInZQAQMkgd65nxNAr6N5dptSU5BJP3s9aaXu2ZLfvXOe1mQ3elo6QfZzDIVt0PHy7uGz75Oadd+eLG3QSK0jxDeyjGTjkZ74z1qa9tjfaLaecHhSJBuwnTB5x9aqw3NrqTJFbebGYA2I2bJZQPXv0JNLSxrSUuvU19F+x3mnac8Zf7bCCtxg/eweCfXqP++a6W1kWSCSxnLtHCWm3IeeQBx9OtcnoFlZWd55LSuQ2WUk4JJXIH0rotJETabdahNKN6yG3iQH5mJXJz6jFaRad7GVRNWTHvCWuPKe4WRonBJjbhxwePTrgikMpiu4ZW4DHynPuOhqOS5vksUWOzMcIldXQx4csfm69ehwDV2/iudQmuWkjxvUFAuMIFA2jj249apmaeo+FFS7eNjuSUYZT0Ga6P4T6O2l6t4khXcscptzGR6HzM1y1vMbiONycMECt9a73wxerpWjaxqT8vDAm33bkKPzxWdJ2qWZrW1paHMfEnURe39yoJaGFxCpz/d6/rmsbw/crPZMoABRh0+n/wBapNTsZbqzAV90nVkY8Ofr2NVNBsJbO386YFGIICc5HPf3pOTcrkKKULGdqMxN9OyESbTlowcEgf5NZ+vTE6ndanuISeX/AEeFPmbn7xJHcDNXfLhvNSaGeXbhj5jyNhAucfiawdaZ7m2hlhCpNDMY4lQ4CrnAwfcdfcGk7t2KpyjGSl1Kk1zPDbJI1vGU35AUEYIPf6/0rpvDmo3txeyyy8xSWuYkUdGAwAfwyaxNUeUQBInRnMWS8a43HHJ/A10mmx2skNtdWUjZeBRKvZZMc/iSCfxFONzetO+5srvjeJ5I5wjsdyhc5x1xUcjedcXMSKE3fMq85U9utSRSyXtnFD5pSa1HlKSfldyxIBPYEZGfXFV8XL3QldirLuVwQCQw/hP4gVpY47mhHcGW1WQfe28j3riPGOleXMl/Ev7uUZbHY966q1lC3rxD7ko8xP6inPZLeWU+nuQR96P2rGTszaGpoWqbLRATyRk077oJ/CiI/Jg9BTWf5cYHXOaA2K14jzxvgYKABMdTnrXMpZXS8myLOCNpfnb9MmuqaRlz0qm8pJp83kTy+ZxmuaPfX058m1KFQW+/8vqcVDaT35hMVxGg/d7RIDy53AjNdmzswILHmuevwqyGBMp5WNmD1B65rOcmkddK0maNpJd3o057hYy1uwZ4yx+ZQePwIFb11BPqd41zLOYQX4jjGRs/u89OPrXL6XK7XsRZmZhwOe3SupRvXNEazsZ1aCUr9yK00SW3hkiecGNyGVAONw7nPsT0qLUYjYTW85bcCoSQgZ6H/D+Vacbc5zkVj2izar4sudLl1Se0iYSeWI03bmVCwX2HB5Pp71Uajm7GbgoK5qQgCNsGnAkA1heF7m4uYbjz53kACEbu2c1uPgKhyOc0WaVhXu7lS8mMLGWMk7FAbHBBPNcssVq2oG/LmOT7rBUBLg117iF43RhlWOWGOCf8ms02lmhG23T8RVOUXo0QlJO6ZxevyyWcnl2cymJmV22Dlz23D8OlLaaha3EI8uLEqJvKlPukMOQfoa7ApAJN4t03DocDNYN3BHbgxpt81fnYnuD2H0rOUklsdVP3tLly0vF1CHTB5UiQxy7ZiFOQu7k/ka6Kfz7jUVeyVba2V9gJ+VwvI3DHfBP51y+n3L/aIRwoTjAH3q6tJGwAGxinGt7tkiKtC0r33K1rZaitpPbTSExs6sMnl8ZA59O/NJKj2d7+8wBcRDd6bhWmkrHG5iazvEbPFpLyxna+9QG780e25nYz9ly6l+zTcGU8qVwRUxXLjFYN+osdDg1DTta1CVXufs2biJUWchdzPEBztU4U7vUe4G8ZQp4wTiqUXFWG5KRExdlCqcBmG76Vi3+lzyXQkiZFTORk8jnj+la5dh0OKrzSnOCTVJtbENJ6sy30yd4JUkvD+94b5cj9awLrwpbxGNkmkaV2O4hsBff2rqWPNQzrvt5FBwSpHXFTJvc2pNLQ5uGG3ivIzLuJgGFbB5wMCup0l42t8mJFIPQADPvXLEl2UMcnG3PtXQaSyxwMCecjmudVGmddSEXE6GKdg2cD8anQll+9j6VmxzAEc/hmr8JUr1+tNSb2ZhZLoQjTlWQNCqoP4h61bub5lsV0+POJ5leQ+yA4H5sD+FYen3C3vjCTS7zVLu1t5JdkckUsaLH3JYvxjGeOpOBRpv2pNX1C2u3uSbaVo1W5ADryR82OM4AzjiuiKaVzCUk9DSdjmmzE+S+P4VzT2Xc4qF9zjCsQCwzjuM0X1M2tDmPEls9zZxx2J8uVFySDyxzmsrUtOD6ZZPN5sEMSjdhfmOM5A98nNdHfaVM9350UiIucgHORzxVaXSp5rV4ZLz5ZGycrnn8aG1umOG/vI5S12aikzxySIihg0edxVc4BJ79evrW9oVpDaW9xELht8KHnpuIPp2ArOuPC0dvc/uLqVVMZLvkDn0/H0qS3jg+0yTtIRIylQuTg561DqJPc6fZucdjqbKMRaG2pTMFS5baE679rZJ9u/wCdNtb21hksIha+Xbvt3TqSTJg4Y4Pvx7VJpiw/ZbdgpATJRSSdpJycZ961EMDBQ8IJTOz5R8uTk49Oa0daKOX2UtjHuZC266SIRGGYsIxn5UJxt554960Ek23TSRdDhh+VQ+I5ZItFleIlGd1VnHUg9aztX0fXPDuiaTeXN3dCW7MnmRFMCAAKUDHH3iGzjt+dTK1RXQ43g9TZ3t93PFIzkECiimimI5JWqUhIJxRRSERhjzWBqkh/tArgYwB0oorGqdOH+Is6WSrxkdQa6KJ2Kjn1oorE0qbl22Y59frXK3eoT6V4pnvrbZ50Ujbd4yPmUqePoxooroo7nLU2LHhf5RdgdAEH863m6iiitXuZkL9DVM9TRRSAjrH1ZQLiJu5HNFFZVdjoofEN05R58TY53gV0ynn8TRRWKNqu6LlvyR9KpeJv+QK//XRP50UVpD4kc8tjC1bxG+tm1hl0zT7cwIqRvbo6lEXOEALkAc5OByea6ZWPlg55NFFdcjCIgYlTmq07ELmiioZSKBlbPWmSyNtxngiiiuOrJ9zpppGLIohnKpwAeKt2oLlQXbGOxooqYnWzoLeJSgY5zWjboAveiitKaOaZzc+rHTNb1CM2FjeRSzBil3DvAZRwQQQR1ORnB7g1p6fdTXt7dXlw++e4YSSP0yTn8qKK7V/DOJ/GajsUIK9RVdmYAYY0UVkUVZnYnrVZuTRRQBQ1XIsmIJB3Dp9axSSz7z948n60UVz1NztofCdVppIsYznk81pIxzRRU9CJfEyl4iP/ABImP/TVP51zt1r2pX+nQafdXc00EDvIokkZiS2M5yecbePTJ9aKK6aGxzVdz//Z", "info": {"video_id": "22378", "label": "throwing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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0N2l1gbi6FB8oHzZ9KrTuyMU8vYASr5PIOeKzdOvFOk2k0PzM/wC8jdgAxxg8Ee9TTSPei4ueV2Dc4bjn2rZPQ81rUuRXHnRDdjP3WryvxTpjWGpyKo2xS5ZD/MV6NbTYueSNsy7hj+8OtUPE2mpqmlvGoH2iMGSP3x1FZt2ZpA0/2fGOfEhI5/0fj3/eV1ninUPtGtvCjZS3HlD3PVv1/lXHfA+5XTbLxRdyDiFIG6dW/eAD8zWbqF9cz62+JG6hj82A2Dkn+daOdopESg3NnSTXAjG9mwqgsTWEPEdjklbyMnOTg9qv6k2LOY5AyuOa5S3to2t72RRERHb+YrFPukY4B7dTScmtiUl1Lem63ps5mtdQ27JLx7gF0JBJAABx9KtXF9bSeJ1uomWBB5aucY+RV9O3fj/CuLgTKtco4kldwEI4BAOSR+OBV22iMupmRp3jPl5mdh8rAg5rNS1PRcGqNux6kLtLyOM7hs2KRJu7Dp+OKrPOB8iuWJzg44BHSsnR7lItLiud4dt+co25WUHoR9KtXdy1zLLND9wnzGCjp3/nWid1c4JKzsW3kS8tijDKSKQwrx/XbJ7K/nhIxydp9RXqNtLi4eLsw3p9D1FYXjDSReWJu4l/exZLD1Wob1LjseYlv3wIGPmH86+pvHmrx2sVrbs+EA81se/Cj8sn8a+XJUw69vmGa9v8Y3h1Oe4vQ52B8R46YAwv6D9avmtFilG8kT297FeQu0RyA2w8d6wNd1C9guStvLGiADJdc4NTeG5o3tpFUndkM+e55Gf0qhrEpknmKkPtJBjHVsHpU82guW0jH1e7vI721DyLJcoyupjHHOD+vFd/8Vtcj1Oy0iawdTMkTCTJ6EFf65rz/WFaOT7c0gZfLjSCKMcs+BkH3X+lZNzdXklo7NGsqA7du07gOCDj8cUlPRo66VKLipM7TRLy7VbOI7oxcoQUflRhmB59OnNdPLLG1o+7/j4jf7obK7cdvxNefeHb++n1SyuJXxAqtGYR8uDyR+ZNdWYbjyEnaI8sEyrgbqqMjnqR1JHuCvzgBfLbdtH909anuYYry0MMg3RuP0qrcysb8b4/LV0xtAGMY9adayERNAx+eI4/DtRLUmOh5Xremyadfy2zjhT8p9R2Nes/s8cN4j4/59//AGpXN+J9MGpaUt5EN09vw+O4rqf2flw/iI+v2f8A9qU6T94qsv3bPYr+6SzsprlwuIUL8jqew/OvMWnLEsxyTyT6mun8f6qthoqR55lbzGA6lV6D8SR+VcFZ34vbNpQu35imM56VpOXvWOSMXa5ZuZwdqZILc1k6mYr+8sbBpWSF1mkdhjc2F4A9MmsfWZ759XZILt44wVTao4X3rC1U3cepi3Es0lyrbDnIxzjA9KylJNWOmjFqaaepv3Xh97DSYbo3H74zjKKMfJtOevfj6c12GlyxS6TBJzGzRrty3BXGCfzFeazatdz2UarLJcyRNhmds5HIAHpx+tdPod1cSTmFmPzxrKEmbHAUce3JNKDS0R2Y6c6s3Opuzpi7pksvy4yTnjFJHcnaVLDchx+Haq91LG1tFOzO5JKyIx+7g8DI9hWfHcbZI2PAb92fb0qmeetzivGmmLa6gZUH7qX5hjtXHTHJbkjJ6V7Br2mLqtg0WP3iglfrXkl3A0UrI4IZTyDUJmyPqjx9fFbS00xW/eTsZ5foOn6n/wAdrxTVkk/tYbk2Oz/cHOeO3rmvQtf1L+0/El9cqcxRt5ER/wBleM/icmspo45ZUd0BZDuUkcg0VHzSuFL3UZuqyP8A2IBMF3OBvGSAKwonjgtRPNcgwiRYQIx/rHJ4Xcee3PtXS6hDHc4hmbbE3Ln2FcZJJ5uoQaVKjCyDeamcYJHOB71Ele1wu1sjPT9/4huoLlWabJcSKudoHYj0GKdZ2UeoeIo4rdSJ2V3BJ+VioJP5/wA6QG7t765uXKLESqLubDSngYHqOec8UxPt0F5Z3VrE6SRyjMgPI5HJPYfyoVkzpvJwO50ZIkSys7yBojvMeC2CmT/jVmQwxzzoRMm8sU5yCMkZA79DVCeVkgjEsewyAbWJ4PTkemcVekE1zHZwpGBM2zYZW2+Uwzu5PZgvPrmtIrRHJJ+82QJIDaMUOZIG3cDAPPP6Yq1JcASwXAGVIP0xxSi3PkSyIU8qHDybXBXDfLx6n268VUtwPJntZFDNC2Vz3B6VM72Kp7lnTLc6VLq9rb5EGovDNkeib8j82B/Cud1WUnVd0JJVmwpHb/Cuut2HkIT95BtH0qhd6Rb311HM2VYMCwB4cD1qLuSTLdlIZfXfm6OkgODIVxuHWsGEPJJIhR1hlhMU5LYUJkHp1PI4roNQt5J1htrVcOHGwDsBXLSXa3MyaXnNwkizvLu5LLk8j+6OOKck9DO6V9OxkyAalqc0C7YxFhY4DgfIvcH15NRrYM2rLFDIZEILNCuc7R94fgKdFcQDXbqV4SXCbSSMqgI5P154zSWmojTNYstQiAdw7KV5IIIwV/I4/GmlrY6faNwO08OxxtZWVnHcFAsjLHkdSxzz/L8q0T+7+2QR3Ee0sVKlcbsdOaykuFMQmjOJw29QowVbPPA9D6VozyJPFausTvcOimMRr9/JO9W/JiD2q1scs3qyJJdkEc4PzQthgDngnB/z71dldDLH5nMUgKH8arraMkMirERGOJSV5UNgAn8QKZbMJtPeOUEvCdrAe3SpnsOHZnn/AIi0ptO1SSHHyMcofavSdXhlbS/KiTeMDcB94e49azfEml/2noonUDz4PTuK6AtnH0qU7o0krM5rw5FMkzsNwiUkOxHX0FMl8q4uGSVyGDtvZjhFUdSa6WUBInZQAQMkgd65nxNAr6N5dptSU5BJP3s9aaXu2ZLfvXOe1mQ3elo6QfZzDIVt0PHy7uGz75Oadd+eLG3QSK0jxDeyjGTjkZ74z1qa9tjfaLaecHhSJBuwnTB5x9aqw3NrqTJFbebGYA2I2bJZQPXv0JNLSxrSUuvU19F+x3mnac8Zf7bCCtxg/eweCfXqP++a6W1kWSCSxnLtHCWm3IeeQBx9OtcnoFlZWd55LSuQ2WUk4JJXIH0rotJETabdahNKN6yG3iQH5mJXJz6jFaRad7GVRNWTHvCWuPKe4WRonBJjbhxwePTrgikMpiu4ZW4DHynPuOhqOS5vksUWOzMcIldXQx4csfm69ehwDV2/iudQmuWkjxvUFAuMIFA2jj249apmaeo+FFS7eNjuSUYZT0Ga6P4T6O2l6t4khXcscptzGR6HzM1y1vMbiONycMECt9a73wxerpWjaxqT8vDAm33bkKPzxWdJ2qWZrW1paHMfEnURe39yoJaGFxCpz/d6/rmsbw/crPZMoABRh0+n/wBapNTsZbqzAV90nVkY8Ofr2NVNBsJbO386YFGIICc5HPf3pOTcrkKKULGdqMxN9OyESbTlowcEgf5NZ+vTE6ndanuISeX/AEeFPmbn7xJHcDNXfLhvNSaGeXbhj5jyNhAucfiawdaZ7m2hlhCpNDMY4lQ4CrnAwfcdfcGk7t2KpyjGSl1Kk1zPDbJI1vGU35AUEYIPf6/0rpvDmo3txeyyy8xSWuYkUdGAwAfwyaxNUeUQBInRnMWS8a43HHJ/A10mmx2skNtdWUjZeBRKvZZMc/iSCfxFONzetO+5srvjeJ5I5wjsdyhc5x1xUcjedcXMSKE3fMq85U9utSRSyXtnFD5pSa1HlKSfldyxIBPYEZGfXFV8XL3QldirLuVwQCQw/hP4gVpY47mhHcGW1WQfe28j3riPGOleXMl/Ev7uUZbHY966q1lC3rxD7ko8xP6inPZLeWU+nuQR96P2rGTszaGpoWqbLRATyRk077oJ/CiI/Jg9BTWf5cYHXOaA2K14jzxvgYKABMdTnrXMpZXS8myLOCNpfnb9MmuqaRlz0qm8pJp83kTy+ZxmuaPfX058m1KFQW+/8vqcVDaT35hMVxGg/d7RIDy53AjNdmzswILHmuevwqyGBMp5WNmD1B65rOcmkddK0maNpJd3o057hYy1uwZ4yx+ZQePwIFb11BPqd41zLOYQX4jjGRs/u89OPrXL6XK7XsRZmZhwOe3SupRvXNEazsZ1aCUr9yK00SW3hkiecGNyGVAONw7nPsT0qLUYjYTW85bcCoSQgZ6H/D+Vacbc5zkVj2izar4sudLl1Se0iYSeWI03bmVCwX2HB5Pp71Uajm7GbgoK5qQgCNsGnAkA1heF7m4uYbjz53kACEbu2c1uPgKhyOc0WaVhXu7lS8mMLGWMk7FAbHBBPNcssVq2oG/LmOT7rBUBLg117iF43RhlWOWGOCf8ms02lmhG23T8RVOUXo0QlJO6ZxevyyWcnl2cymJmV22Dlz23D8OlLaaha3EI8uLEqJvKlPukMOQfoa7ApAJN4t03DocDNYN3BHbgxpt81fnYnuD2H0rOUklsdVP3tLly0vF1CHTB5UiQxy7ZiFOQu7k/ka6Kfz7jUVeyVba2V9gJ+VwvI3DHfBP51y+n3L/aIRwoTjAH3q6tJGwAGxinGt7tkiKtC0r33K1rZaitpPbTSExs6sMnl8ZA59O/NJKj2d7+8wBcRDd6bhWmkrHG5iazvEbPFpLyxna+9QG780e25nYz9ly6l+zTcGU8qVwRUxXLjFYN+osdDg1DTta1CVXufs2biJUWchdzPEBztU4U7vUe4G8ZQp4wTiqUXFWG5KRExdlCqcBmG76Vi3+lzyXQkiZFTORk8jnj+la5dh0OKrzSnOCTVJtbENJ6sy30yd4JUkvD+94b5cj9awLrwpbxGNkmkaV2O4hsBff2rqWPNQzrvt5FBwSpHXFTJvc2pNLQ5uGG3ivIzLuJgGFbB5wMCup0l42t8mJFIPQADPvXLEl2UMcnG3PtXQaSyxwMCecjmudVGmddSEXE6GKdg2cD8anQll+9j6VmxzAEc/hmr8JUr1+tNSb2ZhZLoQjTlWQNCqoP4h61bub5lsV0+POJ5leQ+yA4H5sD+FYen3C3vjCTS7zVLu1t5JdkckUsaLH3JYvxjGeOpOBRpv2pNX1C2u3uSbaVo1W5ADryR82OM4AzjiuiKaVzCUk9DSdjmmzE+S+P4VzT2Xc4qF9zjCsQCwzjuM0X1M2tDmPEls9zZxx2J8uVFySDyxzmsrUtOD6ZZPN5sEMSjdhfmOM5A98nNdHfaVM9350UiIucgHORzxVaXSp5rV4ZLz5ZGycrnn8aG1umOG/vI5S12aikzxySIihg0edxVc4BJ79evrW9oVpDaW9xELht8KHnpuIPp2ArOuPC0dvc/uLqVVMZLvkDn0/H0qS3jg+0yTtIRIylQuTg561DqJPc6fZucdjqbKMRaG2pTMFS5baE679rZJ9u/wCdNtb21hksIha+Xbvt3TqSTJg4Y4Pvx7VJpiw/ZbdgpATJRSSdpJycZ961EMDBQ8IJTOz5R8uTk49Oa0daKOX2UtjHuZC266SIRGGYsIxn5UJxt554960Ek23TSRdDhh+VQ+I5ZItFleIlGd1VnHUg9aztX0fXPDuiaTeXN3dCW7MnmRFMCAAKUDHH3iGzjt+dTK1RXQ43g9TZ3t93PFIzkECiimimI5JWqUhIJxRRSERhjzWBqkh/tArgYwB0oorGqdOH+Is6WSrxkdQa6KJ2Kjn1oorE0qbl22Y59frXK3eoT6V4pnvrbZ50Ujbd4yPmUqePoxooroo7nLU2LHhf5RdgdAEH863m6iiitXuZkL9DVM9TRRSAjrH1ZQLiJu5HNFFZVdjoofEN05R58TY53gV0ynn8TRRWKNqu6LlvyR9KpeJv+QK//XRP50UVpD4kc8tjC1bxG+tm1hl0zT7cwIqRvbo6lEXOEALkAc5OByea6ZWPlg55NFFdcjCIgYlTmq07ELmiioZSKBlbPWmSyNtxngiiiuOrJ9zpppGLIohnKpwAeKt2oLlQXbGOxooqYnWzoLeJSgY5zWjboAveiitKaOaZzc+rHTNb1CM2FjeRSzBil3DvAZRwQQQR1ORnB7g1p6fdTXt7dXlw++e4YSSP0yTn8qKK7V/DOJ/GajsUIK9RVdmYAYY0UVkUVZnYnrVZuTRRQBQ1XIsmIJB3Dp9axSSz7z948n60UVz1NztofCdVppIsYznk81pIxzRRU9CJfEyl4iP/ABImP/TVP51zt1r2pX+nQafdXc00EDvIokkZiS2M5yecbePTJ9aKK6aGxzVdz//Z", 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", "info": {"video_id": "22378", "label": "throwing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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anpSppU9D1aG7S6wNxdCg+UD5s+lVp3ZGKeXsAJV8nkHPFZunXinSbSaH5mf95G7ABjjB4I96mmke9Fxc8rsG5w3HPtWyeh5rWpciuPOiG7GfutXlfinTGsNTkVRtilyyH+Yr0a2mxc8kbZl3DH94daoeJtNTVNLeNQPtEYMkfvjqKzbszSBqfs9k7/EeRz/o/wD7Ur2W/uks7Ka5cLiFC/I6nsPzrx79n5NreIc8H/Rwf/Ild14/1VbDRUjzzK3mMB1Kr0H4kj8q6Iu1O5z1U3UaOYacsSzHJPJPqapXM4O1MkFuarWd+L2zaULt+YpjOelc1rM98+rskF28cYKptUcL71lzW1Gou5samYr+8sbBpWSF1mkdhjc2F4A9Mmsm68PvYaTDdG4/fGcZRRj5Npz178fTmsDVTdx6mLcSzSXKtsOcjHOMD0qWbVrueyjVZZLmSJsMztnI5AA9OP1rNtN3PUw86kaEqcXo9/kelaXLFLpMEnMbNGu3LcFcYJ/MU8u6ZLL8uMk54xXM6HdXEk5hZj88ayhJmxwFHHtyTW7dSxtbRTszuSSsiMfu4PAyPYVqndHnzVmWI7k7SpYbkOPw7V5l400xbXUDKg/dS/MMdq7WO42yRseA37s+3pUOvaYuq2DRY/eKCV+tQ3ZjieQOcyd+XHH5V9RePNXjtYrW3Z8IB5rY9+FH5ZP418xXEDR3GxxhlYA5+te0+Mbw6nPcXoc7A+I8dMAYX9B+tNStFjlHmaJ7e9ivIXaI5AbYeO9YGu6hewXJW3ljRABkuucGpvDc0b20iqTuyGfPc8jP6VQ1iUyTzFSH2kgxjq2D0pc2guW0jH1e7vI721DyLJcoyupjHHOD+vFd/wDFbXI9TstImsHUzJEwkyehBX+ua8/1hWjk+3NIGXy40gijHLPgZB91/pWTc3V5JaOzRrKgO3btO4Dgg4/HFJT0aOulSi4qTO00S8u1WziO6MXKEFH5UYZgefTpzXTyyxtaPu/4+I3+6Gyu3Hb8TXn3h2/vp9UsriV8QKrRmEfLg8kfmTXVmG48hJ2iPLBMq4G6qjI56kdSR7gr84AXy23bR/dPWp7mGK8tDDIN0bj9Kq3MrG/G+Py1dMbQBjGPWnWshETQMfniOPw7US1JjoeV63psmnX8ts44U/KfUdjXrH7PXy/8JIcc/wCj8f8Afyuc8T6YNS0pbyIbp7fh8dxW/wDA+6XTrPxTeP8Adijgfp1b95gfmadOXvF1VeDOy8U6h9o1t4UbKW48oe56t+v8qwJrgRjezYVQWJrm9QvrmfW3xI3UMfmwGwck/wA61tSbFnMcgZXHNHPd3MHCxQHiOxySt5GTnJwe1Z2m63ps5mtdQ27JLx7gF0JBJAABx9KqW9tG1veyKIiI7fzFYp90jHAPbqawIEyrXKOJJXcBCOAQDkkfjgVEpPqdWFj794vY7S4vraTxOt1EywIPLVzjHyKvp278f4V1Yu0vI4zuGzYpEm7sOn44ry22iMupmRp3jPl5mdh8rAg5rs9HuUi0uK53h235yjblZQehH0pxkLEQtJms84HyK5YnODjgEdKR5EvLYowykikMKqXdy1zLLND9wnzGCjp3/nUdtLi4eLsw3p9D1FORhHc8u12yeyv54SMcnafUVhyN85IGOa9Q8YaSLyxN3Ev72LJYeq15lcJgZqYu5qfV/j6+K2lppit+8nYzy/QdP1P/AI7XimrJJ/aw3Jsdn+4Oc8dvXNeha/qX9p+JL65U5ijbyIj/ALK8Z/E5NZTRxyyo7oCyHcpI5BoqPmlcVL3UZuqyP/YgEwXc4G8ZIArCieOC1E81yDCJFhAjH+scnhdx57c+1dLqEMdziGZtsTcufYVxkknm6hBpUqMLIN5qZxgkc4HvUSV7XC7WyM9P3/iG6guVZpslxIq52gdiPQYp1nZR6h4ijit1InZXcEn5WKgk/n/OkBu7e+ublyixEqi7mw0p4GB6jnnPFMT7dBeWd1axOkkcozIDyORyT2H8qFZM6bycDudGSJEsrO8gaI7zHgtgpk/41ZkMMc86ETJvLFOcgjJGQO/Q1QnlZIIxLHsMgG1ieD05HpnFXpBNcx2cKRgTNs2GVtvlMM7uT2YLz65rSK0RySfvNkCSA2jFDmSBt3AwDzz+mKtSXAEsFwBlSD9McUotz5EsiFPKhw8m1wVw3y8ep9uvFVLcDyZ7WRQzQtlc9welTO9iqe523ww0lbHVfEDQkiG68hk28f38/wCfesX4k6iL2/uVBLQwuIVOf7vX9c10Pg7UV0zQNYvn5e2iTZ7k52j88VxOp2Mt1ZgK+6TqyMeHP17Gqcr00kRy/vW2R+H7lZ7JlAAKMOn0/wDrVj6jMTfTshEm05aMHBIH+TWjoNhLZ2/nTAoxBATnI57+9Zflw3mpNDPLtwx8x5GwgXOPxNRd8tymlexS16YnU7rU9xCTy/6PCnzNz94kjuBmsOa5nhtkka3jKb8gKCMEHv8AX+lW9aZ7m2hlhCpNDMY4lQ4CrnAwfcdfcGjVHlEASJ0ZzFkvGuNxxyfwNSr7s6aVRclo9jb8Oaje3F7LLLzFJa5iRR0YDAB/DJrol3xvE8kc4R2O5Quc464rG02O1khtrqykbLwKJV7LJjn8SQT+IrZilkvbOKHzSk1qPKUk/K7liQCewIyM+uK1insc02rkcjedcXMSKE3fMq85U9utXI7gy2qyD723ke9Z+Ll7oSuxVl3K4IBIYfwn8QKfayhb14h9yUeYn9RSnsTF6nLeMNK8udL+Jf3cuC2Ox712OrwytpflRJvGBuA+8PcetQvZLeWc+nuQR96P2rUJ5ArOLujZ6HNeHIpkmdhuESkh2I6+gpkvlXFwySuQwdt7McIqjqTXSygJE7KACBkkDvXM+JoFfRvLtNqSnIJJ+9nrVJe7Zkt+9c57WZDd6WjpB9nMMhW3Q8fLu4bPvk5p1354sbdBIrSPEN7KMZOORnvjPWpr22N9otp5weFIkG7CdMHnH1qrDc2upMkVt5sZgDYjZsllA9e/Qk0tLGtJS69TX0X7Headpzxl/tsIK3GD97B4J9eo/wC+a6W1kWSCSxnLtHCWm3IeeQBx9OtcnoFlZWd55LSuQ2WUk4JJXIH0rotJETabdahNKN6yG3iQH5mJXJz6jFaRad7GVRNWTHvCWuPKe4WRonBJjbhxwePTrgikMpiu4ZW4DHynPuOhqOS5vksUWOzMcIldXQx4csfm69ehwDV2/iudQmuWkjxvUFAuMIFA2jj249apmaeo+FFS7eNjuSUYZT0Gaq6HbSaJNremxgiK8khlDf7K7+PzI/KpLeY3Ecbk4YIFb61qsoUJI33tuM1gm1Kx0OzgcXqspOq7oSSrNhSO3+Fbl9d+bo6SA4MhXG4dafd6Rb311HM2VYMCwB4cD1pNQt5J1htrVcOHGwDsBVRTT1MptWOfhDySSIUdYZYTFOS2FCZB6dTyOKwJANS1OaBdsYiwscBwPkXuD68mtaS7W5mTS85uEkWd5d3JZcnkf3RxxWPFcQDXbqV4SXCbSSMqgI5P154zUqLNKdS0rJdRq2DNqyxQyGRCCzQrnO0feH4Cu18OxxtZWVnHcFAsjLHkdSxzz/L8q4u01EaZrFlqEQDuHZSvJBBGCv5HH412CXCmITRnE4beoUYKtnngeh9KuPRhVe5qn939sgjuI9pYqVK43Y6c1WSXZBHOD80LYYA54Jwf8+9SzyJPFausTvcOimMRr9/JO9W/JiD2oW0ZIZFWIiMcSkryobABP4gVZhfUsSuhlj8zmKQFD+NeZ+I9KbTdSlhx8jHKH2r0G2YTae8coJeE7WA9ulVfEul/2nofnqB58Hp3FYXtI3iro3bVNlogJ5Iyad90E/hREfkwegprP8uMDrnNMnYrXiPPG+BgoAEx1OetcylldLybIs4I2l+dv0ya6ppGXPSqbykmnzeRPL5nGa5o99fTnybUoVBb7/y+pxUNpPfmExXEaD93tEgPLncCM12bOzAgsea56/CrIYEynlY2YPUHrms5yaR10rSZo2kl3ejTnuFjLW7BnjLH5lB4/AgVvXUE+p3jXMs5hBfiOMZGz+7z04+tcvpcrtexFmZmHA57dK6lG9c0RrOxnVoJSv3IrTRJbeGSJ5wY3IZUA43Duc+xPSotRiNhNbzltwKhJCBnof8AD+Vacbc5zkVj2izar4sudLl1Se0iYSeWI03bmVCwX2HB5Pp71Uajm7GbgoK5rR3bR2Laen3biZJHI6EIDgfmwP4Ursc1z/heee5aRp5nl2qu3d2zXQsu5xVL3VYl6sZMT5L4/hXNcr4ktnubOOOxPlyouSQeWOc1077nGFYgFhnHcZrGvtKme786KREXOQDnI54ppq2rIad9Ec5qWnB9Msnm82CGJRuwvzHGcge+Tms612aikzxySIihg0edxVc4BJ79evrXVy6VPNavDJefLI2Tlc8/jWDceFo7e5/cXUqqYyXfIHPp+PpUNpaNnRT20Ro6FaQ2lvcRC4bfCh56biD6dgK3LKMRaG2pTMFS5baE679rZJ9u/wCdctbxwfaZJ2kIkZSoXJwc9a6vTFh+y27BSAmSikk7STk4z7041Y2dyatGSaaI7W9tYZLCIWvl277d06kkyYOGOD78e1FzIW3XSRCIwzFhGM/KhONvPPHvWwhgYKHhBKZ2fKPlycnHpzVDxHLJFokrwnY7sqsw6nNV7WL0MvZSWpOkm27aSLoSGFXiuXFc1qMCWWh2+oadrOoTKbn7Nm4iWNZ8JuZ4gOdqnCnd6j3A6UyhemCcVPLytlqV0RMXZQqnAZhu+lYt/pc8l0JImRUzkZPI54/pWuXYdDiq80pzgk1SbWxLSerMt9MneCVJLw/veG+XI/WsC68KW8RjZJpGldjuIbAX39q6ljzUM677eRQcEqR1xUyb3NqTS0Obhht4ryMy7iYBhWwecDArqdJeNrfJiRSD0AAz71yxJdlDHJxtz7V0GksscDAnnI5rnVRpnXUhFxOhinYNnA/Gp0JZfvY+lZscwBHP4Zq/CVK9frTUm9mYWS6EI05VkDQqqD+IetWZyDGoHVeDWLp9wt74wk0u81S7tbeSXZHJFLGix9yWL8YxnjqTgU7Tjdpf6naXclyTbzFAtyAHXBI+bHGcAZxxW6jpcwlJbF8EgGqd5MYWMsZJ2KA2OCCeatvgKhyOc1E4heN0YZVjlhjgn/JpqVtWRKN9EcgsVq2oG/LmOT7rBUBLg1ka/LJZyeXZzKYmZXbYOXPbcPw6V2htLNCNtun4imFIBJvFum4dDgZpNrdIqDa0Zx9pqFrcQjy4sSom8qU+6Qw5B+hretLxdQh0weVIkMcu2YhTkLu5P5Gqd3BHbgxpt81fnYnuD2H0qbT7l/tEI4UJxgD71Zqooy2OmVJzjudRP59xqKvZKttbK+wE/K4Xkbhjvgn86htbLUVtJ7aaQmNnVhk8vjIHPp35qykjYADYxVlJWONzE1Xt7HN7G5mSo9ne/vMAXEQ3em4Vo2abgytypXBFUPETPFpTyxttfeo3d8HrVbVdN1zw5oml3lzeXSzXpk8yIpgQ42lAxx94hs47fnRb2mqHfk0Zpb2+7nikZyCBRRVoTEckrVKQkE4oopCIwx5rA1SQ/wBoFcDGAOlFFY1Tpw/xFnSyVeMjqDXRROxUc+tFFYmlTcu2zHPr9a5W71CfSvFM99bbPOikbbvGR8ylTx9GNFFdFHc5amxP4X+V7gDoAg/nXTOxQgr1FFFaS3M0V2ZgBhjVWZ2J60UUgKzcmqGq5FkxBIO4dPrRRUz2NaXxIxSSz7z948n611WmkixjOeTzRRXMtzrq/CaSMc1S8RH/AIkTH/pon86KKuPxI5pbGNq/iN9bht4pdM0+3MCrHG9ujqVReiAFyAOc8Dk810isfLBzziiiu1nPEAxKnNVp2IXNFFQykUDK2etMlkbbjPBFFFcdWT7nTTSMWRRDOVTgA8VbtQXKgu2MdjRRUxOtnQW8SlAxzmtG3QBe9FFaU0c0zm59WOma3qEZsLG8ilmDFLuHeAyjggggjqcjOD3BrU0+6mvbm8vLh989wwkkfpknNFFdy+A4pfGXG6ioX6GiisxlM9TUdFFSxox9WUC4ibuRzTdOUefE2Od4FFFcsviPQp/AjplPP4mrlvyR9KKKZzFPxN/yBX/66J/OuZudd1LULW2026u5pre3d5UEkjMSzY65PONvHpk+tFFdVLYxqbn/2Q==", 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", "info": {"video_id": "22378", "label": "throwing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "22378", "label": "throwing 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": "a4da103af84681b443ac8d6923ac052c1d89ecd06d8545916685ffede6d74529"} +{"episode": 72957, "episode_seed": 1263203281, "split": "train", "timestamp": "2025-10-13T03:37:40.704614", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1263203281, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chair with pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "35376", "label": "hitting chair with pen", "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": "35376", "label": "hitting chair with pen", "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": "52f35554fbfd1958e6a7a7000708ba2ae29af66c8b04ba0ebcf0cc869119eb3a"} +{"episode": 72958, "episode_seed": 23168359, "split": "train", "timestamp": "2025-10-13T03:37:42.928205", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 23168359, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping switcher into small box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "91642", "label": "dropping switcher into small box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "91642", "label": "dropping switcher into small box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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pSBgqPfHc/pWbL/ZXhXTWkY+XEQiSSsCzMSe5H41z914+0ie+lY6lcC3bGVjiKlsDHHTA/X6U21EEnJHopnsLm3EsB8xWI3jPIx3+uc1YHMBKlY2bJBcEhj2GfTNeXRfEHQbG5b7KLn7MyE+SIsAP6jnuK9F0XVf7Z0i0vFUkTosqqq/d9j6dOtNST2JcWtyUK13aTSgGNVl2bXTGcAcjPI5z9cZrLlhjDGXdgbN6x44JPTPoav6zPtimijuVBZeAW3EMeOR/npWXdxSonmo3mFIgQn+13PHr/Sk/JAcn4nutPjW2uL+4d0QuUUrhpMkcY7Y6Vyl14iu9Uj+y20f2W2yQIYjgsPc1ofELbLLYqEjyzSGNwxORhST+ZrKtooAiCIqq9MnuaESSCymt5EQFCQCGTPHT1H4VOpU7/McRvGgLIDwSeMe/tSQJLc6jNY2qG5uEO13VtqofVj6+3Wus0zQ7PSZ0vr1/OvN8aLMw2rGzHAVR684z1yabVmNO6KOnaBqWpJvvjLZWqRlVhIAkfJyeP4R9efpW9Lq2k6HYz2lu9pH5TKPJMirxxuyOpyDWwqxP51nHHNPdozK27AXsQSR6enX+deA+MJTJ4z1f5g22fbkLtBwAOnbpUybtZGkIpvU9jbxZYQeVerqdjAsAx9lSUGSWPqQTyAQeQP15rZ0zxJ4e1C/WK21SGW5lXcIY254HJ4HbNfNIJPFdF8PbtrT4gaewIyySryeOUNRq9zRwSWh9F3EIMkVxcPLi2lDEAgAAH5dw6nk5FY9/qMT3d2QNoij8xsL93J6+54wK0ZropYhbaMR78De2HUA+uf8AIrNEZj+0PI8TK5xuYYGO2aL9EYtdTIvZJ59rJ7KY+OCOnP4/jmvKLCz8+WWR2cqDnLDBYmvUL9UM3mxxiSNwsoJPdenTt3ry+G4SA2xTd844jX5mkz2UDn0q0tCXa5txebBbeWEKREjLEd/Q/nUsNrc6mHtrFBIy43Tg4SL13N6+w5q3p/h2e+sRNrE5tLPzd32ZWAd+MDe2eB/sj866ixeG3hjgkt1hhUbQmNvzZIA449MDnPvVtdBRdmS6N4ZjhuIZJo0u7/O0XDYwhA4Cr2+vJz3qh4/1K50nQZ5raYpcCaJd8YBCEnox9cZ46/SuhSwDRSxs8qK9x5yxSnDuccgEfcUdQvXnr2rkvjE0Vn4PtLWF4yRKjERLtHAY1L1LjozzdfFuupc+euoyrLkncAAQT1I44p//AAmniSCSSePV7lJJCC7KRlj6niudWdWUNg0l5ceVaLIUcBwdpKkA/Q96yUdTqlZH0p4B1K61jwfpd3cTG4nMeZZJHGc5I6d84qfWJlkY29vclQZlCjafl5BK89Tx+tcp8JbiKbwTHG7DzIA2EK4JBJOQfTqK69kkjmmjZY/Kh5Xkk5PahnPpcy75HgnaQESRlwoGeEUjufrz+NcD4thEs1gmzZkSloy+TgEAHj27V3erTsi3PnbPsojyCOFx657+3vXn/iRdRvr3TmtLFDAyS7HlfGSSnLZ6dOnWritTOTKsV5EYFmmCqinYSTgLzWrp+lXl/cyPsksNPYkI7p+8kAByQD90Y7nn2q5ofhiDT5Iry8dby5Vx5bYyqepVfb15NbV9NK1ypKLcOSHEaqQ0Y7k/WtNtCd9S3Y2MWm2J/s21Ro8qX2sNzDcNzszHsDnnsOK2YWeSWS0gihhgLEpMY8sQRztU9s9CR+Bqvp2nMluZLkNNGHG1RkpGB6k/eOc9eB2FTya1JawT3CMXmLmMHGW2ZPJPoBjnNS7J2NEro8L8eso8c6lEucJsX5mJJO0ZJJ9658elW/Fn2u/8X3k8UXmMzndg49Ku+DfCtx4h8V2GmXzm0trhmDSIwZ/lUtgZ4ycYrO13odClyx16FLQbj7N4u0eQHBF0h+nNfSstzImn7ogkGRlpE+Uj1JB6+tfOfiLwzN4R+JaaZJO0sSSRyQzfdZkbBB9iOR+Fe/21+09gyXHzTxbYOV+8G6OB9B+dVKDWhi581miNUVGnn+0I8bjhmweMfrzWHfrFM4kjjWSOQAtk9Sp4/CuhvVS1sFkcxpCEK4c7TjHJz0FcZNm8SOSQeRahguwk7588+xC/r9KST6kSfY4PwxaIXa6mAwfljB9e5rqm8mG1kmaYAJgYAzknOAB3rA0pnubS3trWEyzx5JQcbMEjLHtXoGj6NHYLJc3Ci81DjacALGeuEB6fXrVxVhydyDStDa+VZr2IpFjC2yN8z+zn056D8fSurhdLdHAtMNAYxEgUqrkjkL646H0rEhumluXW3y86NnD4CpnGeewyO3JrohKkEW9ZDIzlYmaQcFOeB6Dgf1zVLRXFu7HH/FK4YeGrYsVj865wIY+ihcnk/wAR5/w9a8dJr0z4s6q90lpp6DdHbhyoUYDEgdP5ZrytLbUXAAtMH1aQCsp6vQ2g7LUtIRhiewr3b4cM8nhixALKfs4Od+PlycEe2Qa8DfT9SS1eRo4VUDn5yTXs/gOY/wDCI6aYObu3i5BP3lycj/PelBahUeh2sgLXOxoi6yL5m9yM8c4qndyyCWNUQeWVJIGefqf6VdhuIbiV5lf/AEcjKnnIQD25HQ5rmNUuorqSJzvhsmY7WGT5n09F9+/bitLMxucL4z1GBL7TWGEh8uZQ55DMNnAHf61DoWgXmpbDc+ZZ2e8HGMSyZ5GP7oP5/Sut1nToZdStpmER8oMYio4jXjgZ+gqa2uBMkcIjkklYkhDhScdz6Dtn+dWloZt6iOlnpuyC2hFlbq52nYP3m4EE5znPuea3tMSeaDZK3kpkIjH7zg4yRnlR0568cY61mWlqJvmuwJHJwm0fIgGDwD3966myjS5D20O1fKG6aVwOvUAHrS0LIFv7Sziku3t0C7jGignbu5GQO+cV8x6/eO/ii/lAbEsrNwM/xGvofV4IrTRLyeR0ZY03KwByWPXGeprw218p7mednjxIxKksOhPpWMpcu5vCN9iLwl4e1Lxbr8emWmLdnR5DLOhCqqjJ6cntT9K0rUdF+KUWlXpEV1bzmMsOV6cMPUHg/jXZ+CNRt9I8a6Vdyzxpb7nilcuMKrKRk+2cUz4gT2d18YINQ06RGhCQia5icMpfpkY64G0cVVOUZQb6k1FJTs3oeqrex6hpm6REDki3aMdFfGT9RgZ98iob9Et7HcVQQCIjO4A4Azn26Vmz3sFtJDcwuxj2AXCAZIwOHwPT27E+lSXscmoyB7neU2hba137gG4O5sdT3C9BRZXMubQ52b/TVjkkHlWZPlmMn5pu/bBC8/jVLw5oFhpYjxErSsAFlkfLkDoB/gK3JEawdbOS4N2rnIlK8r7Z9etV9NtJr0madzBAi8Pt/ekdMH+6D7c+4rWKtoZt3LbSbmEESpO7sQMjKRknuf8AJrU0bSIoJ/MeYPtbesrkfJx1XPQ5zz1qvBiJ44FjjWOBMJjgg9RgdP8A69X7K2mewKySALCy7wV2hxgnPX17UnoaLUtXKTK0EiRymFSXXehJIOB/9evKvibEzsLWVy7NJuJ6dQT+XNex3V19r3XCvut4UBbH3c//AFq8O+IV4t34h+2W8pKl2jJ3knO0Gsp90a0+zObh8NWQA3xs3H8TGvV/Euk2uu/s8WM6JEj6dbpJGTxtKMUYA+pGfqa8kS/ukPFxIP8AgVW/+Ej1j+y30v8AtCb7A5y1tkeW3OeR9eailUlFvm1NKlKMkuXQ774WmVfCy3MKl2spS5XtIpxlPx/niu9i1G3t9Na8fdOrfcUqCXZjx8vc/wCFef8Aw8W6fQb6a3lVJElzg4wFAGSR6c10lkZ7aVna2CCQERF33BWwSQvoG68ehrS60MJLVleaJm1hDqEBVgMhAu+OM4ON5B5bvxwO3rVe5/0aRGuJS8ShmV+ie59uo5rcnnhmsJIoZXKBAZ3wFyxOMrnoBjGayJIbc3UKyTF7eEbgH+6CerY79P09auNrmTuS2BnmRF3iKElsziPAI/2Ae3fcfyq/YrDapGishW4YsWzu3YAxlvr61aiRbvSTPPIYYz8kceCePXB9qRY18lC6OQzYjCjA29ck9BVy7jj2NvTmjupZVmykFuuQoG1mbuTWXqoih0S+niRyBFhUZ/c889ue1On1a6admSExRttV/wC827g59+lZnjGSeXSJHtnjgjRArISWz3/xrFu6NUrM8XW9iN7cXEivvdiCFxjg44/KtjRdftNK17TdR/e4tbhZHXZyy9CBz6E1zd0cX11gADznIA6DJz/Woia53G0ro6k7xsdp8R/EmneL/FGn6lpweKK2gEZMsWHdtxPYngDGPxr0OS+i2WckCOJ4YhvizzJGRkn39vce9eFw8zIPVgP1r3i8t7VrS0e6VYyMI/UYPb6cduhrbmlK76nPKKjZdB8ijUWhnn2ysyAW1srEgNjO4+rfoPfrVCWFtOYWsc0t1HIfmLjOw9xntzmrggks51W0cRxksYJUGTj+MD09R7fSqT3hLxqrBCv7tiSeW6kjPtVpmLRS0i0g0u3jS3jKox4VQMn3J/qav3Msk8Ze3+VCxXzcZL/7vt7/AJVV0u2WRBLdO624AzEx+/3BbHfPbpU+pmW3kWRg8cY+fard+nP4Vq1ZaBF3ZYgnt7Yl1jAWL5QoPLEH9Tk1q+ejxxPczHzJQWUDHy5HA5+tcelxBbvOk+CCMlQOd2c8e9W7TUBM2WRh5a4QKBn61lz6mvLocz8RZo/+Ekgi3Y2QAkkYzk//AFqwojFKu5ZEx05bFR+LLmefXi0+3cFKcHPQ/wD16zrdvlI965prU2gzauURrJokdGYj+8K7rwBdz2+hlEhRjbxkFupIJORn+XvXmOa9W+HTTjQnlGDbxud3y5xk9/UVVBe8TWful+3vI3uTAS4t5id0IBG1jj5Sf7p7juR71p+ajRCRthkbKLCwyVjHfjp2qmsts809g+5W4w+c4U85B7noa4uO4vrvxve6Y2s3FmVMnlmFM7mCEgD0BwSfxFdEb7HPK26NjUbKSWW3jSX75bdIPvKOMYHTPvWrb2YFm5s4yWQnfNk7mk75z1PvXDeFL++1K7khubuQ/u9yMTkrwTxXbQic6aum2rqs5JIOMKPc1qtrGfW5KsJZInLsDCTGHdjnJxkfiK0xqdpazzQWmSJuDydqE88VkWMvn2iwy+ULqFTmUcAnocds1LNC0Mm6UIyqysVVcjg88ispX6GkWQeMb5rbSXgtY3kt5AqyOoxj1/Q14JwjMg6KxUZ9Aa911tH1mxms7R1jlm2skbtyoPT9OK8juPCevC5lxpV04MjbWVMg5bHB+tQ1c1g7GQOat6Xg6raBhx5yZ/MU46BrKytGdLu968MvlnIq5ouj6smr2kw0y6ZIp0Zv3RwMMCc1FmjRyTR7Fd6fBNNbSBjC06BXIfGT0wfVcfjSRiewn2wHbJGrLFK43Exk4yPcHj8qfrFtLqcc09sALdZkkUbceWQDuBPY81meNvtul+G43gleO4UxvFIpwcdGGewPStEveujmvpZkr3oZ1ERCjZsbcwOGHLYqbS97XVlLLGPs4HmoOOScjn6cVw+rz7dCg1Gx1u/mV7kwK1zEsazHZl3jHXapIU7h3HuB0Gj6rm0s1vJlCGIM0cQy3HYenJOa1irEX1Ol/tAz6xi4iZIB86TgAruHGOeoFPuYn8t0YTSDh852hsnj2HbFU5mM7JHcSGGO3+YRDGAD29xjFXrW5ZImSSQyLs79M4wMe3apk0y43Q6ARxQSIxBPnHELDqvB/H0NeR+O4vK1ZwsHlxib5SFwD8pzivRryWV7iRYvKUMpifacMW4YYP5c1oJa299Zf8TGyEyRhtsU6b/nIH6Yxj61m07FxlqfP3akzXtVxo+hXulzNDpVkJodplVIRvGQB6fkPxqhNovhwy6ef7Kt9s0vlsEQ9T688Cp5DX2gfDRUg8KXN3li5u/KZFXJCkDkfj/KuhsZJLuKe1uozshlZVcDBU7uG+vGal07TrHRxHHbWqQIDvkRMhZOxzz/AC9Kvz3kUEN28EUbxzxjYgPIyOMH9fyog+eJlNcsmYMjec+JP3bxOY5B1UnsT6A5BFU1uIotTgjuyhBhkAG3G7oDj8TWEbyTUPHV1p1/qF3ZQSSiHdFNFGsYHILFxjAGfck471nwXV9Drs8F1JNJJbTvbxpdBd6A7uDjjdlV6ZFbxi1qYtnosKW1zZCKQ409mK705L+w9enNGnXCw2zWjxzfZ1BWJDnJI5B+mKwdO1IyB4ZZS0qoCgLbQnPJA6YOa3kaZly2BGkROB2IySB+FDkOJeuIIYcSxuOVBV3bBwp9ffFZ1y8evwvbTSMwuVBklh6Ak8jr2qSadZ7RiJ4wVVc5I4JIyOep7VWsY4mjSa5gmtiZvKhRUI2knJz7Dk1nuaXscTd/DDVJLp5ba6tGilZmiDsVYj6Y9OazJPh7rS3bW6PZyMvOVlOCM444r2HU7SSaU/ZpwGiB8sldyjOcDA6iqmoWV2+pW7W8cjXDfLIoXapIUndS5UX7RnlFn4E117lSkdudkuD+/HUcmvXb+zm1mC6mYtHtWPzVJGFK4O4DvnNZ+lLJDc3rXLMElk8xAeAvGMCtu3tp3jaVJI/KRR5jSZwc9Pb+lSoy5mugpSTSfUpX+m40qKHzhiSMOr5J2SLyM9+v9a5976KTAkYLuAZgxGY27qO/09iDUXjC8aPSFmtp3hmYqFKcYG48+5OM1yniLR9Z0PT9L1e8u7ozXJcTIy/6jAUx7j6kMcjt+BrVRuZNnYpM4kgXqu4Nt7Z4wapa7qE/9uW8ZKlJCQwIzRRWs9gjuZ4wb/aAFVs5A/nWza4EFwCAx8tDuI570UVzx3Np7HmXiAEamcsThj19xmqtseDRRWUi1uTZOK9Q+HszjRHts/u53dXHqMCiiin8QqvwnUafYwSakhKkEpsOPQDA/SvKdcv59K8aXN/bbfOjuHQbxkEFSvI+hoorsWxyvczvDcjx6nEFdgGiZWAPUDGK9KjJS1gjyW3lmdyfmY47miihgtyVIIUiiZY1G5SxA6E9M4q5dlnt0Xew/dlcg84ziiio6ldDEspHhuLWNXJEi7WJ5PDEda3bqV4r+0hjYqnllcD6/wD1qKKhlIz52MWvyxpwpA+uPT6U3QpWkjus4/dXMiLj0oorGr/Df9dTWn8aNiCVzFKm47JE3svYnAP864/4gTSDSXTzGKIYiFJOPvUUVrH4YmT+KRw2s+Im1yW0hl0vT7cwxKsclusilEXOEALlQvOTgcnmty3cx2Usi9Y2kA9xuzz+ZooreWxl1Ow0s/abcPKNzPGm4+u4c1bu5mt54xGFxIiIQR0GW6flRRWUi47i20CX+riWXK+W4UIhwpyoOSPWtLTLmaexkSaRpC0xcu3Xkjj6cCiinYE3cvm1QW00ikqyttyuBkYPWsm70m0t7bTjGrDdbiQ5b+LPX9aKKFsEty9pP+l3SpMAVLRgjHUZPH6VU12Z01G+jjwixIoXYMcFj1/LFFFH2Q6nmGoay1hrF2j2FheRTyhmju4d4DKvBGCCOp4zg9waox3lxqMOsXV1Kz3D3UUhk6HJJPGOn4dgKKK0p7EVDoNNbzLuRHUMqyFcHvjpmuxgjWOxDgf6w7mB6E4zRRUrdjWyBS0t7HEzELtBGABtOCeK0J76aO1ijG1lQbhkc5K5OTRRS6FI1dJt4rnULmVk2gLG/loSELAdSPWkjcvevqLc3CpsU5OFGT0H4UUVHUfQqaZEl7q6PcLvILtz0Jzjp+Na8q+UdTjUnYrEhT0Hy9KKKcdgZ414nzNaG6YkOxChVOFUA9h2rlr/AF/U73TodMuruWa3hZ5V82RmJLYzkk84xx6ZPrRRVQJkf//Z", 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", 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", "info": {"video_id": "91642", "label": "dropping switcher into small box", "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": "1b172217cf2e8e181f0bf005a84fd77f49503977b63ee810874487e96d8c7e81"} +{"episode": 72959, "episode_seed": 2492525106, "split": "train", "timestamp": "2025-10-13T03:37:44.770420", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2492525106, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting four quqrters onto a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "189468", "label": "putting four quqrters onto a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "189468", "label": "putting four quqrters onto a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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YpS5ryL+ehoBxmm56Cndc1ocyOx+H8wTUL1T0aFc/99V3kknOxm4P3DmvNfBkyx6xMG4DQEZ9ORXdtJwY36HofT3rzsTpI9LDL3SK5dw42nBHBBHBrjfGl0kVlDsJV3c5X0IH/wBeuumlJHluMsP/AB4V5P4n1UajqrhGzDCTGme/qawopupfselh6PtZWexiuSTVzSNUl0nUormNjhThx/eXuKzjL82KaWwa7bHrTSkrM9c1PUEntVdGG1kBz65rj9c197HShYWz4lnJLEdVWsTTPEO+1ks3bHkZKNnqv/1qyY5n1DUWmkORnj2HYU4U9dT5fETUbqLNnT4fLRR3PJPvWov3RVK16k+lXB0xXUeb1Jt3GPSvZobgtaRyr3jXcPwFeLdj9K9V0+5zp1rKpyDEgPtwK5cTsdWGWpduXAXdnKtXN6dMZ4Nsh2uOFcdDW3JKqgt1hbgj+6a5yyYeS/TJ59m/+vXmz1PTp7HManI0mo3LE5PmEE/TiqbHipHfe7OSeWJqJjx0r2YKySPIm7tsMnApfTFNozjFWZMeD8vSgnJBNNzwOaCeR7UAOBwa7HwFKBNfR5wWCEH3ya4w9DXS+DHxfXS5wWiGPfmsa3ws2o/Gj0GWVpMqcBh+ted/EK+uLSTTnt5njJMm4qcZxt6127TFxjdiRehz1rz74kMsn9mtjD/vAw9/lrz4azR7mEjeqkaPhjxUuqKLW62rcqOvZx61f1MgnH8IPbvXk1tcyWk6TxNteM7ga7Oz8TW+sWYljf8AeoMSIeoP+FdDj1KxlKNOSt1LOsa9/Y2juUbEj8IPc1wFir3ly1zOS7sc5NO8RXz6hqwgDZSLgD3PWrunQgbQOgrppRsrniYifNKyNKJcKBU4PNRx8Dv0pwPJNbHIx3GKVjwR6CmjoaD3pMaPYbSdmsIZFPPlJkfgKZO4xvzlT+lZ2mTn+zLWRTn9ygPtwKsPKqkvjMTcMPQ15VTdnq01ojjPCmrpJZhC3OOpravrkLEcHk147omqvaXCruO0mu+GqLcwrhsnFbONj0K8OVnPa5aXV9cEQAls9vWus8G+DlsgNQ1IB5xkoD0WpNIESzEsAec5p3iPxZDpVi2HAbHAo5nsjla1uYvjbXGN/wDYoXwpX5selcjC2ZBWNcavLe6hJdSSD5jxkE8VPFqOGH72H8Q1dVNcsTzq8nOXkdCrHd9ak7ZrITUzuBD2xP8AvkVONQYr92A/Sar5jBRZ0vhqUx6yuOpjYY9a79JlliVScf3T6exrzHw1cmfWYl2qPlblZAccVq2t1e6h4tutMfV7i0jPmeWsS7tzKm4Aeg4PJ9K4q8HOdkd1CahC7Og8R6oNM0O6lY4mUbYv948D8O9eNmUls55rW1LWb/VLWKO8upJlDBwX7cdP1rGkI3Zoo0+Ranu4NXp866jmyG31Bdz+VASD8zcCp0O7isi/kJnK5yF4reKux42r7Ki2upCkhV8gn0P0rotMTbEG/vVzAODW3pd6RCIyoJQ92xxWx8tJHVW4wh9at5449KyIL04wIT+DrVxb07QDby8emD/WnzGfKy5nsa9D0K6zptt/1xUEeo6V5l9sUt/qph/wCuju765s/B1vPbSyRSZQK44I5ORXNiFdI6sPo2dzK/l/MDujI4/wNcyp8uxndeYyhK+xxWRqd/cQaJHfWWu6jKj3H2c/aI1RZyF3M8QHO1ThTu9R7gXfMa30ScHBRlypY4xzzXG6TUkmdsKilFtdDD6L07VG3NQtd/MTiNh7SVEbw8fuvycV6lzzGW80Akt61U+2HOfIc/Qg/wBaUXgBP7iX8AD/AFouRYtd6XjcT7VVF4g6xzD/AIAaUXsW/JEg47xmjmFYtE8Vr+GZRHqb5zhojz6ciueN/blT85H1Q/4VqeHbmOTVlEUis3ltx61nV+Bm1FWmj0bf5ihgR5ijoP4veuA+I0oc6acfN+8yfX7tTWmoyXXjGXTbnVry0tXl2RPHLGixdCdxcYxjPHXOBXKeJp72TU5ra7muXa2mkQLcY3rzjnHGeBnHFcdOk1JSPZwdVOuo+v5GBfXHlWxPRm4FZdjqE1hdLNC2D0I7EelO1KbfOE7KKo13QjocuY1nOu0umhv2GZ5nuHOSxzn3rpLLiPNcTp961u5TICt/e6Cuis9U+XHmWx/4ER/Sr2PMabOlXhQKUDgj9azY9SLY4gP0mqVb9jn9yv4SrRzEOLL1IT82DVUXrbf+PaT6hgf60G8+bmCcf8BB/rQ2gSZ6PoFyf7NtR38oD/eFaMj+XhlOYz/nBrhbq+ubPwdBPbSyQuWXDDhl+Y5H41HrI8SaJo2nXd3qN4JLwv5sJXAhxtKgnH3iGzjt9Qa86dJybaPSjUUUkzzAMVOQea3NIvpycF6KK6D1cb9k6+3u5o7dnVucVwGv3Mt5f7ZmLKBnFFFZx3OGr8BBDaQlAdnXjrVpbC3OPkI+hooptu5zJKxP/ZVvk8yD/gVV57GKMHaW/HFFFNNg0rG/8P7eOTW5nYElIjt/EgGrGrX02keLbm9tdvnRSsF3jI+Zdp4+jGiio/5eA/4Zzkw2gKOgqo1FFarY9/Bf7vH5/mxqsQrewrEdixcnnvRRWkDjzTaHzIsmr+mRia52NnGCeKKKt7Hhrc1HgSM/Ln8aarMOhP50UVki2SCRwfvt+deh6kgXwJbDkjEJ5PXPNFFZVenqa09mYWseIn1mCBJNNsLdoFWON7dHUqgzhACxAHOTgcnmu1e2iutL8iVcxyphhRRUVt0aYbZnms9lHDczRBnKoxAyeahjhTdyM8d6KK2uzKyGGJeBk0hXaThm/OiincmyE3uBw7/99Gl+0TL0mkH/AAI0UUxWQG9uQP8AXv8AnXR+CriabWnEkjMBCxAP4D+tFFTU+FlQXvIl1PVzpev6jGbGxvIppgzR3cO8BlHBBBBHU5GcHuDWDqN7cX95Ne3T+ZcTM0jsRjJNFFTD4UduA/3pfP8AJnJzkuzMepY1AetFFdSOGt8bAGum0myhnsBK+7cSehooqKr90inuaUOl28nJL/gaZc6dDD91n/Ej/CiisU2aWRQYbCQCaTe2R8zfnRRVolo9B1GMJ4CtgCTxCeT681zV3rmo32nQ2FzdzTQW8jyJ5kjMSWx1yecY49Mn1oorGHX1NJ7o/9k=", 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"info": {"video_id": "189468", "label": "putting four quqrters onto a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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/noaAcZpuegp3XNaHMjsfh/ME1C9U9GhXP/fVd5JJzsZuD9w5rzXwZMsesTBuA0BGfTkV3bScGN+h6H09687E6SPSwy90iuXcONpwRwQRwa43xpdJFZQ7CVd3OV9CB/8AXrrppSR5bjLD/wAeFeT+J9VGo6q4Rswwkxpnv6msKKbqX7HpYej7WVnsYrkk1c0jVJdJ1KK5jY4U4cf3l7is4y/NimlsGu2x600pKzPXNT1BJ7VXRhtZAc+ua4/XNfex0oWFs+JZySxHVVrE0zxDvtZLN2x5GSjZ6r/9asmOZ9Q1FppDkZ49h2FOFPXU+XxE1G6izZ0+Hy0UdzyT71qL90VStepPpVwdMV1Hm9Sbdxj0r2aG4LWkcq9413D8BXi3Y/SvVdPuc6dayqcgxID7cCuXE7HVhlqXLpwELZ+UivHdH8V3em3Z892ngY4dWOSB6g161LKqqx6wtkEf3TXgjcMcetc1FXue/gaanGSfke0Lew3tgtzAwZXGRisbeI7neTyDkn0ri9C8TppLCzu32wSn5T/cb39q0de1c2unTSRsNxXCn1JrVQdzjrxVObj2MbxXr0ur6l9kic+RGcH3NLp8CxRgKOP51haZEWYytySetdPAm1FFdsYpKyPGqScndlheFp2ehppPAoJ6CqMR/TJrrPAkoS+vFPRol/8AQq5I966DwfIF1SZScboePrkVlV+Bm1H4keiSSMxMbHnHyn1rndYuGju7UKAc7gy9+1apk3L5b8MPun0NYmtSb5rYMPnXduHc9MGvKmz1qa1M/wASPt0xdj/JI4BXuMc1yWeTW/4jk+W2UHIOWyO/bp681z5PPrXdhI2pI4sU71BufmoHNJnk0D866zkY4Z44pc8kY601T70ZoJF7U7dgfSmDpikY8H1xUspHs8dwTbrIvKsoyPTiq9w3rgq3T3qpZXGLOBwcq0SfyFOd1Hyscwt0Poa8mb1PXprQ4/wpq6SWYQtzjqa2r65CxHB5NeO6Jqr2lwq7jtJrvhqi3MK4bJxXS42OyvDlZz2uWl1fXBEAJbPb1rrPBvg5bIDUNSAecZKA9FqTSBEsxLAHnOad4j8WQ6VYthwGxwKOZ7I5WtbmL421xjf/AGKF8KV+bHpXIwtmQVjXGry3uoSXUkg+Y8ZBPFTxajhh+9h/ENXVTXLE86vJzl5HQqx3fWpO2ayE1M7gQ9sT/vkVONQYr92A/Sar5jBRZ0vhqUx6yuOpjYY9a79JlliVScf3T6exrzHw1cmfWYl2qPlblZAccVq2t1e6h4tutMfV7i0jPmeWsS7tzKm4Aeg4PJ9K4q8HOdkd1CahC7Og8R6oNM0O6lY4mUbYv948D8O9eNmUls55rW1LWb/VLWKO8upJlDBwX7cdP1rGkI3Zoo0+Ranu4NXp866jmyG31Bdz+VASD8zcCp0O7isi/kJnK5yF4reKux42r7Ki2upCkhV8gn0P0rotMTbEG/vVzAODW3pd6RCIyoJQ92xxWx8tJHVW4wh9at5449KyIL04wIT+DrVxb07QDby8emD/AFp8xnysuZ7GvQ9Cus6bbf8AXFQR6jpXmX2xS3+qmH/AK6O7vrmz8HW89tLJFJlArjgjk5Fc2IV0jqw+jZ3Er+WMg7oyOP8AA14SzZJ+prutUv7iDQ476y13UZUe4NuftEaos5CbmeIDnapwp3eo9wPO7mQwQu/fHFZUqbi3c9vL6y5Zy6L/AIJmX1x5ty2DwvAqwupT3VrDZyPlYz8uep9BWWxzzQrlGDKcEHINdqSseHVqSnJyfU7GyQJsX0reh68dq4+01UkKxeFW6ENmtyHVM9Gtj/20x/Snc52mbPU0vfpWeuoHA/dxH6TCpBfMWB8gn/dkU0+ZE8rLhzjNanhyXy9VBxnMbAj16Vgm9O05t5hx2wf61o+H7gy6vEFSVDtYgsvHSs6j91mlJWkj0hZBLGo3Ddj5Se49KxtXbzJbdM4lXdjPXt1rnrTUZbrxjNpl1qt5Z2zzbUaKaNFiPBJJcYxjPA5JxUNtPqE2uXdvdTXLy2kxRFucbwATw2OM4AzjivNnSfLzHp06icuUl11y15GCMYj5HvmshjzVzXrsHUGxsB2qMF8HpWS12Rj92pPtIK76GlNI4qzvNk/Sl3elUxeHH+pb8GWlF3kcwSfhj/GtbmDRb/hFH8Jqt9sU4zDMP+AUfbY8H5Jh/wBszRzE2LYwB+FIx5Iqt9ugCjJcfVD/AIUG9ty/+sA+qkf0pNlJHpWjXIbTrcEcGJQwP061ddvL+U/NG36//XribzULi08I289rO0cnyBJE64yciodZXxFouiabdXeoXiveF/MhK4EGNpQE4+8Q2cdvzrzpUnJto9NVYxSTPMQxU5B5rc0i+nJwXoorqPRxv2Tr7e7mjt2dW5xXAa/cy3l/tmYsoGcUUVnHc4avwEENpCUB2deOtWlsLc4+Qj6Giim27nMkrE/9lW+TzIP+BVXnsYowdpb8cUUU02DSsb/w/t45NbmdgSUiO38SAasatfTaR4tub212+dFKwXeMj5l2nj6MaKKj/l4D/hnOTDaAo6CqjUUVqtj38F/u8fn+bGqxCt7CsR2LFyee9FFaQOPNNofMiyav6ZGJrnY2cYJ4ooq3seGtzUeBIz8ufxpqsw6E/nRRWSLZIJHB++3516HqSBfAlsOSMQnk9c80UVlV6eprT2Zg6x4ifWbeFJNNsLdoFWON7dHUqgz8gBYgDnJwOTzXJam52Rp2J5oorVfEdeEf+z1fl+pjtwTTaKK3R5kty5pqCa+iifO1jzXUf2bbhwBvwfeiisKraZpTSsWDpFuI8hpPzH+FZ00CxE7SePWiipTZTSIdzDox/Oum8DLv1t2ZmJWFiOfcD+tFFFT4WKC95FjVdWOl6/qUf2GxvIpZwxS7h3gFRwQQQR1ORnB7g1c8MXc+pavqF3dP5k8xErvjGWOfyoorKf8ADNaX8Ug8Y6dAxjvRuWYkI2DwRXKSW6DGM80UVVNvlQ6qXMwaJNqkDHH51GYwBkE/nRRV3Zk0hMsDw7D8aPNlHSRx/wACNFFUTZC/a7hek8n/AH1R9tud3+uf86KKYWR3eo5bwJaliSSIjn3zmubutd1K/wBOt7C6u5ZYIJGkUPIzElsZzk84xx6ZPrRRXPDr6mtTdH//2Q==", "info": {"video_id": "189468", "label": "putting four quqrters onto a book", "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": "8ac79f5668991932f9983c22e81dc69e37cc56279de9c622b5ebb836e0037900"} +{"episode": 72960, "episode_seed": 2813045853, "split": "train", "timestamp": "2025-10-13T03:37:46.859263", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2813045853, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toothpaste that can't roll onto a slanted surface, so it slides down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "172522", "label": "putting toothpaste that can't roll onto a slanted surface, so it slides 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": "172522", "label": "putting toothpaste that can't roll onto a slanted surface, so it slides 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": "a8e0b67418a863e96064fd10bf317a85077a6ca21d521cd8dbf5b8aae8b57a82"} +{"episode": 72961, "episode_seed": 3557057227, "split": "train", "timestamp": "2025-10-13T03:37:48.824508", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3557057227, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put baby toy into baby toys'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "47647", "label": "pretending to put baby toy into baby toys", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "47647", "label": "pretending to put baby toy into baby toys", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "47647", "label": "pretending to put baby toy into baby toys", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "47647", "label": "pretending to put baby toy into baby toys", "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": "d1bc0906ef5534276c5e60403ff80a7b0424aa3ed413d7fdcc630db850a49048"} +{"episode": 72962, "episode_seed": 2029361890, "split": "train", "timestamp": "2025-10-13T03:37:49.798413", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2029361890, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to squeeze mobile'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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+prQ0B/tGrwZH+smRce2RWNPINnlx9D1roPBdo1z4gtVQZWI72NbwV5Imo7RZ76XBQBR8vQfSm1BtLwFM4yMZplvcMWaKUYkXv2NekeQWehOO/JrjvEl2jXvlP92MY+hNdbI+1Sa8f8Ya3HFq13EH+Zn2g54Bx3rCu7ROnDRvMtWGvtY3htLkl0PzRuBztPb8K6YGO4jWSFxyM5HQ15JNqDSXtqEYeYrY69jius0vUZ7ZyUPydWU9DXmzjrod7RqeItVuXgWyLZ2nJPf8fwrI0azFzfKcHZGMn39Kq3Vy8sk0jHJJ5Pqa6jw/ZiCwV3GJJefwp3b3FayPOr683ggGs9X3nB61XMjSHNTwLvlUCqSNtjv/AAdCEQO3TNer6eo8sEdK898IWgNooYZzXfWIa1bY5yh6H0r0Kfwnk1nebLd/ci0sZJieeg+przDxDe3SrJJuLxA4kwe3rXa+OLsWfhuSYn5VdSa8gXxJviIlIZGU5/GsK7u7HXhIXXMd/wCAdWS7+1WmFBCCRPp0P9DW74i0ewuLOS+kURzRLneByw9DXmPwyvNvij5mxCIWVj6Zxiu78a6oFiisoTkgeZIB3/uiue6UXcqcf3nunGzTBpGJAG0cD3/zxXTeGbQQae9ywG6UZB9q5e2tZLy7jtRyzsA5/nXokcCR26QIAEXArJGsuxwPxJQLHpQaTYMSD6/drzaUIG+Q5x196774uuvm6TEG+ZVlYj0zt/wrz2BDwW6VtFaCWxcBWKIsxwMVf8LW76rqaSFf3QbCj+tcvf3huJRbw/dzgkd69Z+H+j+VFG5X7o/Wtqcbsxqzsmeo6TEEhUDoBVqW2KSefBw/dexpbJNkYq0RxXYjzmVo7kTxE4KsOCD2rynxjqKQ6rOzsVRcLnHGcZxXq8+1EdgACRyfWvAfEOtXFr4p1CV4lu9PkkEUtpJ9yQAcn2YZ4IrOt8Jvh/iuYupal9rCQRvvZjkgV1FnBu+y2a8scKaybLTtMeUXtkkix5LCOVsmP0B967LwxZb55L2QZ2/Kn17158nrY9FvS50UUKxQwQIMbFzXOiQjnPeurABdnY9B+VcDNebRwe9STEuXF2qDkjmsmadWJYYrOur4sxTPXkVnSX20MoPNI0SG305acoDxmtvQ7Mv5agcnArmY90s27BJr0PwhCtzKjAfd6j0NdNFGNZ2RqJpDxKryRYHTdRPbJGpPHArf1y9jtzDakgfJvPue1cdqd9JBOgm/1cgwG/pWlSfI9DOjD2iOp8I6jaa54cubW9jULau33uPkySGH61yd5MjXO1eIgcge3bP86cl8kcO2A+WJE8t9vcdf6VS2ySyBF5kkOcfXoK46kr6G8YcrZ0XhW1E08l6wyqnauaxfiS7KNLZTgOZT/wCg13Wn2a2Onx2yDBC/MfU964f4ohYo9JPoJf8A2WnHewr6nnruV6DLk4Uepr2H4e+Hzp+nLczL++m+bnsK808E6TJ4h8QI2Mwxtgenua+hLe3SCNUQYVRgV3UYW1OTEVL+6iZRgVFcQmRQ6HEi/dNTihuldBy2KE05+xmRxtODkV85a9dTS6zftNG6rJcMVLKeV6D+VfQWvz+Vp8mDyVxXBo7WAjknhS5jUYbeoPFcuIlsjqwyavI5T4e+G5dS8QRXNxbsbGAFmLjhzjAA/wA9q6rX7S30q7e3tjkYB5/hz0FdnBqdkmmm7j2JGke4qvGOOK82vrmS6upJpTksdxz6n/61ck2rHTC8pXY6ztxeX0VuvI6mu5VAHRE6IuMVg+F7LZHJeSDLOdq/TvXQEiFZZmIAUZJqPIqT1PB0bjFa+lQF3ViKxIFLyBR6812mjWvzIMVvFajnKyPRfC8Oy3QV1t3cW9pZb7jJGOAOtYGhRbIl47UniDUFiuViYjGABmuty5YnAo887EHivUbDUfB1ykdwGAUblbhh9RXilroR1g+dpMxMJbaY5OCjen+Feha1HbS27SqAP4XHYg1h6RBbafKTZpgSjDpng45B+vWuWpUbep3U6fs17pveDPDbaJFO12P38vGcdB7e1XtZsGM5kU732A4/vY6Yq9pGpR30X2adiHX7j55qe8hfy8OvzIflZf51ySunqUncy/CdkPMmu3zhfkXPqetdWq55PbmsjT7hBCYXVUIJJx0Oe9Ykd3fX3jG60o6xc2kJMnlLEobJVNwX2HB5P9auC5tiJu2rOe+KdjPBqNjcTsCk6uY8dgNvH615teXQVfKjPzHqfSun8aazqOpR2RvLuSfYH27z93O3OK4srhS3c10pWFF3Re0CyN7rEKAZCnJr6N8NacLWyjG3BxzXkXw00g3N605XIzgHFe+WUARVUDgCummtLnJWeti9Eu1BUhoA4pTWqOcztUlENnK5PRTXi8Gmx6jL5jjcZJWf8zXqXjS5eDQLryuZDGQoz1JHFeS+HtUMYijlBWRPlZT1BrlxEtkdeGjuzfu9HjjtiI1xjoBXR6dbpaWEEC9QMsfUnrWDNqIbgmjVNVnj8OCa3laKcSKu5Tz16VyyXY65LQ6trU3MTwK5QyKcsOwxXikurbifm6Gu9vr24ttGTUtP13Upczm2zPGqLNhdzNGOu0H5Tu9R9B48ZjI3HWqcLImm7tmpLfB34PPaq/m7z75quqHNTRRncKVjZGxpMO+UHFepeHNNa2jW5jXryy+tef6Jb/vI19SK9HhvJY7XdbYwhKgeuK6Kb5Vc5ayc3YwPiLqDWmvWUqkiN4Rn6gkVh3OrR6ho1wrkeYg3L9RWv4wP9vafzFiaFCBj868vWW6tl8udXQMON3cVMmm20b0lywUZLU6/Trnz3hjLYy6g5+tdpoWmMdaeSdPlh+fPYntXA+C7WbU/EESqMww/vZPTA6frXqVrO9nK0b/cPr2/+tXLJpOxU3fY3VAkOfXtXl3xlWVRou1iRP5qKo9iv88/pXQWupS3XjOfTp9WvLS2kl2RtFLGixdMli4xjGeOpOKyJtJ1HxH470/Tb2W5lg06SY7bnG5ACAAccZOB0relDW5yzlY6/wCGPhkaToQuJExIy4BP6122OauNbJYWMNtGMbV5+tU+9egtEcMpXdxcc0jDinCmSHC5oEcd4vvBCIY8j529a5O6vl8pgfSl+Id5cDV7d4lLQQA+YV7Z7/SuVa+e4KqCGVj1FcNZ++ejQVoHaafCLjRWUk428qPTrWPNZSfaooQCd5+Vh0bNdLpkAXT45IDuUjDL3HuKi/49bsNsDKGzgjofUVyX11Nl5Gxbwx28EcEf3Y1xSX1hNe2M1tbsA7Lk57+1ZGv30kGitcWkzRSeYg3L1wTVTUk8SaFo+n31zqN4k96X8yIrjyQNpQMcfeIbOO351rCN3cxk7HmmjRqz7jyetegaLEpkXjpRRXTDcVQ9I0xQsYwK434gTPDepsOOR/KiitKnwMxofxEcXLfTtaSqW4pfD7NNqqIxOFidhj1oorh7HpS2Z0ayMkpkXg5A47111rO89hE0mCS+0/SiilMwRQuh5NyxTjAJFcdcajPp/i26vYNpmjdtu4ZHzLtP6E0UUqHxBV2OP8UjaLNR0G7+lc44+YDtRRXT1Ijse5fC20hXR43C/MQSTXqMKgdBRRXXH4TiqfEyekPSiiqMjz74lzyw6ODG5UmReR9a89u4I3tUvQNs4UEsvGfrRRXJX+I7sP8ACSW0jTXADnjFXtfHlaIVXoJE69+aKK5eqOqXwlW+8RvrltFFLpthbmBRHG9ujqVQA4UAsQBzngcnmvOydoDADPNFFdEtjKl1F3k8k1fslBkXPNFFQbHZ6IiieP6103h6Z2tjnHyqMfj1oorQw+0M1BFTUVCjAZckVzXiWxt7iwVnjGUlXBHHUgGiiueek2dEtkbngeygsVuI4E2+ZwW78V0d4qtAspHzc/jRRWU9yFucFPrT6Zrd/GbKyvI5ZwxS7h34Kjgg5BHU8Zwe4Neh/DCRtT1rU7+8PmXMhR2cjqWJJooruodDjr7M73UWJmbmqQoorsORDhUVwcRGiikB5vrEKSRz3LDMn2hk+owOK5w2NtEkZjiVd4yQOmc0UVwS+JnoQ+E2tDuJI7tYQfkJAINat0okgdj94MQCKKK55m0TmtekZdFdQcDejfQ5NZs2t6jf6bBYXV1LLBAzSLvkZiS2M5yecY49Mn1ooraj8JlV3P/Z", "info": {"video_id": "114247", "label": "pretending to squeeze mobile", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "114247", "label": "pretending to squeeze mobile", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "114247", "label": "pretending to squeeze mobile", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "114247", "label": "pretending to squeeze mobile", "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": "e990fb98367ab8c4407c734f1ce894afbed012e22215bebf42ce97d4f2f97481"} +{"episode": 72963, "episode_seed": 2260344826, "split": "train", "timestamp": "2025-10-13T03:37:50.805215", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2260344826, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a box cutter from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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Bn+VR2hJ06G3X700nGPfgfzrWFtzjrVHI9a8NL5PhuwiKkMYw5/4Fz/WtMyHjnBzke9Z8TCGJIlGAiBQD7DHWpPNAIyegxz2rm6jJ3nB3EPw2ewJzUG7JznccZI3dPpUW5i3IBBqNsYOCMA9c0CZNI4OSDjvkDIJqCKQ4C4GCe9Nd9+NpYgnqoqFCFBXr3+lDEi1cT+XE7DPI2qPXNbPh5Whthv27j+lYcMJupEDOEjQ5Zm/QCtKd5baELbZIPO7ufxpo66KtFyOjn1NYYSOCFrgPEniYEMAZVzwGQZH+FS6vrf2a1bzeWxyDXAS3lzqs0ltaRly44A7f/WrRBKpyqyMrUNTutUvsNJliwTcoxnFdj4GhX+3ZmTlILfYPqTj+lcZdQw2Osi3gfebcAO3UFx1/Xj8K73wHHt0+8uc4MsgUH1AFXJ2gcV3Kd2dq0h2heCVJOKgaRix2ELjnI7+3NQTScgAZ469xUbHIBx14x2zXOWTlgqgfMCD34qAybWI+9nuD/nFN3kZJOTzgnqai39ywJPQjjFDF1LayBGGG4Xp9anScpgqQAOBkc1Q8wEYZuenNTJKgON+Ce4FItFyWfbCzFcNgnk1No1uscsbtkyYweeg61VhhbUJBCPuZ+c57DtW89nc/ZjDDDGgxwVPQe9UjrorS5JqGqhEEav8AXnpXCeJfFDRI8KrvA6gHmrOqrPpkck0m4j1615pe6hPqupCNF5Ztv1rRIipU5VoVdV1W4u3iXzCwySMgZA9K6LwHb7tZZx83lQEAnkbmNctqNsLTV2t0YN5eAD613XgGHbZ3d1uIMkgVT7CrlpA4buUrs7MtnduOGPXA6VXlZiN2OvNIXY/KSSAOPz71BJJyWGAOmQea5y2O2XVoXkcMR9K5rXtaliDbm+Xsp712HiXVIbe2ZuOnNeTyyNquqqCSyBuh+taI3qSsa+maOusWkt3ffKrf6tenA7mudvLkLrv7kqkFsu2NPUe1d7fyiw0MqgVfk4rzURtc3QWMZd2wB9acHrc5pbHoHgePy9LuLp1ybiTAJ9F4/wAa6Rm6Y9P/ANVU9Ptk0/T4LZD/AKtACM96kabBySM1m3dmi0VhxkKnO7jp0x/k0jS4Xrg+tQM64+Xsec801pMH5gAOoOKBNllm4xkFTyRmm+YrdBg+/aqkl3DGreZcRJ2IZgD9OTWTpVwmteKpdO/tuSCNlkaEwqH3MqFgvoBweT6e9NJshux0tlbPdy4DD5evcflXRQaQJID58uSegAxXFfDrVWvRqDzzySBBERu4xnd0rsLrWY4IshsH1oas7HXRtyGLr8EWn27ESFVHJ9682ijOq6ssalhFu5+lbHi7xAb2fyo2PPLc1H4UhUT+aw4WrWiMqkruyJvGmy20NLSBApZ13Y4yB/kVg+Frc3euWceCUgzIR9OaveMLoz3Cx5+7Wh4LshbW0t3IMNJ8q59BRe0DJq8jrpG5PJ6Zx6U3zOCTzxURkVyTjJOefao2kIXLYC9yRis7FssB8pkNls45FJ5oHy7cY6H+tUX1OyixvvYIxju4/wAetY2seI7OOxYWd/mfeMeUM8fXFNJshs6QkeYdzfT2psIeaRI40LOewrntYnt7bw/Bqunaxqdwr3X2UG5iWNbghNzPEOu1ThTu9R7gdzptuunxB3O6QgEtRKLRdJc7NfT9OS3hVZFBY/eOM1ekeBIwmyNEA4461i3WsbFOwEYHrXLa74pMURCPyBikkdbaSMfxvqcT3JhgAyeCfaofCNqsJecj5/71crNdSXt40shyWOa7PTXFtoxI+8VJ5rSWiORy5pHAXMTQ6ldZO5vNYAjvk16loEJsNDtoDwdu4/U9a86tIRc60N/3fM3H869OV8Lx6DHNE30Iit2WN5Mm0NjPvSGXDAtn0HNVw4OW70PJsA3siDvk8Csx3JXYY3KRz3JpGfaVyxPb8KwdJvLXUfFh0y/1iW1t5pNkckU8SLH7sX4xjPA5JwKWymnTV9UsZpLkm0n8rZcgB0wSPmxxnjnHFU4u1yVLU3N/UY6irNpG1zcrEp5J5x2FVrWGW9ufJjIBPJbHQCulsbaLT8KoyB95m6k4qLG9OFzU060trKD5QOOpPJpLq/BXZvwo5rE1HUhEx2yYUDHWuP1jxF9nDYlJOMdapI6XJJFvxz4iRLIQREFnGOtcBo0Ty3DOuPM2thj2ODVG+vpL24Lu2R2rZ0NQ0cvqUYD64rS1kcc580jloy3ms7ZLnj8a9a8ORfY9BtoTlfl3MQOuea8riQi4VT1Br1bTpD/ZcGVJG0Z9KVRmUDQkfdzktjoAf85qJmOwk7QSR1HNZWuXM9rp7vAzRuGX5geeareINN1vw9oGl317e3Mct6ZDJCy4EGNhQE/3iGzjt+BqFFsblYyPE17PKwRn+UnkVT8PgfaC3fOKKKpbGk/iNXxLI5sl+Y49M1R8MW8X2nzygLoMrnsaKKOhD3LOseKr+xlIhjt/lyBlT/jXOS+MdZlb/Xog9FjH9aKKcUgkyo2u6rcMBJqE/wDwFsfyqKWeeRyJLiaQDHDyE0UVtFIyk2XoIYtxzGpPqRk0tnqdxomsC/swgmhLbd65HzKVPH0Y0UVq1oYpu50fgImOHUQp6CP/ANmrR1a7mEDkN0HFFFcs/jPQpfwkcQXaSUs5ySeSa6XT5mt9OLIASTzmiilLYyOY1PUZp7xncJnPpTE8S6tHEIoroxIOyKBRRVpEXZDNrOpzn97f3Df8DI/lTXLugZ5ZHJP8TE0UU7ETbLNoqgH5FyDjOB7Vau+Lc8dxxRRW8fhMpbou654pfxBFawzaTplqYESOKS1SRSka5wgBcqF5ycDk816xcuwtV56AfyoormrdDuwnU5jVbqVYzhutcHqM8ksuHYkUUVCNKhWg+/XTzTvHomVx9z0ooqpHOjkU1Ga0mMsYTeDn5hmrR8W607AC72f7qKP6UUVSRNxn9p6hcygTX1wwbII8wj+VWBEsmTJlz6uxb+dFFbQSMZt2HWmt/wBiy3EQ0zTb2GV1YxXtvvCsmdpBBBHU5GcHuDW74cv7nVb/AFW/vJDLc3LLLK5AGWOe3Ye1FFTU+Fl0viR6boVvHFaRuq/M4yxPU1JqLESso4AGBRRXIj1OiOO1S4lVmAc8157qk8klwdzZ5oorSJjVKArVsruS1hkdApIHGc0UVUtjlMaa8lFyzgKDnPStmy1nU5olh+2ypGo4CYH64ooqkk2S9hL4yPblpJ5pDuH35CaL3xFqupaXb6XeXk09tbSPKgkkZiWfGcknnG3j0yfWiitmkY3Z/9k=", "info": {"video_id": "81321", "label": "pushing a box cutter from left to right", "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": "81321", "label": "pushing a box cutter from left to right", "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": "456824cf47e3fb31842b4041898c6ef06e0089f9a60f9f8fca5ef6c4dccd6391"} +{"episode": 72964, "episode_seed": 1660637993, "split": "train", "timestamp": "2025-10-13T03:37:52.838408", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1660637993, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving vegetable across a surface without it falling down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52740", "label": "moving vegetable across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52740", "label": "moving vegetable across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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MHmugaNyvSsLw3/x8ThuRtAX2rpi4AwapWsc+IVptHl5JQFQpJ9ulch4jRkvEkDlGKFW245U8ED39K7aUhVNctr8a+W0p5K8n8KRmlqc0bpbbzJYpgZHDb2k+ZtgHAHp0xn1rNgeS8v0eYsSOpz7kgfrVd3kdiN3XJJ9avadGFO5vvdz7U9jWMdTbsN0uoOeoAJNbmj3t5p13ai3kKx/Zv3idjz/OsDSCTJM+cdM/nWy85ghnlIGUtsD67sf4VPU9GnFOlZnpPhPVZdfvZoI41CwqC7k98/yrv7K0SAsqcA8s59K8/wDhZpj2ulT30x2pIdoPc9z/AEr0GS4VYWlcbIUGQPXFbRWhxziouxk67ciW+WMcCMdPTP8A9bFVEPHWoNzXEzyMpyxJzip1jdVG1fx9als55asz9ROGQ44561myFmXAHTvWnqSfNGW96zpD8hoWxS2M6eNV+Y8n3rk/EsJmhwMA+p7V1dzyGJNc/qcYliYEdqlkdTziaRrcBAQmQWC9R+HuadZYa4Mm0jnPIpmooReyL/cxirdmnmEYHLUjZRRZuG3hTjo3FdRYK9loTrHIUm2M+5Tz93/6/wCtczeOkl7Baw9I8KT23d66mIBiyIpOEKgHv0oOzDpanc+G4mj0i3VsgKu1Qew6/wAya6GHjGMVQs40S3jjUHAUVfhjYZwMn1rS9kcM3zSbHyBiRt/E1msw2/0rWZHI6dqzSoCk45qUxIpSAtnPSqc2FXgD61emJOcdqzrg54pMJbGPqa+ZAy+vUV5nrKrDLJtXazNjHt3r0y7PBzXn/ieACeOQDjPNSKHYzLGNnkWTgg5O0dua7rTYxZaVe38ig+VEcbhwWPCj8zXLeGLSS+vBbRLucnj6Vv8AizVYIreLQLBw6RNvuZV/5aSdAo9hz+P0p26nTG0VdDvCyrDAZsZLHbn2r0fwtbmDTCSAN8jN+Ga8+0ZdlhBEv8Jyw969P0qEpYW4IJ+XJ98nNEd7mmIdqSiavJTjk1WuVKrHk5bmraI+3kVWu0O5A3vVLc4UUJSccVTkQZ55NX5MAHGKoyn72abLKch68dOlZN+3yGtKfIyc8Vk3DblIzUESZwfiOIorSLxng1k6Oqm48tgDzkV0fiFk8pkwCTXM6ZeLY6lDPIm9UYFl9RQbU3oetXFsuleCGaRtjPhif6Vxnh9vOv5p2yB1o8WeMhryW9paxtFaQ84b7zt6nFWfDVoxjVuQG60S30N6es7npnhlV+zNJ3at9lBILdqyvD1q4sMZ6Gtprcgc5zT2Rx13eozy+4PbrXP63H5mnXAH3ihxW5Oc9M81l3ibo2XrkYpGV9TznYDIvp0NWADEvBxUTApNJGf4SRSGRpGCdcmg6Ub+kxFrcgA7nOc1qXMTSQC3x88ron4feP8AKjSoFhslY9WwoA5J5resrNbrWLRCuQZQB9O/6ZoSuejGPLT1PVPDViNN8O2KXJwUiDbT6nnJ/On31210SijEY6DuTTJpHmbJBCjoB2FMClcHBrr5bI8ipUcmOhwccVbAAHNRWwDA9iD0rjZL3Ubvxre6X/bV1aQhpPJWNQ2SqbgvsODyaxaEje1ojfCAPX+lY8vA49KytA1W+1HzmvbqScqF2bz93Oc1qykEVBotjLuTzisi6GUb0rWuMgc1zuo3oVWRCC3rUkPVnEa8qpfEjuOaitL1baNiBl8YU+lP1ZSx3n1rOfoMUzdaGto8b3N0WHJHI+teg6VZhru3HJ3Shf8AGuO8L7YpCzYBweteh6DCyXdo0gJYyBj9Sf8ACiO5201ak2d1Cq7QAAK0IlAFVoFDMQOvXpWf4vubvT/Db3FpO0MolRQ6cHBPIraSPLTNmbGAB1NYRPHtXNanqV7Fo8V9Z+INSlU3H2fM6KizYXLNH32g8HPqPoOk/g71nYtFWXvWbc8GtOQZOcc1k6hMkMTMx6VDFIxr2RY1Ysa4fXna4J9ByAP510F/dmUsePx7Cp/Dng+68TTvI2YrVchpT/EcdB6/0pxTew4K2rPPrK8urF2mtpnicgruQ4OD1FSWAa5vEzzzUMkDwSSQOMOjFWHuDg1d0pNkol6BTzUs3irtHo+nWyQ4iyCxUvivUbKIJbxL/dQD9K870WIzWK3TAgygED2HSvTbaJhEgPUKAfyrSmXjdkS/KENZeocCI9+f6VzL6ndy+ObvS7jWLy0tjNsjaKWNFj4BJJcYxjPHXNN0i7v5dR1O1vrm5k+zS7EW5xvXk9ccZ4GcU7a3OJGzIeKpTDrmrb+lVpeKHsUZV0pAPp3rnL+6EZKIee59K29UuViUqCM4OfauNmaS5uPKjVmZzgKByajqPlKN1G15cLBEpkdzgADrWHq+mXGkavLZ3UeyRQCV9iMivb/CXhSHR411DUFDXTfdU87P/r1wnxcg/wCKlt7wKB50ABwP7p/+vVunaPMWpLY8+iQmYcd69N8OjdZxxR8MTzjrivO7MD7Sueh4r0/wRZt9nkuXHDHatY31Oqhoej6FHssAeetaUoJx6VzWvz3OmeD/ALRaTvDN5qDenXBPIrn9Xm8T6PpOn3dzql6JbovviK4EWNpUE4+8Q2cf/XrZq6OCprNtGHL1NUJuYyTRRWRl1PP7rjULlR03NUNsM3C+xoopnVHod5ow8x4g38Klhjjmut8MxqfEVuCM7UZh9cGiinS+JHo1f4L9D0LAx0p6qD1oortkeETRIu88dq8p169l0zxtqF3b7fNjnbbuGRyu0/oTRRXOzSInhb5ftIHbYP51vEk5+tFFQarYwNfneG3coQOM/riuUmJAbnJ6knuaKKlDRf8A7Esp/h3rGqyIzXUTqsbE8LhwOPrmvPj0oopy6FnSaKgOoWcf8Luu4etetaJGr6tAGGQAWH1AooqYfEdv/LiR2cUa7lOPWsXx6APCUn/XeL+ZoorokeVE881XXm1aKCOTT7GAxKqRvArqVQfwgFiAOc9Otd4p4UUUVky0Qz8Akdq4/VpnkuJlY8IQAPwooqJbFoz9JsotQ1q3tZ93lPJhtpwSMZr223tYLLSjFbRrGiR4UKMYoorookz2PmTxNGsfivVEUYUXMnH41Fp4yki9iy0UVzT3ZvS6Htenwxp9miVcIGRQB6cV3sKjFFFaUth43dHk/iHVDp3ivWENnZ3UclxuKXUW8AqOCOQR16Zwe+aseGLue+vNSu7h988zLI7YxknNFFU9zkOk6pk9aoX8rR2zOuN2M0UVMtio7nI37sxck84zXSeAdJtJd97JHunDFVJ7fSiiil8RpI7m9RftKLjhV4ryj4yRqqaW465cfyoorqq/AzCPxnmdpy6+xr17wqcaeq9h2oorz+p6dHZnU+NQB4IBHH72L+Zrza71m/vbKKxubmWWGF2kXe7MSWx1yecY49Mn1ooroex5vVn/2Q==", 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", "info": {"video_id": "52740", "label": "moving vegetable across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "82ae1f04b2629f220175ce9b20063dc5f074c974d520d8f57b14e31ecf0868d1"} +{"episode": 72965, "episode_seed": 3727761033, "split": "train", "timestamp": "2025-10-13T03:37:58.913002", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3727761033, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting synthetic resin adhesive up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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Ub5EDyZyf4j64rD1iWLU7OV5YWhkWMgAKFyMZx9ayjQktROopaWMvS4ZlhEsozLuYFk4yCBg56g9DV11u55IWaQrbRqVIU5OT2Hp1FFm8EYZY1wu4MFVjgKQvH6/yqxb3u13QrxkEjJP+elaqKJUraDtIZtK8YHUoTK8NxasjInRXyvI7YIH5g10GupoviO3gtpZLizjRGGQpAV8fKSQCMf41grdRM6ooK56E469/b1qy95MsLAygICM570pU03c1VXQ5RNHW48ceG4xabIEhga4klU7PM8skqew5x+NesS6bbXMltCuoRKI0CxjAHc59ia4/7bvVWaQlevTjjtVWW6K3GCGCcNuVAVOe3+fWonRc7a7D9sdTdFb/AOIGlW4XzvsUbTh0kAG/oBj8jn2rqdOub031wJ2LojYO/AKZ6BQOv1ry03xRhKjRhuMfLz/jXV+CNSluLrUCW8xsR4Uk5/i4yeM5+lZ8kqSumL2im7HdXFyYox+5aRm6KveuE8TWcN4s5uHulkYAiJhgMQc43enau0kjlW6SRp41hQHcucHnGK5nxBdW8sbwwOzAKFTaCw6849D7+lCnN7lWVjxy9iaDUriKKyyWhEMxkHDrvU9+hHPPUZPtW1D4fgvyt0LhIy8rRlY13EDt2yeCBWPPHMdfc+bII3XIZiCG24BHHXPJ+orplSSJvkBUgttOc4z9MVrG7RlHTcZb2cWhWq7py0jrJEWgHBUqQp5A+64U+oAPXBI6zw5dT/8ACD2N20hiluJHumw5U5LcfhiuUSw/0ae1vZHYzBgzLxgHn5fcYzW34YuYrTRLGy1KC5lNqhiLJJxncedueev61WsYnVRqQjJPsHjHxbeaXrtpaRagkQZJHlnkjaQRgPuUBR1+7+GBXB+BPDjazpup6gJyBE0MAhLBWlcYY9OwJBH6niuu1qwtZ5Jr/ddXF01lcxvHKpOHAzGRx3O4cVL8L9OFjoNxNePDaXrXE3yOg3gYAAIPbg4qZ1WoN2FLlb0H6QkdwAYIJjORsuI54g43HjknIPII6cVT8K+AdE8W+JdZ1LVNFt/sMDC2iSIGNZJR99/kx3/Dmu1jS20jTbm7hvY5V2E7VYZBAJ/nVbwulzp/gy1ktd8XnStM+CH5Y/dyenbmsqdZxk21oKSTWh5fFetfSy2kJmXahy7pt+XsdxJA7+9On1GKO5DXF0zQptzEyZUnHQMBzx1yOMVVtbq4mQ+SymBYsymVdgfPC7eu1R6egqW30+ISPdXV3GIghJMKZwR2CryevXHpXcle5zKGo17iSRC0VqkUGFAktgCAM55bjAGfzJqjc6hqMslyqZaOOQKzocAgngKD0x35rVFvAbX7Mlw6yysWKgAMyqCed3GMen86n8gW8Rvd4CDdvmJ6KFBHDdDzg4PQetQo2d2aqKW5z1rqOpwTJFd2k8vcsM5GeOa2l1uGEnfE0bhurLxx17+/NNvVUW9rPBG0xbKqWjK89weenb3+tdL4V0rUdXsryW30qFREVhjBZVIbGScH8BVS0VzWnSjVkk3bzZgW+oNOzFXLBSCiLglxj0PQ/j2p/wBoihb940yK20qQv3ienA/CqXi7w/PputG2uownnIkzxwHeAxyM5PTlScDisqa8FtaKWjkuA+1o2xhcg89WOT7jjkfSmo3VzKpRUZtJ3RvS3UMpmRWlYxjB2YLEAjkDODn8+KzbbULeWTyXMsSqpLea5O0ep/T6VixXELXcsxeaF9zyFZojszyQBj7v+NeifD7wtpfiLQ5r3Ubq4N1BcGMrayqqKNoI6g5PPNPkTM3BHPaNfvPLdfZnDxAjDN8uT749+/8AjWz/AGzK+6O3eOSdeqggjI9hk1z91aR6fr96gDWtpbXThWkbmcqT1OCBzwf84u2c6uZGt7aOWR4f3ssB5XsoGfvZ9e3PpSasRyaaGpJdGS8IdI4Y0GTOArt0OMjGR9MHtWcb2N7hvLlllcsgfzAFPCkcDHJxz6ZwKgXR7i5lkedI4UADgyy4HoMvxz7dfSrMsEq2ds+6F3MmWkZhvUcE7T1+pJHHWpnFs1UNCpdeJYhykWZEYkqWwVwOQ3o3HTtU1j4gt79grOiHAyjE/LSppsUQ8qWD5WLShX6KRwc5zu7d+nPFVr3T7KzvllmSBC4ByVVipPXGDyPX9KpLoUoR2LetLdalp0Gm20jOLl9kmxclowRn/wDXVRrRrW5ubCJfI+23DFlUAARBRnGOO2M+prufh7oWk6ul6Ybi43WhVVljwvLglu3J4H5Cue+IWjp4b12zWzCzl7diWmb5tu76gZz0IHas+STlY7eelGhaLfOh0bYtkgFsDEmAqg5C4Hy/lUclw8Y2wRN8vAVW7cnGOw96wpdQ2PHIZhbEzfMhYqTxxwecA+vHvzWWmoXPkyrcwn7KwZtwzgDORgjlcnPHvitORnl8rOoe9eSPCRFXwCSsgYfof84qGG7Ii81fPkuFAZoUUA5PQEH0AOOtQeGvDOvazY/2npEO+0bdErtOiEEdcBiD7cis+1vILcDy4JAu7fLIHARuOhYjIUc8D9aOVoagbqXTrbpdSTSwLJGyonAccg8KQQT6ZNV/7QiKGERw3V3yS06bSSQAVGQc5zzzTWD3FrCt3qIiEqF8snKqf4c9MAD8c9amS308JAkcjS7RukkQAxEZI4IOSen4c9KTV0XCFindXt3Zwu4R1fcqtDjY7DH8GMhQeee4A71RnvtZhuHcozeWcSBfu54wMj/Ct5Iba5uDKtw7R3Dj5ZGwSudvQYK+oz6VLEiG6FlIwMqowEaruUdcKSMY4GeeevalFJF2S3M2y1kNaoZ7W4jwQOVJ2+w/DNWzrUT/APHuV3K2RuxwCRyc+n61BY+d9qjhh07zWdxBE8pwVJOOeTjr+X5V2nijwjqKaPeTG1tYLa2hMgKy8grzkYAJzzwfWnJWa0NqeHhNSbklZdepzUlzhdu9sIC6sqkAg9OfXpnHrQ97GqORdAkNg5H3CemfTpzXMwSSwPJILqUM2S6EMASMZ2gE9u2MdO9Vr7ULeTzYVe4hBlD+Y0ZyOOeOlVyWOX2djeu79bWaJjdyozgMqhAS3HUnoRn0rQ0jUj81wl7IrkjG1wDxnJx3xnrXIxyyzLbQrNDPDK5Lv5uQi5AJKn0z04zXZeKfDEHgx7F11A3cUokZo2g2dNuNuCR1PcelJwTRPLbY34tZmcZa7Yn+IMMk49T60XGtXIi86G4jKMepbGfQDA9ciuWT7RNcQqjW8MRwZo2BDKcZ9cZyf0qvczRRTRpHa5ZN3lgttY5PA+UdPrzS5Y9hKLbNW9uLaa6MkcX34nDna3UMpxkj1/X8as3FwPILJGi55xj8D1/CsGS5u76OaaS4AVFy8UuAATnpt4PHAB65rPnjvbi5njgkkMYVSiEZdxx8vB4UAdOv1qErs0cG9DtBfFlXI3MeQAetSw3YK7kfYwyCM15/brqthcJH+6njb5sFx+OCetbI1uaGNpDaDaG4lTBXjHp25/GqcQdNrY6k37Cbb5xdn4BX19KSS8JjfaC78naepPoD0rnLfVPNdiZSACCicDd7EngHnHXtTzdxxZaRpo1YBgcZ3EngY7//AFqnlId0zYjvNqEOHUk8llHA/wAKWTVLhYWjVyVPcAgA/hWE94ksskMcrsyggAH73GcgZ57jHByKzYdViadbdZbkbnPyy9T/AMBxxxScPIXvGjNHBbmeKy02QGaLzGD5ZWIGBlyfwOTzisawgsLKQSySTmUDaftCuGdgeAP7qnPvUVit3eRXaz6ncEhlaVIyrE9gHPRR7duTWhe6ha/229zPbQ+b57oVEZcMGwcOwOMKOQBzWyuty4ppmhpccE4Rr2Z0MTGNY0jwmcKFO4gl888ZIyalisTbInkqj3EjNIrhw5DB/vhSdvqBgflT7e8mWNLK3iVhH8jyGUFGbOdiAH723ByfeqaalMmoQW77LgRuYhKkbRwxhgRtXjLFSeuKTT6FqTew2G4GoN5T+YZpXZQzYCHk4Ht74rufCWqnw/omrSW9uHma4QRI7Nhxt5bgfd7Z55rz77Ra2oiSRlkvFO2eKFirckksWPHpx60tjfTLqFwXebEix5YyZKEkDPfPfPFDu46G9LkU05q8exoeL9VbX/FbzlZbeM20aFGGcEEncOPU/lWTdlhYxJcCMon7pCpztU/MSMjgk9T16Us7tfX8pv7pUAGFlaTbheg49xjH4VAIyLjybWcXFwOTkmMkZ4xk9Tj8f0qknpczqcrlpoUYxE09w6RwQx7MqpU7XPfDdfwxzW7pvibWfDxntdOuLSGKUHeGg5R8dQOp+p4471Ru4miUP5CbuSQT94jHT0/LrWfe3khj8g8BG37GbLcjnB/HOKtKxDRsm5ufEd5a280SIVLN5gwwPfO0j2P1z1rUkgtraOSG1srotNBu2yEseB03dBzgYGPasHQXa1trt7WJjc+WrIka7wxwRjJPvkj278Utg17cxXkdxqdwxjZDOqbSBjjazHgfQcjk1EnzMh67E9ig8lvP1N7kMpXy3+UMw42qhGOuOTz0rZ02Fb+Rrr7RDFIUeNolJLlgR8rnIHPXgd+azbu8srjW3luIYhJJK8RXczjJIIYsPlG0HgL19K2I7ttkdtFYF2hADyMVwHAOQhGTuGRkk8An0oZfNZEQgnhsYhdeZchsSNHINkZyTuyVGcAgHB6n2qqAl/HAYzEXVRiNUyyL0x059Saki1fdeLb7YZJhE1sPszYhB25Ubj984yOKro8Gmi3cT+W5jxtQCUo2MkMqnIHY/UUolK/Xc6bwzenT9G1WC1uRFcSTJvkQFMKoP3T9eM+xrC8b3V1qmsW8U26eeGxiYSEfNhlyRxjnPOe+azoGGo3UkdwQdsgWNFjCBgwzgkDj/wCvVaGO4u55HtIzvVVADAnIHGS/v/Wi3vXN3VXsvZ8uu9ypfadZXKQuvyFVVW+X75H3mbPI4xgDtj1rNhsfJa4EM8iKPkaRAyoQe2M81tXTygxrfKQA2VC5+UnqMjNVGjS0Yss5QOPnZQRkA8BjVJHIos7Pwj4w0vw9o9zp2pT3Tyl3nj/0fG8EDAXH0xWZotp9khe9ukiWfeR/pKL8ilc5+v8AQHFc7eXkaYlVyJWf5ipymD79ew4z9PSrWsyNqGlRX08qeVGA86xsXYuwwpHOOh78jB+lEr7CtpY0tSge8hia6t4biGEGUwpMDiPIUPkgZwDwvuKjtLiORrdLGKY7WGdiqHkUnB8s9BwP/wBdV7a8tbK0M1kVS4mgjLtArSMfnBUF+ikEDn8PSrmmajLvcRQsVjLSwxtlxLuOGYkAdWIPpgHFTtuVH3UbDabZ3BtrUxOuyR2dZ9zeZ8pO4+uBj25qjdTyW8dsDk2sr8xREAEhcE9AQx75PtTnurmW1WWG9kmm8wRJHabUVnx9zJ6R8E55zz7GqK6hGII/t0kUa27yR+RHFuODyCATyQSeTg/nS2ZUbvc1LGBJ7m1u1iZg9xGOW5X5hktgdAP8iuz8aeMJpdJ1rT47Yi3khMcM8ed3PBY8Yx3FeXXV2Z7CTyY2WMZ2yCVvnAIxlc4B6/QHtWheahc/2eRHIY9xVZU3fLtCg5B7Dd9eaclJtWOim4RUudXb28ipaGdJ4btGV5cYOWAKkgAsMjGcc/X9Mu8jtkSdFg2sp2qiMVwR3IH3s5q+8FtHAJTqSRhVHmRBy23jOSRjFJHbyTKPMgYxMwKSIwO78cZz6g+tVa7OfS9yiLWJ1R5ILeRjGrBjIdoOeOPvdex5zW7rni/UdehsDPZpaNa7lP73IdjgA7T6YPfvWLvMDN+5ZSRubaNykZ6EH8Kn0m0j1K7uZGIiRNrLBGMh89hnoOPfrQ/dVyba6mpZ2F7KIJb6NGtXcy4ZFTew6fKOc56E46fQ0y21CyivnUabI86MytMTvRm6EFs/NzjoetOm1u1udSmhhsr6Ty3aTMBILEEYGPTjODj7vvSSR3NvJai2niRpgh8qcq32dmUkgDGQoxgknIPpU9RRbvqWpJFZFtbi3t8XD/vUC/MuM5KoxzjKnk+nNLE0EyMsaStNDJ/q1QlWOMEBugG7aTzjuat6PBcWVs9zDNDGpk3Devy7x8p+fqcg9P8AGpzHb3e21jIJlkmE0aPv2A84YYxyBn15xzSehbmtjJ1ASG3jRfJjnjJ8xTIXMeT94cEZOPy6VQu5b+4iaOV0lQKFVYzgdRyen4VatWdGEUwRLZpXYOExxnqp7/Sp5J0eWRIbuNs42pHjkY4bpyTg8g1aLWmhz82nqS4EM5iLAusoWPJPc9c89/pRcSNZ6crG2Z4puI3kIUblPOP73bnAxmtWaGKPUD5wXDIYyM4JAPfp3HX2qO5JS28vzBNtIj2qMMEPUcH15+pPtQyJeRgrPHNftJP50DtJubcu6P8AEDp0612Xw78P6Z4obUDqs8rTW/lvGLWQKcNu5bIPPHSuW+RryRnRIE2EcRYVmHY9x9a1NM17UfDdysunPar5qL5iSw7Qwxwc9SR+maa8yX2MbTVsI4baOadlNw/nSxecXQKrcbhjOW575/OpREn2l47VIHQz4/drhfLJ3ED24APPFc7boGt5Z5J8xxkI23OST0UfkT+Fdfp93DFYPPKViij+QIvUn+6B3zj8z7UrFRVtSK71YPbpN5Mdvc20jJwpCDkbdv0XjJ5Ix24q+l8NQt0sWhUyjc4ZfmG4nrnPfnjr7+mZq7ONRWS2yqbVcOTuVExjHvjnualslYWoaFwIWAZix2szA8FT+NJJWsi4pWHS6ZFZWsupWt3HutoxvhY5cOScEY6cDOah06+iR5Rc7mYRoYwg3HdgEgN/ut3OOBTHulupnja3bG5oCyzbQFwAeMEf3jn0/Oo9GUX013cMoABLkFgucn5ePXoPfinsgvbct2+i3+p6U11BFby7c4RpR5me3A9PfHtUNxdm21BFuLOVY4sgqzmSUnbwUOcAbiTkev5R6be31hcH7JJKk20iUCPLEgZIKn8/oPwp0t5PdedcuxKuyNHIejEE9DjjGT+dLW+uwTasVby+JkvjEjeSrZWKSPLDngNk5yOfw+lSW6Qy2SXQ2yArmSJo8HJOOOe3X14qtHcmSC5OHMiubmYtz5kRChhjqSM5BHvRoluuveIxZS6i9ugSRrZoYgxdlQkLjoOAck+nvVN22MZX6FzRLr7Ok2oyPOIrcDCxfdklOQuQemOTn2p+nXGnAW/2kDzbhzPcBd3lhQ2VBXoSeemMetc3p88+oTBp5XaGHEjJI3HTnHocZqeCOBbOe4cyFEkVApGN7H39AOf/ANdK99RxjfVnSJCsk5FtHC8Jmyx8vapjzuxjGAp4BxVi41jKW9ysa291ExRgVKpuz95fbBxzycCnWuoRW9iZpz8xYJHCgxvPp9P/AK59KqavvOptLEdkG3c0h+YBCMYGRyO3/wBc0mle5pZXRqvcR31vHaxxtHcwRkqUYkrljk5HXuQM+hNULjT5NItpNSWSOaAhEIJ+cORk8c5wPX2qSzWRLZWgbZE21gSdrkn5fxH5VRa7hutwEciRSEiTay7NqnuuOTgZPP0ppFPyLdpcxLDdtcSpFNEy45zuOzBOOvBA6etV5rbUWsRfC2vPKyCXjB2Mc8D6euKraTE17bXd15UhOHZgF+6Wycfn2rQ0nX7nS02KUmhccrIx2qT12nseaTb6DTi9GQw3tpDqRdLpo0ORJOU2RnaBwyk8k5Pp0qre6grNcRkhkiYgSoFKsufT0P8ATFSXVwl3cXE8lurSLKrN8uOMHjBPOeM+4HNYl9Ih0y6ljaETNcbniUYxGcbSvbAY9PcVSMZb6F/yGmT7RIxWCQEllXIA6ZI/mOtT6lc2mnmDTbWRPIjlElzLESrM2PunPAwMDvz9Kg1WxstP8MQ6hpOqX0sJufsrLcQqiXWE3O8Q67QSFO71HuBnNGnkSJbRGRpG3MhzhAOR9OuDSbuTFNvU34dYOoRXEC2pWWdg6CNtoVVOVDcc4yeT61eRL+w3XVvIC5lWRo2cbCqDjdjrjOQO9YSFre/FrGiptiTzDnh3bBIz3HP6c1vjVFn+026hVtxGE3yEEvJng89eeOAeuelDStqaJJIq22oTW14biNpFjBxGGGQ2OoHoeR14q/LBDcgT36FC0bKyLlmRsdSF68kHPesmztJEvUjeIlpVyXY7QgIPAz346/41bvHktkRo90u5lWRnX7wxls4PI6D6GhJMt6op6kPsN1LbWt00lvFGqwSHjeWIAPHAGc/98irksyaje2sdsqwI4zmchEJOM5HbnP4YrHvndBBA0UW93DOsa7QVGVUYH+0WxgfnWhqEKxbCjLIkSgSmNtwV2II3f44xzTbtoJO25Zu9JvtEed5rQSxOFAltpiFJJwxI4JGDjp3rPOpwppbosbx3XmBmMSsITliDz67SOfpViTUtTm0+O0eWaVXQmKPI+cDhgCByB7+lUNSnbdIjsTEzrJIoGN2AuQR68nn2qVfqKbTehEbpZ7yO3mZYzMg3OAwHTONvuPwFXLSCa31a2jt7VZrhwShWQjBJwD+HzemR3qvov2DWvGYs9QvLm3t7lz9nk8yKPyg2S28uNuB8wAHJOB3qCS9vtFvNZ0/ypmzMYQLpVMkWC3UD+LA7HHJ9qJO+hi07m1GpTU72WwSA2dv+6EIYoplIIBH9/JzgZ/lTb9p7ea4ikuAiqqKwgjMe/jOMd8k8n2zisGIXiy+TESY4ZDKpVvlzj7x56AV0mmRLegPNJJcybQWO47TjnA+nFM0jE0ZZYFW3u5TBcruMbMjsEUgAyEA9WOevbbS3EBZUv4ZoxCku9LeNVRAin77YI3E5OST+uaxdVSO0uHTzmMdwVd3Rg4P+6PTn+dWLCTbhpiVUjPkIMbwerexGKSTsXGKHJrEkk8dtaxizjUl0k53hc5IJPGPYDtipLKWQ3UsySF1ZYw5xkNzk7vT7tF/cGXTJ4DZiRvLCxXCIWaPncUz6nI6c8+hrLsLie3urqO2CH5BEzEb+Fwcj1+YNn2p2BW7Fxry1imlkuRNNbSEgKgB6npk+nGaWT7M8ixWuYVIysjHzl6kbTjlenXsB361Lo2nabqtlJbvdTwXxU7XDKIyCOSBjn9Ko3y39lfnbOk6wFQAvypgjYA4HWlzK9kEo2Vy1eIY4i3mW5Kk7mUA54wM8njNZc97MIWgyieYA7DduBP8AQ8VT1i8v/OvJs+VIrKJBC+UBI6Djvgn6g1Z1rw/qvh/QNI1K/muI7u+MhliaPAgwFKBjj7zBs4/Dsarm7mTZE1nDILu1wVjgMsw2nlmRCRuz1HH86sMgbS7OdvmZmYkEDGQfSiig0RraHEmpWCPeKJXmV97Ef7LNgDoBlR0FLp0jtZ73YsYj8oPTJ9v1ooqY7jMrU5WS0uHTCE2hJ28Zyyj+TN+dXbWOJfCt5iGP5ZMjK5OQFOc9e1FFFQiexmwX0moXttNcIjMLeSQhQV3FVbGcHOOMVHJPLIyIZGCQqfLCnbsB7DHb60UUqeyI6lC5kkt542SRv3jmJ891PBH5E1RsdSn0XXkvLPYJIi4UMuQMoV6fRjRRVMfUXS1+dRkkEqDnv2rqNHhTU4r6K5AKRP8Au1UABCW2bgPUDp2zRRREa2KqXDtp8cpx5kZYKxyf5/Wuk0S2jvIYoZwXafdvlblycFg2T3B5ooqamxb2I7WVxYeYx3mMAKHOQMj0rH1NylpcbMIGiiBC/wC0wB/QYoorXoM0kghg8PSMkYDx3IIfJyeU6nPPU1XjBvdft1LGH7Tbs8pi43EqQeuRziiiudfxPvMerMm4v5BaW6qkSpCpUKF64cgE984FZN4+YnO1cEbSvYjJH8gPyoorXoMn1fxZJr9tbwTaTplt9niWOJ7ZJFKxqPuAFyoXnJwOTz1q9pdrFPbSK4OZJYkLAkEA8nH1xiiikho1NcKW2jaYIYlR1nYLIM7lA9Occ8Z+g9KLm3W312IKzMQN4ZuSDuxx+FFFVItF+6laS3uDIFZreF5YmI5U7wuPcd8eoqCa8mae4h3YSKNcAd93Un/PeiissM24aijsUrCMf8JMw5HkmNUPcBen8qk1O+uBrN1GrhUeOUOoAw2xeM0UU57ky+IoQ3ckFrE0G2KVYzIZVHzMWZwc54xwKgcN5AHmPj5eN2Rz1+lFFXESMq18QSaVJcRPp+nX8Lyg+Xe2/mBWTOCCCCOpyM4PcGp7fVbzUbyfUrqXzLq6m8yViMAsT1x0Hp9KKKl7jW5c8pYdD1C6UnzXhUMT3BbkfoK02L2ummKGR1Ez7HIPJAUHH60UVZoi1qqLExONzQW3yM3bGMcdOM1dhhWLS43JMjsSpaTk/e6j0NFFTAaMOBVkuJJWGWWZyPbgt/NR+FX/AAraLc2988kkm5RkEHu2cn60UUp/CJmSz/6KZCqny8qFI46gf1q1s3z3qMxwqIw6dSRmiiqexDMC/uXFlLAAuJWWYtj5g69CD26n8zSX3iLVdS06HSry9mntrZ3mQSSMxLOB1JPONvHpk+tFFKREj//Z", "info": {"video_id": "44334", "label": "lifting synthetic resin adhesive up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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Ub5EDyZyf4j64rD1iWLU7OV5YWhkWMgAKFyMZx9ayjQktROopaWMvS4ZlhEsozLuYFk4yCBg56g9DV11u55IWaQrbRqVIU5OT2Hp1FFm8EYZY1wu4MFVjgKQvH6/yqxb3u13QrxkEjJP+elaqKJUraDtIZtK8YHUoTK8NxasjInRXyvI7YIH5g10GupoviO3gtpZLizjRGGQpAV8fKSQCMf41grdRM6ooK56E469/b1qy95MsLAygICM570pU03c1VXQ5RNHW48ceG4xabIEhga4klU7PM8skqew5x+NesS6bbXMltCuoRKI0CxjAHc59ia4/7bvVWaQlevTjjtVWW6K3GCGCcNuVAVOe3+fWonRc7a7D9sdTdFb/AOIGlW4XzvsUbTh0kAG/oBj8jn2rqdOub031wJ2LojYO/AKZ6BQOv1ry03xRhKjRhuMfLz/jXV+CNSluLrUCW8xsR4Uk5/i4yeM5+lZ8kqSumL2im7HdXFyYox+5aRm6KveuE8TWcN4s5uHulkYAiJhgMQc43enau0kjlW6SRp41hQHcucHnGK5nxBdW8sbwwOzAKFTaCw6849D7+lCnN7lWVjxy9iaDUriKKyyWhEMxkHDrvU9+hHPPUZPtW1D4fgvyt0LhIy8rRlY13EDt2yeCBWPPHMdfc+bII3XIZiCG24BHHXPJ+orplSSJvkBUgttOc4z9MVrG7RlHTcZb2cWhWq7py0jrJEWgHBUqQp5A+64U+oAPXBI6zw5dT/8ACD2N20hiluJHumw5U5LcfhiuUSw/0ae1vZHYzBgzLxgHn5fcYzW34YuYrTRLGy1KC5lNqhiLJJxncedueev61WsYnVRqQjJPsHjHxbeaXrtpaRagkQZJHlnkjaQRgPuUBR1+7+GBXB+BPDjazpup6gJyBE0MAhLBWlcYY9OwJBH6niuu1qwtZ5Jr/ddXF01lcxvHKpOHAzGRx3O4cVL8L9OFjoNxNePDaXrXE3yOg3gYAAIPbg4qZ1WoN2FLlb0H6QkdwAYIJjORsuI54g43HjknIPII6cVT8K+AdE8W+JdZ1LVNFt/sMDC2iSIGNZJR99/kx3/Dmu1jS20jTbm7hvY5V2E7VYZBAJ/nVbwulzp/gy1ktd8XnStM+CH5Y/dyenbmsqdZxk21oKSTWh5fFetfSy2kJmXahy7pt+XsdxJA7+9On1GKO5DXF0zQptzEyZUnHQMBzx1yOMVVtbq4mQ+SymBYsymVdgfPC7eu1R6egqW30+ISPdXV3GIghJMKZwR2CryevXHpXcle5zKGo17iSRC0VqkUGFAktgCAM55bjAGfzJqjc6hqMslyqZaOOQKzocAgngKD0x35rVFvAbX7Mlw6yysWKgAMyqCed3GMen86n8gW8Rvd4CDdvmJ6KFBHDdDzg4PQetQo2d2aqKW5z1rqOpwTJFd2k8vcsM5GeOa2l1uGEnfE0bhurLxx17+/NNvVUW9rPBG0xbKqWjK89weenb3+tdL4V0rUdXsryW30qFREVhjBZVIbGScH8BVS0VzWnSjVkk3bzZgW+oNOzFXLBSCiLglxj0PQ/j2p/wBoihb940yK20qQv3ienA/CqXi7w/PputG2uownnIkzxwHeAxyM5PTlScDisqa8FtaKWjkuA+1o2xhcg89WOT7jjkfSmo3VzKpRUZtJ3RvS3UMpmRWlYxjB2YLEAjkDODn8+KzbbULeWTyXMsSqpLea5O0ep/T6VixXELXcsxeaF9zyFZojszyQBj7v+NeifD7wtpfiLQ5r3Ubq4N1BcGMrayqqKNoI6g5PPNPkTM3BHPaNfvPLdfZnDxAjDN8uT749+/8AjWz/AGzK+6O3eOSdeqggjI9hk1z91aR6fr96gDWtpbXThWkbmcqT1OCBzwf84u2c6uZGt7aOWR4f3ssB5XsoGfvZ9e3PpSasRyaaGpJdGS8IdI4Y0GTOArt0OMjGR9MHtWcb2N7hvLlllcsgfzAFPCkcDHJxz6ZwKgXR7i5lkedI4UADgyy4HoMvxz7dfSrMsEq2ds+6F3MmWkZhvUcE7T1+pJHHWpnFs1UNCpdeJYhykWZEYkqWwVwOQ3o3HTtU1j4gt79grOiHAyjE/LSppsUQ8qWD5WLShX6KRwc5zu7d+nPFVr3T7KzvllmSBC4ByVVipPXGDyPX9KpLoUoR2LetLdalp0Gm20jOLl9kmxclowRn/wDXVRrRrW5ubCJfI+23DFlUAARBRnGOO2M+prufh7oWk6ul6Ybi43WhVVljwvLglu3J4H5Cue+IWjp4b12zWzCzl7diWmb5tu76gZz0IHas+STlY7eelGhaLfOh0bYtkgFsDEmAqg5C4Hy/lUclw8Y2wRN8vAVW7cnGOw96wpdQ2PHIZhbEzfMhYqTxxwecA+vHvzWWmoXPkyrcwn7KwZtwzgDORgjlcnPHvitORnl8rOoe9eSPCRFXwCSsgYfof84qGG7Ii81fPkuFAZoUUA5PQEH0AOOtQeGvDOvazY/2npEO+0bdErtOiEEdcBiD7cis+1vILcDy4JAu7fLIHARuOhYjIUc8D9aOVoagbqXTrbpdSTSwLJGyonAccg8KQQT6ZNV/7QiKGERw3V3yS06bSSQAVGQc5zzzTWD3FrCt3qIiEqF8snKqf4c9MAD8c9amS308JAkcjS7RukkQAxEZI4IOSen4c9KTV0XCFindXt3Zwu4R1fcqtDjY7DH8GMhQeee4A71RnvtZhuHcozeWcSBfu54wMj/Ct5Iba5uDKtw7R3Dj5ZGwSudvQYK+oz6VLEiG6FlIwMqowEaruUdcKSMY4GeeevalFJF2S3M2y1kNaoZ7W4jwQOVJ2+w/DNWzrUT/APHuV3K2RuxwCRyc+n61BY+d9qjhh07zWdxBE8pwVJOOeTjr+X5V2nijwjqKaPeTG1tYLa2hMgKy8grzkYAJzzwfWnJWa0NqeHhNSbklZdepzUlzhdu9sIC6sqkAg9OfXpnHrQ97GqORdAkNg5H3CemfTpzXMwSSwPJILqUM2S6EMASMZ2gE9u2MdO9Vr7ULeTzYVe4hBlD+Y0ZyOOeOlVyWOX2djeu79bWaJjdyozgMqhAS3HUnoRn0rQ0jUj81wl7IrkjG1wDxnJx3xnrXIxyyzLbQrNDPDK5Lv5uQi5AJKn0z04zXZeKfDEHgx7F11A3cUokZo2g2dNuNuCR1PcelJwTRPLbY34tZmcZa7Yn+IMMk49T60XGtXIi86G4jKMepbGfQDA9ciuWT7RNcQqjW8MRwZo2BDKcZ9cZyf0qvczRRTRpHa5ZN3lgttY5PA+UdPrzS5Y9hKLbNW9uLaa6MkcX34nDna3UMpxkj1/X8as3FwPILJGi55xj8D1/CsGS5u76OaaS4AVFy8UuAATnpt4PHAB65rPnjvbi5njgkkMYVSiEZdxx8vB4UAdOv1qErs0cG9DtBfFlXI3MeQAetSw3YK7kfYwyCM15/brqthcJH+6njb5sFx+OCetbI1uaGNpDaDaG4lTBXjHp25/GqcQdNrY6k37Cbb5xdn4BX19KSS8JjfaC78naepPoD0rnLfVPNdiZSACCicDd7EngHnHXtTzdxxZaRpo1YBgcZ3EngY7//AFqnlId0zYjvNqEOHUk8llHA/wAKWTVLhYWjVyVPcAgA/hWE94ksskMcrsyggAH73GcgZ57jHByKzYdViadbdZbkbnPyy9T/AMBxxxScPIXvGjNHBbmeKy02QGaLzGD5ZWIGBlyfwOTzisawgsLKQSySTmUDaftCuGdgeAP7qnPvUVit3eRXaz6ncEhlaVIyrE9gHPRR7duTWhe6ha/229zPbQ+b57oVEZcMGwcOwOMKOQBzWyuty4ppmhpccE4Rr2Z0MTGNY0jwmcKFO4gl888ZIyalisTbInkqj3EjNIrhw5DB/vhSdvqBgflT7e8mWNLK3iVhH8jyGUFGbOdiAH723ByfeqaalMmoQW77LgRuYhKkbRwxhgRtXjLFSeuKTT6FqTew2G4GoN5T+YZpXZQzYCHk4Ht74rufCWqnw/omrSW9uHma4QRI7Nhxt5bgfd7Z55rz77Ra2oiSRlkvFO2eKFirckksWPHpx60tjfTLqFwXebEix5YyZKEkDPfPfPFDu46G9LkU05q8exoeL9VbX/FbzlZbeM20aFGGcEEncOPU/lWTdlhYxJcCMon7pCpztU/MSMjgk9T16Us7tfX8pv7pUAGFlaTbheg49xjH4VAIyLjybWcXFwOTkmMkZ4xk9Tj8f0qknpczqcrlpoUYxE09w6RwQx7MqpU7XPfDdfwxzW7pvibWfDxntdOuLSGKUHeGg5R8dQOp+p4471Ru4miUP5CbuSQT94jHT0/LrWfe3khj8g8BG37GbLcjnB/HOKtKxDRsm5ufEd5a280SIVLN5gwwPfO0j2P1z1rUkgtraOSG1srotNBu2yEseB03dBzgYGPasHQXa1trt7WJjc+WrIka7wxwRjJPvkj278Utg17cxXkdxqdwxjZDOqbSBjjazHgfQcjk1EnzMh67E9ig8lvP1N7kMpXy3+UMw42qhGOuOTz0rZ02Fb+Rrr7RDFIUeNolJLlgR8rnIHPXgd+azbu8srjW3luIYhJJK8RXczjJIIYsPlG0HgL19K2I7ttkdtFYF2hADyMVwHAOQhGTuGRkk8An0oZfNZEQgnhsYhdeZchsSNHINkZyTuyVGcAgHB6n2qqAl/HAYzEXVRiNUyyL0x059Saki1fdeLb7YZJhE1sPszYhB25Ubj984yOKro8Gmi3cT+W5jxtQCUo2MkMqnIHY/UUolK/Xc6bwzenT9G1WC1uRFcSTJvkQFMKoP3T9eM+xrC8b3V1qmsW8U26eeGxiYSEfNhlyRxjnPOe+azoGGo3UkdwQdsgWNFjCBgwzgkDj/wCvVaGO4u55HtIzvVVADAnIHGS/v/Wi3vXN3VXsvZ8uu9ypfadZXKQuvyFVVW+X75H3mbPI4xgDtj1rNhsfJa4EM8iKPkaRAyoQe2M81tXTygxrfKQA2VC5+UnqMjNVGjS0Yss5QOPnZQRkA8BjVJHIos7Pwj4w0vw9o9zp2pT3Tyl3nj/0fG8EDAXH0xWZotp9khe9ukiWfeR/pKL8ilc5+v8AQHFc7eXkaYlVyJWf5ipymD79ew4z9PSrWsyNqGlRX08qeVGA86xsXYuwwpHOOh78jB+lEr7CtpY0tSge8hia6t4biGEGUwpMDiPIUPkgZwDwvuKjtLiORrdLGKY7WGdiqHkUnB8s9BwP/wBdV7a8tbK0M1kVS4mgjLtArSMfnBUF+ikEDn8PSrmmajLvcRQsVjLSwxtlxLuOGYkAdWIPpgHFTtuVH3UbDabZ3BtrUxOuyR2dZ9zeZ8pO4+uBj25qjdTyW8dsDk2sr8xREAEhcE9AQx75PtTnurmW1WWG9kmm8wRJHabUVnx9zJ6R8E55zz7GqK6hGII/t0kUa27yR+RHFuODyCATyQSeTg/nS2ZUbvc1LGBJ7m1u1iZg9xGOW5X5hktgdAP8iuz8aeMJpdJ1rT47Yi3khMcM8ed3PBY8Yx3FeXXV2Z7CTyY2WMZ2yCVvnAIxlc4B6/QHtWheahc/2eRHIY9xVZU3fLtCg5B7Dd9eaclJtWOim4RUudXb28ipaGdJ4btGV5cYOWAKkgAsMjGcc/X9Mu8jtkSdFg2sp2qiMVwR3IH3s5q+8FtHAJTqSRhVHmRBy23jOSRjFJHbyTKPMgYxMwKSIwO78cZz6g+tVa7OfS9yiLWJ1R5ILeRjGrBjIdoOeOPvdex5zW7rni/UdehsDPZpaNa7lP73IdjgA7T6YPfvWLvMDN+5ZSRubaNykZ6EH8Kn0m0j1K7uZGIiRNrLBGMh89hnoOPfrQ/dVyba6mpZ2F7KIJb6NGtXcy4ZFTew6fKOc56E46fQ0y21CyivnUabI86MytMTvRm6EFs/NzjoetOm1u1udSmhhsr6Ty3aTMBILEEYGPTjODj7vvSSR3NvJai2niRpgh8qcq32dmUkgDGQoxgknIPpU9RRbvqWpJFZFtbi3t8XD/vUC/MuM5KoxzjKnk+nNLE0EyMsaStNDJ/q1QlWOMEBugG7aTzjuat6PBcWVs9zDNDGpk3Devy7x8p+fqcg9P8AGpzHb3e21jIJlkmE0aPv2A84YYxyBn15xzSehbmtjJ1ASG3jRfJjnjJ8xTIXMeT94cEZOPy6VQu5b+4iaOV0lQKFVYzgdRyen4VatWdGEUwRLZpXYOExxnqp7/Sp5J0eWRIbuNs42pHjkY4bpyTg8g1aLWmhz82nqS4EM5iLAusoWPJPc9c89/pRcSNZ6crG2Z4puI3kIUblPOP73bnAxmtWaGKPUD5wXDIYyM4JAPfp3HX2qO5JS28vzBNtIj2qMMEPUcH15+pPtQyJeRgrPHNftJP50DtJubcu6P8AEDp0612Xw78P6Z4obUDqs8rTW/lvGLWQKcNu5bIPPHSuW+RryRnRIE2EcRYVmHY9x9a1NM17UfDdysunPar5qL5iSw7Qwxwc9SR+maa8yX2MbTVsI4baOadlNw/nSxecXQKrcbhjOW575/OpREn2l47VIHQz4/drhfLJ3ED24APPFc7boGt5Z5J8xxkI23OST0UfkT+Fdfp93DFYPPKViij+QIvUn+6B3zj8z7UrFRVtSK71YPbpN5Mdvc20jJwpCDkbdv0XjJ5Ix24q+l8NQt0sWhUyjc4ZfmG4nrnPfnjr7+mZq7ONRWS2yqbVcOTuVExjHvjnualslYWoaFwIWAZix2szA8FT+NJJWsi4pWHS6ZFZWsupWt3HutoxvhY5cOScEY6cDOah06+iR5Rc7mYRoYwg3HdgEgN/ut3OOBTHulupnja3bG5oCyzbQFwAeMEf3jn0/Oo9GUX013cMoABLkFgucn5ePXoPfinsgvbct2+i3+p6U11BFby7c4RpR5me3A9PfHtUNxdm21BFuLOVY4sgqzmSUnbwUOcAbiTkev5R6be31hcH7JJKk20iUCPLEgZIKn8/oPwp0t5PdedcuxKuyNHIejEE9DjjGT+dLW+uwTasVby+JkvjEjeSrZWKSPLDngNk5yOfw+lSW6Qy2SXQ2yArmSJo8HJOOOe3X14qtHcmSC5OHMiubmYtz5kRChhjqSM5BHvRoluuveIxZS6i9ugSRrZoYgxdlQkLjoOAck+nvVN22MZX6FzRLr7Ok2oyPOIrcDCxfdklOQuQemOTn2p+nXGnAW/2kDzbhzPcBd3lhQ2VBXoSeemMetc3p88+oTBp5XaGHEjJI3HTnHocZqeCOBbOe4cyFEkVApGN7H39AOf/ANdK99RxjfVnSJCsk5FtHC8Jmyx8vapjzuxjGAp4BxVi41jKW9ysa291ExRgVKpuz95fbBxzycCnWuoRW9iZpz8xYJHCgxvPp9P/AK59KqavvOptLEdkG3c0h+YBCMYGRyO3/wBc0mle5pZXRqvcR31vHaxxtHcwRkqUYkrljk5HXuQM+hNULjT5NItpNSWSOaAhEIJ+cORk8c5wPX2qSzWRLZWgbZE21gSdrkn5fxH5VRa7hutwEciRSEiTay7NqnuuOTgZPP0ppFPyLdpcxLDdtcSpFNEy45zuOzBOOvBA6etV5rbUWsRfC2vPKyCXjB2Mc8D6euKraTE17bXd15UhOHZgF+6Wycfn2rQ0nX7nS02KUmhccrIx2qT12nseaTb6DTi9GQw3tpDqRdLpo0ORJOU2RnaBwyk8k5Pp0qre6grNcRkhkiYgSoFKsufT0P8ATFSXVwl3cXE8lurSLKrN8uOMHjBPOeM+4HNYl9Ih0y6ljaETNcbniUYxGcbSvbAY9PcVSMZb6F/yGmT7RIxWCQEllXIA6ZI/mOtT6lc2mnmDTbWRPIjlElzLESrM2PunPAwMDvz9Kg1WxstP8MQ6hpOqX0sJufsrLcQqiXWE3O8Q67QSFO71HuBnNGnkSJbRGRpG3MhzhAOR9OuDSbuTFNvU34dYOoRXEC2pWWdg6CNtoVVOVDcc4yeT61eRL+w3XVvIC5lWRo2cbCqDjdjrjOQO9YSFre/FrGiptiTzDnh3bBIz3HP6c1vjVFn+026hVtxGE3yEEvJng89eeOAeuelDStqaJJIq22oTW14biNpFjBxGGGQ2OoHoeR14q/LBDcgT36FC0bKyLlmRsdSF68kHPesmztJEvUjeIlpVyXY7QgIPAz346/41bvHktkRo90u5lWRnX7wxls4PI6D6GhJMt6op6kPsN1LbWt00lvFGqwSHjeWIAPHAGc/98irksyaje2sdsqwI4zmchEJOM5HbnP4YrHvndBBA0UW93DOsa7QVGVUYH+0WxgfnWhqEKxbCjLIkSgSmNtwV2II3f44xzTbtoJO25Zu9JvtEed5rQSxOFAltpiFJJwxI4JGDjp3rPOpwppbosbx3XmBmMSsITliDz67SOfpViTUtTm0+O0eWaVXQmKPI+cDhgCByB7+lUNSnbdIjsTEzrJIoGN2AuQR68nn2qVfqKbTehEbpZ7yO3mZYzMg3OAwHTONvuPwFXLSCa31a2jt7VZrhwShWQjBJwD+HzemR3qvov2DWvGYs9QvLm3t7lz9nk8yKPyg2S28uNuB8wAHJOB3qCS9vtFvNZ0/ypmzMYQLpVMkWC3UD+LA7HHJ9qJO+hi07m1GpTU72WwSA2dv+6EIYoplIIBH9/JzgZ/lTb9p7ea4ikuAiqqKwgjMe/jOMd8k8n2zisGIXiy+TESY4ZDKpVvlzj7x56AV0mmRLegPNJJcybQWO47TjnA+nFM0jE0ZZYFW3u5TBcruMbMjsEUgAyEA9WOevbbS3EBZUv4ZoxCku9LeNVRAin77YI3E5OST+uaxdVSO0uHTzmMdwVd3Rg4P+6PTn+dWLCTbhpiVUjPkIMbwerexGKSTsXGKHJrEkk8dtaxizjUl0k53hc5IJPGPYDtipLKWQ3UsySF1ZYw5xkNzk7vT7tF/cGXTJ4DZiRvLCxXCIWaPncUz6nI6c8+hrLsLie3urqO2CH5BEzEb+Fwcj1+YNn2p2BW7Fxry1imlkuRNNbSEgKgB6npk+nGaWT7M8ixWuYVIysjHzl6kbTjlenXsB361Lo2nabqtlJbvdTwXxU7XDKIyCOSBjn9Ko3y39lfnbOk6wFQAvypgjYA4HWlzK9kEo2Vy1eIY4i3mW5Kk7mUA54wM8njNZc97MIWgyieYA7DduBP8AQ8VT1i8v/OvJs+VIrKJBC+UBI6Djvgn6g1Z1rw/qvh/QNI1K/muI7u+MhliaPAgwFKBjj7zBs4/Dsarm7mTZE1nDILu1wVjgMsw2nlmRCRuz1HH86sMgbS7OdvmZmYkEDGQfSiig0RraHEmpWCPeKJXmV97Ef7LNgDoBlR0FLp0jtZ73YsYj8oPTJ9v1ooqY7jMrU5WS0uHTCE2hJ28Zyyj+TN+dXbWOJfCt5iGP5ZMjK5OQFOc9e1FFFQiexmwX0moXttNcIjMLeSQhQV3FVbGcHOOMVHJPLIyIZGCQqfLCnbsB7DHb60UUqeyI6lC5kkt542SRv3jmJ891PBH5E1RsdSn0XXkvLPYJIi4UMuQMoV6fRjRRVMfUXS1+dRkkEqDnv2rqNHhTU4r6K5AKRP8Au1UABCW2bgPUDp2zRRREa2KqXDtp8cpx5kZYKxyf5/Wuk0S2jvIYoZwXafdvlblycFg2T3B5ooqamxb2I7WVxYeYx3mMAKHOQMj0rH1NylpcbMIGiiBC/wC0wB/QYoorXoM0kghg8PSMkYDx3IIfJyeU6nPPU1XjBvdft1LGH7Tbs8pi43EqQeuRziiiudfxPvMerMm4v5BaW6qkSpCpUKF64cgE984FZN4+YnO1cEbSvYjJH8gPyoorXoMn1fxZJr9tbwTaTplt9niWOJ7ZJFKxqPuAFyoXnJwOTz1q9pdrFPbSK4OZJYkLAkEA8nH1xiiikho1NcKW2jaYIYlR1nYLIM7lA9Occ8Z+g9KLm3W312IKzMQN4ZuSDuxx+FFFVItF+6laS3uDIFZreF5YmI5U7wuPcd8eoqCa8mae4h3YSKNcAd93Un/PeiissM24aijsUrCMf8JMw5HkmNUPcBen8qk1O+uBrN1GrhUeOUOoAw2xeM0UU57ky+IoQ3ckFrE0G2KVYzIZVHzMWZwc54xwKgcN5AHmPj5eN2Rz1+lFFXESMq18QSaVJcRPp+nX8Lyg+Xe2/mBWTOCCCCOpyM4PcGp7fVbzUbyfUrqXzLq6m8yViMAsT1x0Hp9KKKl7jW5c8pYdD1C6UnzXhUMT3BbkfoK02L2ummKGR1Ez7HIPJAUHH60UVZoi1qqLExONzQW3yM3bGMcdOM1dhhWLS43JMjsSpaTk/e6j0NFFTAaMOBVkuJJWGWWZyPbgt/NR+FX/AAraLc2988kkm5RkEHu2cn60UUp/CJmSz/6KZCqny8qFI46gf1q1s3z3qMxwqIw6dSRmiiqexDMC/uXFlLAAuJWWYtj5g69CD26n8zSX3iLVdS06HSry9mntrZ3mQSSMxLOB1JPONvHpk+tFFKREj//Z", 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", "info": {"video_id": "44334", "label": "lifting synthetic resin adhesive up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "44334", "label": "lifting synthetic resin adhesive up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ab08d2cf852bc4028160f3f4580b5af2d77cb2505fed880b648b61ea179feed2"} +{"episode": 72966, "episode_seed": 1402629204, "split": "train", "timestamp": "2025-10-13T03:37:59.182189", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1402629204, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling a pringles can on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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ofSYW6hqKE45qN/3fOM5P6VomDABxxVSZGz82PwrjsdKZSYqDlRioi/oeKldSfvcD0qFU3yY7CixZYgjyu4jk02UDk5qUnauBXIRz3Wo+MbnTG1e4tIh5nkiNA2WVCwX2HB5Pp71pSpOo7IyqVFTV2b08vlRZPU1HaTBW81zXHaXrF3dRym6uXlwFK7z0z1rRjunlYIprR03HRiVRSV0dHPeC5yq9uhrN1GZkg77iOlT2sLINx/8A10mpRsIc7OSOtEGoyTFUXNFowLQ25VmutRliJP8Aq4Lfe2PqSBVHUfsrODZPee7TyKc/gBx+dUr+7MEhVlYHPpWe1xO2SI3A9SMV6n1uvLrZHk/UsPF3er9TutAlPlhXOeK6QPtA9P1NcZ4ZdnCk8muxxhQSecV5Nf4rnrUPhVhwLO209TVoxhEwKht0/jPeszxTeXFnorzW0rxyLIgDL1561nGPM7I1k7K5oyDDACo2nCsFU8muV1S5lt9Fi1Gw1zUZQ1x9nzPGqLOQu5nj77VPynd6j3A0VvP3mSea2lQcNzKFZVFodPbuBHknJNVJ8iTjlW6CqkF3uwKugeYQvrWTRomLGgY89Bx9ashcnPalijzgAcCrKw4XpRYLlJht57Cq02CMgk8VoTIT8oU4qi6dh0pWA4bxFAZJcbsAnmstblbeHyhI2z+7nj8q6XxFYvJGfLPPNcrHp0gBEsZc+7Efyrvp1G6fI3ocdSmlU50tSRdSQEIpGegFdfoySLaFpSPm6VxWg2FpfeLP7N1C7ms4ZH2pJC8UaxnqSxk7Yzx1JwK39Knu7XUNSsLmS5It5jGqXGA6AEjnHGeBnHFKtS9y6HQq+/ys6yI5PFTyEGMgHkdKoW8wCYFT78n3rjsdlyuo+YnGCOtWIo/4ietCxh33A5Hf3q3HATyBz6UmguQeWSDTduOCcE9KuNFjk9BVSVATnHApWEQsduRnJqIvliO1Ofkegpsa7nB7UFEyRYTJ61E4wM1R8S3c9pozS28rRSCRRuXrjPNZGuWev6Jo2mXt3fXYmuzJ5kRTAhwFKAnH3iGzjt+db06Mpq6MKleMJWZxEjlQcGo/NckDcaKK7ziZs+Gvn1RN3PNe6aZGv2dOO1FFcWI+JHTR+E0pok2Djp0qhcQooY7ecZ5oornZtEyblQBn8aihAC570UVJqtgJ5P0rzbUtQn0vxdd3tts86KVtu4ZHK7Tx9CaKK6cL8TObFfAUdN+WOQDttFdFoyh5csMkGiitau7FR2R00I71oLEkkXzDORRRXKzd7HCeJIEFwuMjnscViJbRvLhsn6miiuuL905JLU6/QLWKNBtXGTiugYDKjtmiiuWpudVPYsdE4rnvGJ/4p1v+uqfzooqaXxoqr8DOR1jxE+swwRSabYW5hRUje3R1KoM4QAsQBzngcnmr/mtv696KK76+6ODD7M29PJODXQ2o+QHue9FFcUjuWxqWihm5rSaJfIJx2ooqUJlGaNWyT2FZ1woUtjtRRQUjPkjR2bcoODVCS1hLn5BRRTiVLY4q71QaRrWoRf2fYXkUswYx3kO8BlHBBBBHU5GcHuDUljfXF9fXl7cyb7i4cSSNjGWOfyoor0J/wkebT/jM6KykYkAmtUEjHvRRXDI71sXY1C4A6Vq2iBkBNFFZgPuUUSBQONuazZUDHkcDNFFUxoz5f6ZpYwAgooqSkY3i3jQXPfzU/nXHXeu6lf6dDp91dzTQW7vInmSMxJbGc5PONvHpk+tFFd2G+A4MT8aP/9k=", "info": {"video_id": "11414", "label": "rolling a pringles can on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "11414", "label": "rolling a pringles can on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a1b2196870ba8e8ac9c0d083d777acd5e076ed035df1289ca934fc794b1436e8"} +{"episode": 72967, "episode_seed": 3288407569, "split": "train", "timestamp": "2025-10-13T03:38:00.056936", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3288407569, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving color pencils down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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tcy4gYfN34qJtImD/AL2WGIY5LN7Ul3pOv3F1N52oeWpboZD0/CqL+GVDE3eqL74Oe3ua7oUKaj70zhnjcQ5NQpP52RZtbez+0So+ow8Dt9aRhpMN0Q98Tk4+VeuRUem6NpEEjl7mWViuflGO/wBKZex6Ut3GqRStz1zXLWjQU9G2ddCpipQ95JGFdtp86QgXhA2cZXtk4px8P2mkaeby/wCSRlYlbp/iaZPDpn2a3xDLnygc7vc1oX5uLq3lvJ4N0K42q/p9K3w8YXk0rkylVdOPMYsGs6bH93T3b/eYV0Wna7F9njKaagHPBPv9KxbfU41+5ZQAk9x/9auksNXcQR4hh6Hjb71lXqUuX4fxFRo4hz1n+BpWmv3DLN5WmxZ8psfKTV5dR126t7cRQeVmMfdjx/OmWesXBEgVYlzG3Rfap5NTumt7b96R+7HQAVze2pqOkEbfVarq+9N7FW8sfEM1nIPtDJnHJfGOfasWXw3fyoTdaovTu5Na93PK9rIWlc8d2PrWK7EhvpXTQxclH3Ul8jLEZZTnK82382Ry+HNOjwsuo7jnnaK0kstGhskwZnwvesxsc896nDbrMemOKnEYmrJasrDZfQpvSJnSQ6ZJLD8kqjzz0P8AsmqVhb2iXwNuHww5DdqsKBiAntPz+IqDTRnUHx0Wlhpyc4pvubTowhztLsdiS32NUycn5TUl7KseiSljjZH8vP5VWaXMKccisPXb5pJEtVOFQAsM969SUuVXOaKvoTWNlZqilbODoOqAn8zW7CiQ2i+UiR/vlzsUL/KsiybEKeu0fyrXjYfZDn/nqteMqk3OzZ3zhFU9ESzDdPJu5+Y9azdSjAeMjrtP861J+LiQf7VVL63lkMRWJzweimlRvzl1LchhSlUIycf/AK6bbSbJzhGbII9K0m0u6dNxjCDPVyBiopLa3tr2JZr+BSW6A5rtcHKNkcTqwi9WUDKwvQfL2g4zmsu/hCWnzHmORk/qK6K8fSYSpa6kkwOdi/8A1qwdW1DTXefYlxsLocH1K1zRpTs9C54mlzx1PSYJhFbgjisu5lu77McRXyCclicbv/rVnateTzWf2SydVlkGNxOML3NZsOg3Lj/SdVVfbcT/AFr1vdas5WPPq1Zwl7kbnVadZxxXJ869t0+U8bs+ldBG+kwgb9Q3H0Rc1x+kaHpkN3ulvnkbYfuCuqgs9FjA4nlI9Tj/AArz68KClu2b0KuMnD4UvmaX9s6XFLeLFDLMyuu7dwCcU1dZvpP+PSwRR2whNWIprKCW8aCxjVvkJJHWlOqXDEBWVB/siidajFrliKhh8TOD55dXt/TOXZfF18OW8hSexVP/AK9U5fDF46s+o6qoPoWLHr71pXF3cOzb5nPJ43VRY7icnnmu365JL3Ul8ji/siDf72Uperf/AAC3p2kaRaWjK1xNMQ3O3p0+lZV9/ZuJwlqzAFfvH/aFXbeT5JFz3yaybkfLdjvsz+RFefUr1JVNWelTwdGFFqMehZsngF/dGGAQ4bkg9eTWnpsitdTyf3sAGsKKUJe3WO6qf0rRtJlhjJJxgZNdmGv7NDqJX0KviK5W21a3Vo0k3IxAbtxUdvqqhRstYR+Fc3quqHUNaWQn5EOxauWrjYtcOMk+fQ6cPTTjdnXRatcGcFdif6N2WoW1C4k6zv8AgcVRikzOno1uQKQNgCuSo3obUYxV/Uq3sjtcy7nJ57n2qkxy/PHSpbx/9Lfn0/lVdyNwOeMD+tdkPhRjLRskt2KzY7kGoLgf6fHSROVvmGCd4+XFLeKy3MDMpUbxy3H86wqr3jSDXKzGuiFtLY/7JX8jXVa/Ki6CEA5Kj+VcjqU0CRCNp4h5crj749c1ra1dmTTVBIGQBgmvRwrcFNW3OKpaSg77HPQDJzW7prAoB6E1zcd3bQ/627gQ+nmA/wAq19M1PTvKJN2pIY/dRj2+lc1WjUlDSLN6VaCnudXaXMMJbzJUXKMOT3xUzXq+TbqEkyseCXGwfrXP6dNpa3Cg3MzEnI2RY9e/Wrsetab9iglEc8zZYbnAycH1JNSsI0vhb/AuWIh7Ra6mpPLGbLIukYsDvWKJn2fjwDWUQGU7RM3HV3Cj8hzUV54ljFnN5VmxIQ/fl/wFcy/i67wfLtrZQfUMx/nXdh8JVlH3IJfic+IxdOD1bZ1lhPLpl4t7CITNGrbVdN4ORjnP1qS3dprfcFJznOB3rgLjxJqbvlbkx57RqFFSWep3ktq/mXUzfOern2rTEZdVcPekjKjjoynojqmGyGRm48udDycVDpTINRusFT83Y5xya5G5kPkXGWJztPJz3q9od0trc6hIxAGRyew5rnpYX2bUr7Gs6zlKUbdjrry+cMI4nUP1AJ4+prOFvGWaS61CBWY5Jzk1htZHULl7m4vkQOeF9B2HWr0GkaYgBkvXf2Ra6ZezlvI4HUrJ+5E7Cyl0mOGPffF/lH3B7Vof2to8Nm5SGeYiROvArKsbfRkgjBhmfCL1NbEU+nxWUwg0+PIZTl8etcC+rqfV6nRVWLlSeqWhZl16eW4kWx09F567Sx/Ss/U5fE115QjBiBzztC+lbFzq8yzusaxxj/ZX2rI1S9uZI4907kZPGcD9KdLEQjNcsUVUwdSpT9+b+WhjzaBqk/N7qKqOchpC3aoYtD0yC8Rpr1pdrDiMY/xp8jluvPPNQM20g59K65Yuo1ZaHJHLKKd3r66l3VF0qCEhLZ3P+0f/AK9YV3LaBbgCxQ/Omc+m2tDUzuiOfWsm8PyXB9Ujb+leaqkpXuz03Qpx5bLqVLa/kv7ma6JYKzbVXPQCty3c/Sua0wiKFUH1P1regkGc5rrqNt3IgtDoNOlZZlyeoIroreT5QS2a5Wx3PcRhVJ5xwPauigVkUb/lwOrHH864qybasdNKSSOg83Ml2B3RDTFfBGTVL7bbx3DrJd26lrYHHmgnj6VXk1rT05N0G9o0Y/0FOVCpK1osmlWgk1fqRzvm4k9NxqJmAckniud1HxdbQXs6RWkspDnl3Cj9M1j3njC9lU+RHDb89QN56ep/wr16WXV5JXVjzamOpRdtzs7ORjJLGASdxPHpVa5aOO5kSaRIw8TffYDtXDWms391eN595M4MZ43YHBHYVW0uJtX8XyafNqc9orLKYjGm4syoWC+w4OSfT3rKtlrhP3pG1LGc9N2R10GoQXExMMqvuiTJX8f8KTUNUW2sJW8wAkYGTivP/D+rSRWs8k8pKiNMZPTrWFqusS6ncklj5QPyrXRRofZWxjKq7Jvc7GC+sxcR772DO4fx5/lW7DqenRgZvEP+6jH+leV2h/0mL/fH866OJs96zrYCndXbNqGKm0z0OHW9OW4tMTStuiccRH+pqM+IbIDiK4f/AL5X/GuXtj++0/6SUzdx1qXgKNloKjiajlNX6lvVvFTR3rCKxj+6CDJIT/LFZU/iq/lUhBDDwOUj5/XNUNUP+lq2eqD+Zqg3GfpXrUMJQjBPlR51evVc2uY0o9a1Ga7h8y9nI3f38dR7VLdSs+GdmYg5+Y5rHt2xdwn/AGxVnU5XSzLIxDZHSscVCKeiN8LJ2dxLs5aX/ruT+grpfFW5vD6k9AorH13TNPt/DsOq6bql7OHvDbE3MKxrcME3O8QHO1ThTu9R3yBv+IIjc+HWwOiZrmXxo1StTaPN4zW3pTbYG/3/AOlYCGtjTWzC4B53D+VdtT4DCl/ER1OnP/pkXPep4TjTYh6SOP1rO0uTN1DzzuqeOcDT0APIkfj8a5lrFmsv40fmTTnMMi+qMP0rmskqK3C58ts/3T/Kue8zgV2YTRMxxmrQkh5H0q/pz/6O4/2/6Cs1271bsHxDL/vD+VXifgZlhtKiJrlsRT/7oP8A48KqXczJcm3Bwsr5bHoOf61f8P21hrHij+y9Uvbi1t7g7FljmijWPnJLGTjGAeByTgd6zL+F7PxDe20y3CtazNEFuABIuCR823jOAM44ryZaRZ6H27mlbEge1asLHg5rGt5ARWrbsWGFUt9BmuOR0I6Wwl3RR/Mc7RW1FL/oU/r8p/WucsFIhQsQo5HzMB3961Y7u1jtrgNeW64jz/rAe/tXH7OTqaI3nOPstX0NqdyZy3qAf0qjqEn+jp/vf0qCbWdPVYyboNujU/IjHt9KydW8SWUdmTHFNKQ464Qf1rSlhazqK0SZYimqV7lstlevORVW5kwkbD+Fsmubk8WzkYitIE5ByzM3+FZNzrmozAqbuRVPG1DtH6V60ctqv4mkedLGw+yrnf3ZJtSzDaMZyxx/OsK9v7RIVzcIS9uQQpLdD7VzN5cSHT0fe24hfmJyau+I/DGp+HvD+jX9686z3vnCSBoyBbjCFFY/3mDZx26dc1zLAxg3dnRPEOUVYs7vs1uJlG5sHhun6VSXxHqB+SMxRf7SJz+ZzRRXbhIRlurnHXnJbMsWOo3s9/D5t3O/zd5DXTRMSBnn60UV1YhJNWFhHdM1ozi8h97Jv51EScZooqHsvQWH3n6nNamf+JlN74/kKoSdD9aKK9WHwL0PLqfxH6jtOJ+3jn+Bv5VQfU7jSPEbaha7PPikbbvXI+ZSp4+jGiivMxnxnpYP+G/U52eV47MRKxCscH8M1WSiis6Rq9i3bHE8Z/2h/Ougt2PmkZ4xRRTrdCqHU24CRLp//bSqru28DNFFR2JpfFP1M3Uj++T/AHP61RJODRRXo0vgRxVv4jI4j/pEf++P51Z1Q/6Ie/zCiiuTFbo6sLsx3iDxVJr9tDDNpOmWpt1SOKS1SRSkajhAC5ULzk4HJ5rtNRY/8IzP/wBc/wClFFcf20dH2WeWR9q19L+7J9RRRXZU+BmEPjRsWTFZUI/v1NBzZMe5nIoornjszSp/FiOckK3+7XP/AMNFFdeF2Zji90NJ61Ysv9XL9R/WiirxHwMyofxEMg15tHubuM6dp1/FMwcx3sHmBWT7pBBBHU5GcHuDVW41C51O/vNSvJPNurh/NkYjGWbk8DoPYUUV5r2O57lZdWuUcKnlrj0XP86e99dT/wCsuJWHpuIH5UUV1UoxtexhUbNbTubZM88n+dbNoT5dwO3ktRRSl8Zb/g/IndiYbb3hWqGok/YpB9D+tFFVH+IvUhfwPkYhPFQv1NFFd8jhiT3DH+zY+fT+dR3/AIk1bUtMtdLvL2ee2tpZJUEkjMSzAdSTzjbx6ZPrRRXk1PiZ6cfgR//Z", 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", "info": {"video_id": "7956", "label": "moving color pencils down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "7956", "label": "moving color pencils down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "7956", "label": "moving color pencils 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": "ba9410be7e727316c606789bc2438a10f787af6b59b08efb7a929fc68d10f85d"} +{"episode": 72968, "episode_seed": 3766511105, "split": "train", "timestamp": "2025-10-13T03:38:02.100539", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3766511105, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mascara from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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c8P8Aw61PWNtzqMjWUB6ArmRh7Dov4/lW8GqcdNyXeTKniDxnrXigsrMQryYEEIPTqOOp5B5Nbvgz4V3GrSxXms+bFblhmJDiQjPdj938OfpXomgeEtL0KELZWi+aR80z/M7fU1v3F4NJ0W7uDw4LLH7seKUaiTu1obxoSqNRT1ZxuoyWr6jclQWJmOOeOuBVN1XcMLyeMYp1jaT386wxJ5ksh/L3Nem6ToNrptoiuiyTdWkYc59vSuGFN1ZX2R9fisZTwVNRer7HmQiK8vDLHjuVOP1pjIXOImDADoODXoegx+JFvtTh142U9n5mbOSJcMVOeGH0x+tUvEHhqNFN9p8QQrzJGvTHqB/St5YRpXi7nm0c5hVnyzjynnF7pA1m2e0aLzWClxhemB1+tV/AFpc2U+q2UjyNBCYzCH7Z3Zx+leheGZYV1KWJkHmyx/I+PvY6j/PpWTfwx6P4huLNMA3MfnRjGCADyPwzRGm/Z8yPPx019bta2n3l0uqx4yM1TkiDuA/SoVclvpVO/v1Tlic+grNE2LhtdFtHklNrbo5HzMEGT61594v1GG2n+16dGkNwuFLouNwPr7jqDVi7u73U70Wtkx3HOWHaunm0O10TQMEma8u8KzvySOp+lD01Z00Wpv2cd3p6efyPG1v9Qc8S3Tf8DY0pvr4gjfPnHctXrulaJJfXUcFumGP3j2Ueprvm8J2trp7mziiN+IiI5JVyN2OM+2a0pzlPaJGLwcMNpKo2+1v+CfOV1reoteytv2AnaFCDAArqPC2pazqE01tcIhthHuLC3VGLAgD5gAT9M16po2g6hdaOF8RWFiL0MysIkBVl7Gql34VGlRSXNkm2HOZI152j1HtWknPlasc+CjS9vGUpbbGDbaLPqsNyscZZY48kn+L/AGfrXnt/pOo6PqL3emuI0JB2A4De2Dwfp+Ve5eFbks9xaMoyf3iuO/Yg/pXNeK9Ohh1OWJkzHOu/BHByamMOWmpr5hmM3LFOLVjaidHf7NERiEBWAGAMjp+VaUeFwM9BmsfSVV4ZJ8f6yQkH1A4B/Sroc+YwXJOf0rsjO+p5c4cr5UXhhYjk9RjP1rjPEt3/AGhrJhjbekJ8tFHc9/1/lW/r+pizslZDh2OE+tYfh20WS6+1su8rygPPPdjXPiHzNU0e1lcVSg8TLpsdbomlQ6NYLJJt+0SDLHv9BWg8104zFGo93NQQDOHdizepq2JOKpKystDkqVXObnLVsri9kgcC8hCKekicqPr6VJfWkGo2jwTqGicYz/UVIXVzyPbFQx/upzB/AQWT+oqk+jM5NP3o6NHn+kaY1r4mktinzRZKnuCCDkH3FX/GunL5UV+igbR5TgdMH7v68fjWxNb7PG0Tjo9uWP1HH+FXtXtFu9KuYGTcGjIxSo0vclDzHmFXnqwqdWlf8jlvE+kDxM1lZ3cRjtoNPDRzI/LM6rz+BU8V4tbaNcrd281tbT3MUbK8johA4PI5HUfjXuOqWw0eNroggTWUTOe29V2kD64B/GsASbbdARghRnnv3qopN2OTaNyCTxHYyK24zRsT914mBH6UHV4fJaZGbamTkqR296U3BDpycA81l6nKbi6SIg7cZI9RWtWqoQ5jTB4d1qqgiLQdIk13WAZSSHbc7HsK9ktEisoEtbOMEIMADgD61x/hyx+zWnyjDP8AeYdfoK7K22xgADFcNNt69z18bUXNyLZEjRXjcrcKnsEzSw3U0L+XdRgDtKv3T9R2qXzSPypdyupVhkEVutDh501Zoo69pyalpUsZUNKo3xnHRhWB4MtylrK39xyo9QDg11Vq3DxOctGcDPcdqyPDkAifU1H3RdsBQo3qxmN1GsLUpPpZr7zJmtV03xzaXOfLhm8yQvjO1hG27j8jXIaLbveatBGfnjDb246gc/4V6rdWiyX1lM+NsUhzkeqkf1xXC+FLAqslwAQJCVz7D0/H+VFWPLK5xU3dFmPQLR/FX25baI3M26SZ9vUgADHp2+tdjHCsKKgQDn0rM0ho5r+6uRjy48QqfYck/n/KtNpfOwy/dzx71nT195nRUXK1Dsi9EqlN/GM1yfijUhcNb2kYyseXfH949B+ArX1fWLTRdLeW5uY4gVOzewBZvQetczoCPqd59oK70B37j93d2z/hU13oorqellUYxcq89onY+F9Pg0rT/OnH+lygHb3A7Ctsi4mGdwiB6Dqap2q7Mknce7HqavLJxVxVlY5K9Z1KjqPVsrOl9b4dZhOo6owCk/Q1YhuluIsqCpH3kYYK0NLnAPNV52CbZ0HTh/cf/WrRPl1Rzy9/RrU5XUI/7G8U2s0K/wCjzSBsdhngj9a5/wCJt4uneLPClweFd543Pqp2D+tdp4st92n20y43R3CY+hOP8K4z4saQ+o6hoD7tscPnM7en3MD9KUVbnj00LxFT2kKVR7q6+63+Zk3WsRJKfLOR7VhXd3JOfLjyZJTinQJFHbGQruJY7WPp2rR8Pab9oujdSLkDhM1z+z5dQdVvQ2/D+ixabaeY65mdfmJ9T2pmuTi81XyYiXEWI09z3/WtPVLpbPT944bIVfrVTw5bebd/adoZk+7kd/7xqJq/uHqYD93B4iXTY7PRLCDRtNQHmeTlsDkn0q8RdSjKssX4ZNVbVdvzNkt/eNXlkwK6EtLHn1KrlNzerZXZ721O5wtzH32jaw/xq2skc8W5eUIwQR+hpplBPI6VEx8q5Vh9yQ4b2PY1UXYym1PpqcrBC+k+M0ijGIJchR/ssD/I1c8YaeLnTftSr+8t/m+q9/8AGrOuQA63o0qn5vOKn6YzWvcQiWB0IBDKRgjirpRupw6BjKnOqVTrbX5NnGQRtDYwxR/dUBWNTLIsYaT+FVz+FQpMyIuBx6CngLJBJG4yHUg89jQlbQ5W7u7PI5PGl94i8TW1uypHaPN5caKOQCcZJ7mvZLCzis4VhjHQc+9eX+HPAM+n+JheXUiNb28haIL1b0Jr1NJMMDnrWbS5rnRGrP2apt6F1ZMY9KnLjHFUPM5AxU8cgIwTTQmyyDj+dQ3chjRZR/yybcfp3/SnFuODxSSFGUq3PGMVXKJTszOtbmK98SSywuJFhtwm4c8sc4rcYhuP8muf0XS/7Je72NkTSbhx0HYVifbr+/8AGV5ph1m6tIsyeSsahssqbgvsODyaulPljeW4sWoyqWpvRJIm8dXD/ZtKsQeDLIG9di7SP5/pXNTM3GD8o/nVeO/u9SY3N7cyTyIgVN56A9at20DzyAYyDRory7mTldKK6FHUZZLDRbq/2g+Wvyg9yTgfzrB8DXdxrfigxXzmVTGZDkemMD6V6FqOkxX+hT6e/AmTG4dQex/A1meC/CK+HXluJZRLcSDbuAwAue1YTakrM2oznTleLsdxbxrGPlAGOMVeibDc9Kz4mwetWUc5qYo1cu5oZBI9DTgegzzVZJORxUm4A9elbWM2yrqF6mnN9rl3eVjY+B09Kb4Zk87TPtWMC4leXn0J4/lUl3FFe20lvIuUkGDWJr8s+ieF1FhO8LxOiKynnFKN4zv0LnODoOP2m/wOsmxLA65AZlODXCy3kem6atjbnMu3azL/AAnOSPqTn86q6pqF3Bo0N/Za/qUqmc2+Z41RZiF3M8eOdqn5Tu9R7gM8NW739+ty67oYiSFPQt/D/jU4iTm4xj1HgaUEpVam0TrdGtvsNlHDKAGKbnHXk1fG0MgT7pGQPxqJlYMSSCSKIxs2k8FjTty6GLm5ycn1PGfjI1yPFdushYQi2Xy/TOTux+leofDu3ktvA2mCdSsrRliCOeScZ/DFWtW0XT9Ya2kvbWOYxHchdcla1IAI4lRAAqjAA7VMnrYcLo0c46HjFTRyZTFUd5K8GpI5Dn+dC3KbLgORnvSNyhB6EYNNVwV44xQWCqeetaWIbMHUL2OZLTTnkBuDcopTvgHOfyxWF8VLvyLPT1X/AFsvmKv/AI7zWdKwu/ibLHcandWsYmKQyRSRoI+OrFxjAGeOpOBXP+IjqmqasbW9vbwiykkRRMF3ryAAcAgHgZxUxbs0zWcqbcLLa7fq/wDhipDayXTRW0QPAAPtXcWNssEaRIuNoxWLoelDT0Mpklklfq0jZ/D0rpLbIJJAyc8elZ7syueM6z4w1PUPEhj87FrHcGOOEDjGcfia920y0is7eOKNQBjP1rzeP4cx/wDCYPqBmBsxL5ywheQc5wT6Zr0xHAxzTaV7mkak+Tkb0LyuRxjvVlXBXvWf5h+oqxFJz7UIC2OmfUVHcAvbugOCeh96XduGQeOlBZQACauxPNZ3MX+0YdR12whjbc8O+SQf3SBjH510u4YwfxrgfE9tLpEdzrFjO8E0jImU6jJ5/PAqhq8/ijRdH068utUvRNdeZ5kRXAhA2lQTj7xDZx/9eqpScb8wYpwk4qnsl+O7NTaCV9qEJ3svYGiimznQDh/qaskbSCKKKhdTVD1561LExOBRRTRRa9fYVFnqe9FFUyCVACgJrzLV9Qn0vxjeXlvt82KZtu8ZHK7T+hNFFJkFTS1GJFxxgCuq06JBGGC87aKKqfwoUdy0rEouTU8fDDFFFcpui0vBFWui5ooq0UyWIncKkkJ2/jRRWi2JYg7Vh+NT/wAU0/p50f8AOiimRI4rV/EDaxHBHJp1hAYVWON7dXUqgzhQCxAHOenXmux8GADS1IABDMaKKmPxr5/oax/3efrH9TpJ+VDY5zUP9z3FFFVPcwiODHAqVGIOAeMUUVl1NVsTxnmpP4h9KKKaGyxAcrTJT+8I9KKKt7EHlesaqdO8TaqhsrK7jluNxS6i3gFRwQQQR16Zwe4NJpUr6nqV1eXbeZPK3mO3TLHPaiioEtzoFVcAYqwhIcgdOKKKhFFhvvE96sj/AFYbviiin1KWxNGcjmpUYjPPeiimMur91RUTHLGiitHsR1Oe8bf8iu59J4/5muAu9a1C90+GwubqWWCF2kXfIzElsdcnnGOPTJ9aKKSM5H//2Q==", 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", "info": {"video_id": "43053", "label": "pulling mascara from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "43053", "label": "pulling mascara from right to left", "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": "0b6985884774d42ad2aa136cf2750b3850986f3c8d5b089c5579ba48ce2be68f"} +{"episode": 72969, "episode_seed": 3210199477, "split": "train", "timestamp": "2025-10-13T03:38:03.702288", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3210199477, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) head of tap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "95941", "label": "touching (without moving) head of tap", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "95941", "label": "touching (without moving) head of tap", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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P48ttJt3tIALi8kX5Yv7n+03+HevD7TWL+y1VtQjuZRclt5l3fMW9aUrSehcIySuz0fQNGbw7qrW9vI8tpON6F2BO7uOO2MVyHxJt7yHxRFPOjCJ0Aj9OOo+tT6T4yvF1Jpr12ubeP5iQgRlHqAOPwrsPFlxY+LvAUl/aDfc2h81XA5OOGyOxx19cCvd9pCrh+SHQx5WpXZ5JoWpz6fcP9nlaKR1wGViMkdAfr0rrLH4keIdGEEjXAvbV/wCGYfNx1G4c/nmuBlBDiVMAMcjHY+lW55UewKhs7j5q+x6MDXjuzNj3bR/i7oV4Io7x5bKVx0mXKj/gQ/qBXZnUILiESRyAoy5DA5BFfJUJWadVkOAw259OK0R4h1W3vGvbbUJoZGIU+W2BhQAMjoeB+lTqtiHFM+hPEnin+yLf7NaspvnXIJ6RL/ePv6CuQ8MeGbvxNqbZkZbUNuurk8k5/hHqx/TrT9J8M6trV/M+oia2t3Yid5Pvy89F/Lr0r0hL3TPDOjOoaO1tYF5PZf8AFj+ZrBSvrLYpLlVo7mjdXOn+HNGKR+VbWtpHxk4VAPX1J/Mk14F418bT+KHkhj3w2SHKR95P9pvf0Hatbxd4mi8VIIkvVt7eNt0cL5GT6se5/lXBNF5bkh43K8leuf8AGqc22aQpW1KCMyElQDx0YZFd34O0/wASHRZtQ0q1+0W1ucSRu+Cx6/u/UgdRWb4O8Of8JTrA05LdlDDe8qscRKOrH+QHrX0dp2nWOkadBpNmipDDHgJ3we59STnJrenVlB3ixSiup5O11jXE1Kd1VbmMK5YgbXHr25/nXYWWpRRJvEik445preF9O1+CbTL9ZDGqkko21lcNgEHv365rhde+GOuaLZ3I0y7mv7TG5BGSJUx1BUdR7j8q48TH63N1VodVOp7OPI9TtofFNjdXrWYuovtCHBj3DNSaFqLPo16Hb531B4j9Mlz+uK+d7eNzcPEWaObkqTkEOO3sa9D8IeKC3hqYXTky21yDI5PJDDAY/lgn2rjr4dwinE2hVU04s9ZtJFEz468Zqj4p8U/2TbNa2jA3rrknqIl/vH39Kq+Hb8XxmIIO3b/WsCw8Iatqmr3EmrM0FsznzXDZacZ6D26c11YeUlSSR59eKdZtlfwr4WuvEl+0skjLYBs3E/8AFIf7oPqe57V6XrGraf4Y0NmzHb21sgRFA4HoqjuaivdW0vwt4eXcyW9rCu1VQcn0VR3JrxnxZ4ig8VuJHvBCsWfKhYEKv+J963U7KyJUHN3exi+L/Fd34onaSYtHAjfuoAcqo9Se7e9csN2CoxhuCCM1faPywzK8cmOCvrXX/DvwfD4r1Bhc27LZ2xV5pFYjPon1P6CqjI0cbE2g6N4q0/QodZ0+18/T3OTCWxIADy6j+7/nFZvxGtnumt9WIDZGybnk5OQfzzX0aFgMLWsKoI418rYowF46Y+hFcNdeENO8V2T6ffNOgiAZXjbBSTJGcHgjr1roeNmoeyavf8CVTT17HzYpNtN8y7kdfzB7imXMhlkEhOSwwT64r0nxX8KtX0PT5JIAdQtoSWSaFTuVO4deo9cjI6155Fb+bHLHkB1G9R646isrkuJCkoESrgcPnPt6V7Vr+vya2+I8/Z4mVYbcZ3SE8bsV4rEiMwV2K5Bwfevpjw34StNDIu55PtF1j5ZGXAQew9fesa19EhKy1Y3wn4TTTtuqakg+1gZjjPIh9z/tfyqTxl4tg0HTyWHmTSAiGHPX/ab0FQeL/Glvodv5cYWW7cZjhJ4H+03t7d68jvfEU2oPJJfQrO7nLMTgms/aLZbGsKbk+aRnXOo3eqX0s1zMZJJsglug44A9AKpNZT7nUwvlfvfL0qzG0LTACIgNwCG5Brs/ht4WuNd18STGRLC25mPI3+kY+vf0FaRkXKOhs/D74aQaxoEl7raSLBcf8eqK21h/00/TgVp6l4XdPCF/pLiS9FurLGuC0jMv3ce+cV6k26J4oo41WELjI4244AA9MZrOUbNWlUH5N4k6dyPWnLEVaUfce+j9GTGKk9T5Ia0kkilVlYTwDJUjB29/yqsu+XMZ5O3j8K+tdc8IaL4hPm3Vmq3QBC3UQCyDPqf4h7HNeKeKfhHrehTte6Wo1G0VtwES/vFHunf8M1pzEuJ5ghKsSOuDXW+CLG6v3urO1t2e5k2qrE4EQzyxrAv7cwzPMi7Fc5C4wUPcEV6Z8G7ktJrcjDJPkcDufn/wqajXIzOziz0vw7oNp4csyxPm3TriSYjk+w9BWN4x8WSafayRWI8y+xwMZWL6+p9qxvGXjt7TfY6dIDddHlHIi9h6t/KvMP7Qu0Jb7TJknOS2ea5vaX0WxrCm92RTTzz3jzzu7ys253c8k+pqQ2IluQkU8Z3Hoxxg+hpBdzvIJC4LZz0GD9a7LwR4Ll8R6ys06EaZC6mdwcbs9EHue/oPwrSMjRx0Ok+Fvw/KyNrmrQjYhItYmwQx7ufUDtXZS+HLW2ur+Cyt44Y2AZUXhAzc9B2zXWyxeXbpHAViSPA2qvG0D7o9Kz7hd2qI4A4iBOe+GorVJwg3F2ZMEm9T5p1zwPrXh2+eDVbNkt5mKpcp80RbsQw6fQ4rlWhkguDDKCpDbWB7djX2fJGk8LRyojxuMMjgEMPcGvNPF/wd0vWC91o832C7I/1bfNCx/mv4ZHtW3MQ1c+dmieG4KMCGU96WaB4FKyDDZB/MV1XifwfrehjfqdjJG6jZ5y/NFIB0IYcZwOnWuVzJLhM54wM+lUnchxsfWGq3tlo9jJPcTCOOMfM3U59AO5rxDxN4iudeu8tujtEJ8qHPT3Pq1ekfE63e01GOWcGS3YHy0xwD3/GvLtRktJyBEhj464/nXlQr+01OmnSUTDkbFPsoJL2+ht4ULyyuERR3J7VfMMkVuN0ETITksAMn8e1ejeBPCcenRjWrqApcyp+4jbny1P8AF9T29vrXTFlS0Ow+H/h2Hw1p7wgKbqZA08g9f7o9hn+tdZMVRg4UbjwTjk4rLsDsMDn/AJabh/KrVzOu4IGG8Ddj26ZrdMwe5UsY2W/uZMMAzsC3Y85rVEir061xthfTr441C1edzB5IkSMngMduTiumjkzyT3oUeTTvqPmuYniTwTofiU+bd23k3n8N3BhJB9ezfjXlXiDwNr3hO6k1HS8X9rjbNsj5K9TvT09xmvbpJ8nArz59Sv8AUPGt5pv9tXVpDukMKxKG5VNwX2HB5NFubQObl1K3wev21ltbeSBIVgMICoTgZ3+v0rvdd1ew0bTnuZ5NqLwAPvOfRR61zPwukkv4fEV1L+8uXSBi2AC5AfGcda43Xtau57qQ6gu+WORkWPGFQZ6CuSdZQm6S0sEaftHzs5/xL4gvNfv/ADrglIUyIYQeEH9T6mudd+cVtahc292wxF5XHBA6fX1pEtrny4kEccqOeAv8RPApxdze1inoumT6zqsVlbKGkkz97oAOpPtX0b4Q0q10LSxp9qPkTlnPV2PVjXN+HfCMPhbTxNLEF1K6UGXnPlL2Qf19/pXT6RMDLKD6A/rXRHQynqasjhJThQM8nHc81l6ZEY553IYAswJz1+Y1YnnVpGCkEpw3seuP1rltFv5/+Ex1m1ed2hjUNGhbIXcQTgVXLzWfYm9jtTMF4XrXGeJfh9oXiGU3LQmyv+oubYAEn/aXo38/eunSTPOa5zxnqVzZaE89nO8MolQB0POCeRTuLY8T8W/DzV9AmNykX2uyDczwKcL/ALy9V/lXt3i7Xzo0H2e3h828Zf3afwoMfeb/AArktU1K6h0eHULLX9SmDXP2fM8aos5C5Z4wOdqk7Tu9R7gdV8UNMlhgj1S3XnhZDjOK4sbVdNxT2dx0oxnI8W1T7VLdPcXhdppDuZn7msx7aZkLqh2+tbd7ey3BxMqsvQr0H4elQpaRzQqYJX8wtgR9Tk9AKiEkdbVkQ+HNFvNb1+0063jJkkcFieAqj7zH2Ar6W03SrTQbKysLJSIYww3N952I5Y+pNcp4L8Pf8I9ax+ad1/OAZXIGVH9wfTv712Fy21YDn7sg/wAK6odznm7uxPO+FUjsR/Wsxb21j1OSGa4CTSohjj/vnJFSXt15bRK20LI23cT37AfXn8q5LWpSni/RJB3JU/n/APXq1FVHysi7irncmXsDTXPy5J5qmkvr3pZZifpRcZheJvCWieI4mW9tlWVlP7+IBZAfXPf8a83h8Laj4Ii1GG0vo3gvigWcKRIgXdkEdAfm610n9rT3Xjm60u51i8tLVpvLjeKWNFj6EklxjGM8dScUWOnX+vaf4nsrqa5kmsZUES3GN64L8HHGeBnHFZYmXJRcvT8xQac0meaahpLwLuDhyRnHf61kCBXDbpAvtjJrVu1kjkKEsCp6Z6GmW4Fy6wNAZJZCFQIPmYnoK54T6nVy2HaD4Xvtd1W3sbMKxlb5nzxGvdj7CvpOz0u00LQ4rG0UCODblsYLsMZY+5rlfB3hyLw3YpHtT7bNgzuP0Uew/Wuxu+LaUf7JNdMO5hN30JpW/dN7g1z+qayml31mXg84XG6FTnG1iRg1b1G9Fvpj3JfaiKHbAySPT8elcl4tuFlttLuY2yn2pSCPetY8spcrM3dK6O8MuTtBp2VC81npL82akaX3pXGPulhuYWhmjSSJgQyOoKsOnINeWeJvhLpVzI11okn2CfO7yWJaFvYd1/UV1XjHUrmy0OSe0neGQSou9OuMnNctrjeJdG0bTry61O8Et2X8yIrgQ42lQTj7xDZx/wDXqo36EykkeifE+0hn8LTSOuXjIKn0NfO9yoDGiivCw279TspfAjV8GWseo+J7WzucvbjdIY88EqMgH2zXskrEmiivUpmVTc0k+WGxxxz/AENZ2r3k0GsaZFGQEm3h+OoGMUUVrLYzW5iREr8QpcfxWYJrqVcjPtRRW0+noZx3ZFNIwU44ryfVdQn0vxfd3ltt82KVtu4ZHK7Tx9CaKKmO4S2O5+CgG3W17AQD/wBDrmviVaQ2/iK58tcbgrn60UV5GK/3o6MN1POplG6vQPhBp9vf+IriW5Uv9ih82FSflDlsZx7dqKK6afQ1qbHpmusftIGf4aqaSx+0sM9UP8xRRXYcxC95MfE9xa5Hk/Z0bGO/rWDpRK/EPWFHT7Oh/wDQaKKdHaRNTodaHIBrlfHUh/4RyQcY85OPxNFFC3B7HEat4hfWI7eKTTbC3MKqkb26upVB0UAsQBzngdea+g/EttFdeHrqKVdymI/yoorgzT4ETR+NHzLdoocgDvXVfDLTba61q6upk3yWkQeLPQMTjP1HaiisqPQ9CpsempIwuk5/irQv2P2YnPIcf+hCiiu9HIzlvFs0hubKLdhAWk4/vA4FYVxezXWq6A8rAutw6bsdQCvWiinR/iCqfAduJGweaGYlOtFFNgeVavrDab4h1RDY2N5HLPuKXcO8BlHBBBBHXpnB7g13Hwku5tTuPEl3dv5k1w0TyMRjJO+iissb/u0jJfEef+NrSG18TXkcS4TfnFa3w30y1kv769dN01rtWEnou7OT9eKKK4cNsj0Z/CeiB2EqkHkEVsSHdE2e6/0oor0EcjOX8TuUsLe3B/dsRkeuBxXDavPIkVvErnyzcK23tkd6KKql/FQT/hs9KZ2UnBqQMdvWiimxdDlPG7H/AIRuTn/lun8zXn17ruo32nw2FzdSywQO0i75GYktjrk84xx6ZPrRRWkNjOe5/9k=", "info": {"video_id": "95941", "label": "touching (without moving) head of tap", "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": "6eedbd30986a004f4022eea4fa83af8e59c7b30846de76e63cfde1386ee3e667"} +{"episode": 72970, "episode_seed": 3740066668, "split": "train", "timestamp": "2025-10-13T03:38:06.312921", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3740066668, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 candle and small pumpkin 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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LO0kZzjIroolwK9KbVtDzqUXuzmvEepz2TKEJBbniptI1WWTS1dXKyOcMQMnjjIHrmp/FOkHUtPV4dvnxHIBOAR3rCsLe4023tTOFX96SNrhgRx3H40U7LVkVr3sbdvc332gmczYUZPyhsfUV1VnL5hgkON3OQPWuUsbuRb3cIRslnZWJPAAA+bPv6VsaXcHfGg6Bto49v/rVMmjOx2AuktbWSdydsal259K86udVmvb2S5nfe8nBB5AX+79K6fXJyvh+9ww4i/qK87huMgknqa5qyujswjSu2asVvaxy+YsXGQwTcQoNM1lBfWzN0lUZUj+RqqLrGeasiOadTtKfi1c8fauWmp22pJNWSuclBe7ZlPT2B7109hpKl1MrB2PO0dB/jWQvhG9Z8mW2XJ/vk/0rtbW3FuuT94jqO1ero9zx3GTdiWOPaoROAOlZniWaeDSjMCRggE56ZrZjxnii8toryxltphlJF2/T3rKTvK51KNo2Rx/h3U5DaXG+Qht20N6Z5Nai2k73wG5dxAfYXY4B9T0B61mtojaPYSk3Cy7nU8KVK4yP6irKXkksjzpcquzYuduSoAy/Hf2/GtXJctkclnfU6WzvxGiLMSDHICQxyQATkZ79KxrnVZLy/luHbLOenYD0+lVr5nke4aM/KNzk5z0BNZdvPiIHPJ5Ncddcx24S0Xc1o4rdJfMWFM53AdgfYU3WE+32pH/LVR8h9/SqQuu24DnuatiB7iIlJoiCOMNkVzxjUbujtfskmtFc5OK4mtrkJIGQqSCp7Gt6O2l1GKB/N+UZycZ/KqY8IXjHJurYD6k/0rsdJtIbCy8ksrbFAz/OvVv7tmeRySbsU7Szjtk+RcHHLN1NWl2jq1VLjWEDOqAEDik097i7kDNhIgefU+1ZWFKnyq9zXRcRsVXJANZt80100oEmxIkGS5ICgDngdc8/lWzAQM5HGPWsPUZxCbuNZAksgVVLDIyT3HpzW1JJJmD1aJ7DztPVJm+6TncCfTOCp/GtXUdX+zaPJHE2DcSkEg87AB/OueMpFvPEZd67wYl9FwR17nOaZrQaGTT4yQVaIyH6lq5ql3E6qNudXHl0ubcwyqGU/dz1U+o9KuaXJ/Z83mW7yLLxh9/p0rF+085zirNvdZZueQM158uaOieh68VCTUmtTudW8TXmpaJ9luyGeRgDKOrY6DHrW6mnQXOkLp9zCrReSInRj6Dn9a421AvLvToOMPchiPYDcf5V2575Y/hXVTk+RXPKxUIxqtR2OJVht4rM1jTINTiUTFlkjOUdeq1ZWdSvBrNuryZ3KQruI/DFdKVi5Tj1KEukTxwKI7su6qy736kGm/bvIYRTXCRynjb6oRj88569KkkfUZE2iHn/AHhVWTw7c3twJrm4WKNVAKA5OPr0o16mM3BL3TptMkZp0GOEQk+xJrUmv0tsJ8zzP9yJBlm/wHuaw9OlZyYbFf3QHzXDjj/gI7/XpW/Z20FuCQgaRuXkY5Zvqah6GV7mfqtnd6lpk6zSBZMbooUPygj1Pc9vSuAE2wbTkEcEGvUb+VEjQBepOa5nUtCtdSlModoZm6soBDfUetQ9TanPlONlvGUNgE5U456GrmialLF5iz7sHBBY1am8OPa6hZwyM0sU8m0uiY2j3rsIdPsYLZbYWkZjHILKDk+pNaRmoK1hTblK9zL0i8F0ZsHIXHf61rpL6cVBcxQ2qKIIY4weuxQKy11Dybl4n7cg+tV8XvGkZ2WptSyqFySKx57ezeNgURV3biF459aJpGuiAjkJ3b/CoP7LSUEfaJwD7ihrsJ1o7NGdLc2umxAF5WjY4QA52nOc10OjTLK0UqtmMKXLdgCPWsW70SwQxC4lnmk/5ZxJjc34f1rb0vTiWjW4RFgUfLbKcr7bj/Ef0pPYxlK702NKa4k1W3lt4ABbyKUedxxj/ZHf69K88mSSyne3lBV42IPv716jcukdqdqgdBxWDqGn2epAfaI23rwHU4IrJ6l058pwFxcSFWCc5BH0q7oTX6JKkcLyqMEiNc4/KugTwnZ7t4lnkXrs459s1a8KxGG0upvJeNpZ2wjDBVV4A/nWkKnJHQVRqUrmZE2qFjixucf9cjXSMrRthj71fSYnleM9earX7LtHQEd6FNzNKb01K5mCvtz1p8lysceSawtQnKKGjbLIcn3FOhke8iAcER+vr9Kqw3VsOuNThYshIJ9KxbvUYrOPzoo4y5bbgjrnr0+ldJ9ltXA328W1RzuUcVSWG2umxYWcIQHm4dMqP90Hr9elJRSIlXclawaLcxT28byQuWlRlEKjLHgjAHp71z95BPply1tOpUjlec5H1ruLKGKwQiNcsQdzscs31P8ASm3Vva30YS6hEqg8E9R9DUSaZNOTizzm4llkRlQ/eq/p1xd2envJIGMCvt39gT2rqI/DmlLKG8uU852tJwabrUHmNpmnpbsts1wGbYvygDtVwqW0QTab5upVjg1kruGn3JB5GEogu5GE8U4dXTAMbDBzXXCcqcYxnpisbxHceWqSiJPOcbS+OSBjGTQqnM7DTdzmZJ2RWxBg+lW9IkuLiXbuZEXlsd/amQWj3oL3DFU/hUcE1rWsaW0WyJcDvnqaqxM5q1kaCljjnA+tQ6zoskljb6vbDzgGMVxEVyVYcqfoR+RFSROWXn0ps+pCyGze5eThYo+Wf8P6mi9mZGPbITFGDFsWMYyeuOvXirGsI9/p8FzbxMwtgdzjgMD1CjqcetTw2j3D+ddqgXORAv3fqx/iP6VqPMNsS4wAvb8ayk+hpFtO556bj3q1ZSlmc54xiugutB026cuEeFz18tsD8ulWdM0e0sHWSNHncNuBkwcfhWUoJo644i2pd8OQXMmsiQIUW2jJO4dSwx+Brsm83GRxWNoJcw3F08bLJPKWIYcgVr+bkcDrTcVHQ5ZTc5OTPK7Q3Ex2q2FHBb/CtBUWNcD8fesuC0ur6COWa+kijcbligG0KPrVW+lvdKmit47p5xODsMi5ZTnoD3rttoYOTbNW8v4bFA8uSxOFVeppEgmvWV735Yuq26nj/gR7/TpUFpo0Sqst6xuLgnccngH+taaDkZ7fyrNjRoW5CnAAAAwMCr0cwHU4rMibGOanD44rKRoifUDmON+wJzVAEgcVeJEsZRuhqo1sy/dwfrUFIjMpN1EDn1rREi+XggZB5rJXm8QEd8daSxjbVPFk2mvqc9pGRIYhGm7cyoWC+gHB5Pp701Fydgk0kN127e2+zrGpkL5AA/Cs5LCWYrJdEDHQKckj0JqhBd3+ozxx/asPsLCRxuKDjOPerZ0qeNDJHql0JVBOWIZT/wABrohG0TKU29EaOVjXAACqPwxVFdQku3eGxA+U4ad/uj3A7msu0+168ymaby7VeGVFxuPoK3YLOCzj2W8YQE885J/GhkolsraO33MCXlb78j8s3/1vata2ba2fSs5OO+KuRtjms5GiL1wwktyByRzis0Mc9TmraPuGOuaiktsnKnmsykReYVVuvTNS2UmLcHAIJPUVUm3Rq2V9qj1G6aDQA1u+2RXUbl4PWklcexsbge+GxXO6rfyMfKjOXY4AHU1Z1UJbaFDqenazqEqtcm2zcRLGs5CbmeIDnapwp3eo9wMiGxuL5EuJrx4w4yqQjaQD6nrW9ODVyHUVtCzb6ciAPcMZZT1BPAz2p15fwWKKZM5PCovU1l3017pUsVvHdPOJwdnmLllIPQHvVqy0WNds9632i4zk5PCn+tW0Z3uW1tpbza978sXVbdTx/wACPf6dK0lwMAADHAwOKrrkn6VMnBHNZstFxMEMDxx+VVy2DUyHB5pXhDnPTPcCs2WiEMcdaXzW+0xZzz+VNeF0/hz70qTrvWM4GD0YVJRdWTscY71Uv7dbjyiwD7MkVU0l4tQ8XNpl/qNzaW8smxJIpYkWPuSxk4xjPA5JwKdZtcQ6pqdlcvcf6NMY1S5wHUAkfNjjPAzjitIQaaYotSlyjfJIOcUpG0ZI+tXZGRVycVz3iS8KRW9sjEea2WKjOBW24SoqKvcsx373cjw2IHy8NM/3R9B3q3Bax25Lgl5W+/I5yzf/AFvaq2nRRR2u+GDylY9+re5q4egqWtTJEyHg+lPnx8h9sVHHk9ulT4DptrFlorBuQM81KrsAQM0htj1HPseDVm1gC4kYdOg9Kllo6CzbZbICegwc1OzgjqAa5vWb6a10RpbaVo5BIo3L1681V1u28QaFoumXt1fXazXhk8yIpgQgBSgY4+8Q2cdvzqlBtXRDkkyhnGPpVHVOWtVPRplz+GTRRXX0MEXAxpV6j8aKKzZcSdThV/CpY2JGM9s0UVlItEyMQ3Bp0jnI+tFFQV1K5UNPkjnbnNc5LqdxpXiWW+ttnnRO23euR8yFTx9GNFFVT3FPYXQRgTAdAF/rWxnIOfSiiumOxg9zO08/8fL9zM+fw4q+D8wooqWWh4HNSqx4/GiispFIsKTxz6VMrnZ1oorNlogPzK2T2rM1sBNGbAHLof1oooW6B7Mz9Z8SvrkNvFLpenWxgRY43tkdSiLnCAFyoHOTgcnmtXJGPpRRXUtznKOqctar2adc/hk1bDGiikxokj5wKcDyvvRRWbLRYjYkde1TIxDdaKKyZYsx+YfWoCitMCRztzRRSKMCbWm0rVb6M6fp97FLIHMd5BvAZRwQQQR1ORnB7g0tnqN1f3t7fXMm+4uX8yR8Yyxz2HT6UUV0R2RnH4yxLNIwALHrSWqJMWlkUM6kqCewFFFWzSpsXtxyo7CnjoKKKhmSHIx9anBPH0FFFYyL6Equ3lnmkSRsEZ4ooqSkVdddv7Bbn/loh/WsC71/U7/T4NOuruaaCB3lXzJGYlmxnJJ5xt49Mn1oorWGxnPc/9k=", "info": {"video_id": "183912", "label": "moving a candle and small pumpkin closer to each other", "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": "183912", "label": "moving a candle and small pumpkin closer to each other", "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": "1377a401eb65fd5f747c9817ab97d93993a7bfc3c598c41818a654662b0d6ee0"} +{"episode": 72971, "episode_seed": 1261675931, "split": "train", "timestamp": "2025-10-13T03:38:08.940396", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1261675931, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving pen cap away from specs'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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h5RgHNebzfEQiP91YkSMFaNZJP9Zk44x0qi3jzUZIciONWKkkKmfKIbHzc8jFXGlImVWJ6JdygAnNeL+KLnz9anbPQ4q5qXi3VJyYYrtiVYpI6qFHXgr+HWuXu5pJGZnYl88k9TU1IcuhpRnfUaWyw+te3Qn5Vz6V5lrehaTa+HLbVtL1G8nDXX2XNzAI1uCE3O8Qznapwp3f3h7geixTLtXPpUxRc5XNeJ8Cr0UlYsU4GORVuO5X+8KqxkbKSVajk+UViJcgdTV2G5Xb1pWHctSyfMarO1QS3S7jzVaW/ijUl5EUerHFCjqFxLqTGMfSuC8axxm3SXA3A8H0rp73XNPjQmS8gUepkFcH4r1e3uwIreZZB1+WicS4S1OUdua7L4ethtQ/7Z/+zVheE9P0vWfEcWnatdTW0M52rNHNHGsZ6ksZOMYzx1JwO9dD4Vtzpet67ZOk8fkTiIJcACRQGYYbGRn1wSKlIuUro7yJwMVfhk96xEu4h1kUfU1Oup2kf37mEH3kAq+VmN0dAkg4q1FJyKwYNSglH7ueN/8AdcGrsN0u4c1NgubJk+XrULS571UlvUVcFgM+prNl1+whUtJeQKP+ugPfH86OV9A5kaU8nFZFzLtJz0qjP4u0zMoFxu8sEsQhwADg8965/UPGdh5LOiytuB2HAAbnHFX7OVtiVON9zkfFFz5+sSn0OKwmNTajcm4uJJRkbmrY8ReDr/w34e0fUb3zlnvjJ5sLRkC3wEKKx/vMrZx26dc4ysdXNZWM/wC3XT3jQG4m2Nx985/nUUt3cAQEzSMZF+bcxOaKK3RwLdEkTvkHe33ynXsBn86vWOv6pajdHeSe4Y7gefeiiqQmbf8AwmmrLChH2fJdlP7v0GfWqEnifWJLKeVrw708sjCgdeo6UUVqooUm/wCvUo3erX8sVmJLqVhcAeZlj/e7en4VQvNwCrvcj5gctnOHwM0UUpbMIPVfP9SnuJ3D0OBUmmarc6JqkeoWmzz4twXeu4fMpU8fRjRRXLLc7VsRWoJWVckALnj1HSrDMd0mO0Y/H60UVa2OefxjrY7hg9d6qG7gGrMO6V1ty7ACRzuU4bgcc0UVrHYyn1/roR3ErmK2XeQFiHQ9ct3qWSeRtYljY7o8lthHy5C4ziiii+v3E2Vn6P8AMginf7GbpgrSwuixkjoB2qS4fy7aDYqqbmJjKQOW+bNFFVH4f67g/jt5/oK0Ma2yMFxvRmIyeoxismVj1PPeiisq/Q3w7bTNnX/FsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHOTgZJ59aYNRvZLsQG6m2NgE+Yc9KKKmBVUjuL26XyCZ5GMiZbc5Oe1PWWRdn7x+XZD8x5A/r70UVoZPb7zStNf1OzsZJo7uQsuPlc7gcn3qebxprg0+CRLpUaQuDtQDp6UUVSWgk/et5/oMuNW1KW9+yvf3BUsr7/MO4HZnr6VRa6mkubNJHLpIkZdW5DnJ5PrRRWrVr27mS1Wvb9Cr5xn3M6rmAoiEDHGTVAEkEk85oorCrsjpo/Ey5pWvvo4nQ6dp1/FMyuY76DzArLnBBBBHU5GcHuDUVxqt5qV9eX13MZLm6cySydMsTngDgf0oorCO5rPYkMrMI3Y7mkTLZPfOOlOjX5RklsMyc9wKKK1Od7FqL5ImlXIZCgHPXd1zWmmo33lxzG8uDvMy+WZDtAUcYFFFbRSuc820n/XQz5Zp/sc07zyySoYiru2Sv0qs0rpFahSAblNsxxy2XoopdF6fqa9fn+hICxjmhDMqW6yFNp68jg+oqpcyPNeSCQ5CyZA9M9aKKUvhHDf+u5TnJ/Wr1/4m1fVNJttLvb6ae2tpXlQSSMxLMF6knnG3j0yfWiiuU7T/2Q==", "info": {"video_id": "117862", "label": "moving pen cap away from specs", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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h5RgHNebzfEQiP91YkSMFaNZJP9Zk44x0qi3jzUZIciONWKkkKmfKIbHzc8jFXGlImVWJ6JdygAnNeL+KLnz9anbPQ4q5qXi3VJyYYrtiVYpI6qFHXgr+HWuXu5pJGZnYl88k9TU1IcuhpRnfUaWyw+te3Qn5Vz6V5lrehaTa+HLbVtL1G8nDXX2XNzAI1uCE3O8Qznapwp3f3h7geixTLtXPpUxRc5XNeJ8Cr0UlYsU4GORVuO5X+8KqxkbKSVajk+UViJcgdTV2G5Xb1pWHctSyfMarO1QS3S7jzVaW/ijUl5EUerHFCjqFxLqTGMfSuC8axxm3SXA3A8H0rp73XNPjQmS8gUepkFcH4r1e3uwIreZZB1+WicS4S1OUdua7L4ethtQ/7Z/+zVheE9P0vWfEcWnatdTW0M52rNHNHGsZ6ksZOMYzx1JwO9dD4Vtzpet67ZOk8fkTiIJcACRQGYYbGRn1wSKlIuUro7yJwMVfhk96xEu4h1kUfU1Oup2kf37mEH3kAq+VmN0dAkg4q1FJyKwYNSglH7ueN/8AdcGrsN0u4c1NgubJk+XrULS571UlvUVcFgM+prNl1+whUtJeQKP+ugPfH86OV9A5kaU8nFZFzLtJz0qjP4u0zMoFxu8sEsQhwADg8965/UPGdh5LOiytuB2HAAbnHFX7OVtiVON9zkfFFz5+sSn0OKwmNTajcm4uJJRkbmrY8ReDr/w34e0fUb3zlnvjJ5sLRkC3wEKKx/vMrZx26dc4ysdXNZWM/wC3XT3jQG4m2Nx985/nUUt3cAQEzSMZF+bcxOaKK3RwLdEkTvkHe33ynXsBn86vWOv6pajdHeSe4Y7gefeiiqQmbf8AwmmrLChH2fJdlP7v0GfWqEnifWJLKeVrw708sjCgdeo6UUVqooUm/wCvUo3erX8sVmJLqVhcAeZlj/e7en4VQvNwCrvcj5gctnOHwM0UUpbMIPVfP9SnuJ3D0OBUmmarc6JqkeoWmzz4twXeu4fMpU8fRjRRXLLc7VsRWoJWVckALnj1HSrDMd0mO0Y/H60UVa2OefxjrY7hg9d6qG7gGrMO6V1ty7ACRzuU4bgcc0UVrHYyn1/roR3ErmK2XeQFiHQ9ct3qWSeRtYljY7o8lthHy5C4ziiii+v3E2Vn6P8AMginf7GbpgrSwuixkjoB2qS4fy7aDYqqbmJjKQOW+bNFFVH4f67g/jt5/oK0Ma2yMFxvRmIyeoxismVj1PPeiisq/Q3w7bTNnX/FsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHOTgZJ59aYNRvZLsQG6m2NgE+Yc9KKKmBVUjuL26XyCZ5GMiZbc5Oe1PWWRdn7x+XZD8x5A/r70UVoZPb7zStNf1OzsZJo7uQsuPlc7gcn3qebxprg0+CRLpUaQuDtQDp6UUVSWgk/et5/oMuNW1KW9+yvf3BUsr7/MO4HZnr6VRa6mkubNJHLpIkZdW5DnJ5PrRRWrVr27mS1Wvb9Cr5xn3M6rmAoiEDHGTVAEkEk85oorCrsjpo/Ey5pWvvo4nQ6dp1/FMyuY76DzArLnBBBBHU5GcHuDUVxqt5qV9eX13MZLm6cySydMsTngDgf0oorCO5rPYkMrMI3Y7mkTLZPfOOlOjX5RklsMyc9wKKK1Od7FqL5ImlXIZCgHPXd1zWmmo33lxzG8uDvMy+WZDtAUcYFFFbRSuc820n/XQz5Zp/sc07zyySoYiru2Sv0qs0rpFahSAblNsxxy2XoopdF6fqa9fn+hICxjmhDMqW6yFNp68jg+oqpcyPNeSCQ5CyZA9M9aKKUvhHDf+u5TnJ/Wr1/4m1fVNJttLvb6ae2tpXlQSSMxLMF6knnG3j0yfWiiuU7T/2Q==", 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", "info": {"video_id": "117862", "label": "moving pen cap away from specs", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "117862", "label": "moving pen cap away from specs", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "117862", "label": "moving pen cap away from specs", "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": "cee145a5ce899345d920baef36ea6eb711c72598c424b0f8c33d2ce9d9fe1db7"} +{"episode": 72972, "episode_seed": 3764858014, "split": "train", "timestamp": "2025-10-13T03:38:11.009063", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3764858014, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 girl with blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "173507", "label": "covering girl with blanket", "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": "173507", "label": "covering girl with blanket", "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": "75cbb71aff0d353624c71e71ceefacc5a154093bff2a42737356fdb807578942"} +{"episode": 72973, "episode_seed": 1139912961, "split": "train", "timestamp": "2025-10-13T03:38:13.566030", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1139912961, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 3 card onto towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205032", "label": "putting 3 card onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205032", "label": "putting 3 card onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205032", "label": "putting 3 card onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "205032", "label": "putting 3 card onto towel", "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": "600b0d0b504e669106adbdeb22c1b05f38806f99d3a1e0a5e1b41ceae6e24971"} +{"episode": 72974, "episode_seed": 3404470567, "split": "train", "timestamp": "2025-10-13T03:38:16.871487", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3404470567, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'wiping milk off of 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "68276", "label": "wiping milk off of desk", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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CSD944UdyelRWWnpZxLbp8oQebMxPG/H9KzIrk3uq/Iu6GIfLnoaFubxjZHY2erbLRRM/zZ/KvGviL4omOviKEKxVMhmPA59K7XUppLeFmVuvWvIdck+167O3L7cL09BVkN9UaHhiW71LUZZJj8iqABjAyfSvS108yaJdR8gtA+COuccVxPgeBWuJwVIYheCK9PwsGlzE4H7sgZ7kjFdVL4bnDXbcjziys7mRstFIzAdZDgVs22iOTukfbnsg5/M/4VZS/WOAfuwZc7QM96n3SSY8x2JYf6uPp+P+RXO5G6ETTrKHHmhGJ6bzuP61ej8tExFEw9Nq7f8ACoYsxABfLjHoBk/pVpNzADbI3v8AdqHJsqyObitWL7njIHvUF6CoYnHA71uXBfyiR90VzV/cY45yfSkdMnZGdGjGU53n/dXFatqI1Pzpn/fes5N8jfcLA+rZrZsbY8ZYL7D/AOtTRi2bulXDQXkMyQghGBOyM9O/NdZqHiRBCIrYtG7KSWkjIx7fWuUghxwXwAOpz/PFVtXv2h8uIuSjjn5ww9se9bU5ySaMJ04yabJLq4a5l3NLtiMYeXn+H0/GtGAB4gWUdvkPRO4z6n2rm3vWAXO1UVgRjnOOAT647CtyylaRVYn5cYVc/wCcn1NJrQsvhgWILM5/2uB+VPFwUJ2lU9gMfzqBn2Ngkj6cfp1qNAiOSOD9f8Ky0KNKIs6uS9xkYx5YPOfwq5b2yIATDIzHqXfJ/nWQbpLaxupGLAhRgA7fz71bspJ/sqMbeKMt8x53c/jVJK1xamoEiUjMduh9zk1ISAOJsf8AXOOqYuJsjLBf91QKlxJMMBnP4n+lNXJY/LAnDTnHckLT0Z5BtJH/AAKZj/KiKxCjL8k+oGaupAuwhV/NhTsyW7FeJNhOHtt2MgOCM/iazry7aFo0kiWGZnGfLbKsM4/wrSudlujOxMe0clxlfx24I/GuGn1JpNTlClSFO5McgA8ZyPU1cV3Dc0lIW489V3SyMUgQjt1Zj7D19q1Ygqxhg5+YcyMPmYew7CuXF7ItwDM3mO3yH0YdQPp69zgCugtGZwWd9zN1z3/Advyoa0H1LAKYOEz7vz/KvIWZVuONgP8AsJk1648gQtliB+X/ANevGTvuLzexIjQEcHHNYyRaNIEnjJznHUDNdHpdl5C9PnYZc5z+FZHh/TvtF39oK/uoj9492rqo0AGR3ODismb049RSrKm9jgdqb9ugtw29lHHTv+NQ3sq2aF3Ysx+6pOaz7bT5NTZ7i6Qqv8I9aW5sR6prH2iN44DtJG1B2Y1i+J4LTw1oMkESgXzopaY/eZyeTn26Aeladtphg1+FGeIwqTK6Z5AXn+eK5b4gah/aet26oflwSQO/b/GnFXlYicmldGTo6gKGcklm3MW7n39u9dVA5dCOcH16n61y8RCNEuOOM810lt5mwEjC8Hk1tJ2RypXZP0JUD8z/AErtPhxoy6nJqEzOBLb+X5Yx8uTu6/lXDGRGJy4A9Ac16b8ImVjrG1gf9T3/AN+lBXdmKTsrlLxcb6yi+yRwFFc/vG7n/wCtVLRla1tGMoxnhffivSvE2jxaraI+P3sJ3KR3HcVwmpmKAbFK4XgAUShys3jV54nNa/fDa/OAozXl6M0szyEnLsSeneuu8T3ZELRqfmkO38O9c7aQIWAwPzpmbZt+HriTTrxZhsII2lWY4NdHqGtT3jKGHlx5ARUfIPTr781hWcAABwSf9kg/5/OozcF71gvIAzyMYwcdD3zVxk7WMpRTdzag+W4MgGJGJCbhwq92NbkQUJgA+4P3j9T2+lcrBOy3CYbe57n9P/1V0lmVC/e57knn8zSlsNblxXKrkAIB6f8A16RJg4yGJ/Uf4VCz7XI29TSodpyF5+mKz0KK+rSG2iCZ57iuTndpZenfvWlf373TmR8jJzg1mrktu7Z9KDWUrl+1jG0cgn2Ga27OM4U4kz7ZrItgMdQPxzWhDIACQfmHsead7Gb1NjeyZO9wR3YVzWpSrPqwYMoMYBYoMbnIO38v8K03vTChbJHHXkVzF1cC41CeNcyM+GyDu7dBVw1JtYt3L4MaK25t2AAa6K1nht7WOS5nCMw4Q9T+Fcvb2d3JImxHhRNzB3IU/QfrW9ZRRWkeH2NITktjex+pNOaTGi9Hq8U8hSGOWU54wpI/Tj9auC4+YB1VDnpuH8hVH7Uxx+6O3sZH2gfgK5+1mu9S8XXGmNrM9pCRIYhbpkFlQsF9hweT6e9QknoDbSO2hRbpiNu5VxuCjHHpk1qKzGPCqqgdBnNcL8ONSnuk1FruZ5TiIrvbOM7q7lWZjlFGPUDNVawrksKsRgM30UCrsMaLgNvJ/wBp/wDGq0aM33skf7TVYiZV6lVPsP8A61ITL0aoOdsYXHc059pThUOPRh/jVR540HLZ56YH+NV5rkYwGJB9EquYVhmoTG2iLhpIgAT904xXntsyvLJKWCtO3mAf3U5AA9fXHuK6bWL9TC8Jfy9yt3K54rhI5UuokYKyhBgY5YYHWqjqO1jUMxOoR+WckDd26Y9K62B47SFHnnCbgGwT/TrXH2dtfTSSyQpNCmFTfgAtxz17Z71N4gjGm+HTNFtS78xQ0hbc7ZJ780SVwudONXs3YqJg7njAIGfwHNX/AAh4Ls9Lt1vLxUnvZBnDcrH7DsT7151eXj2WjQahpetagytc/Zv3kCRLOQuWeP8Ai2qcKd3qPcD24gRx7kOcjdtFaU4RvcxqydrIxtX0KAQPNaRrEy8tGgwGHcgetcld3Men2xfGWPQV6FJMJVDAkMf4a891vRkXU5PMlKwMdyqT09RWOJppe8jowlW/uSMOK4/tDUo/MbIHzMtbF1qKw2zKGVFA49qzbr7BpUEjwyK0jfKMGuS1DU3uAYix2E5Jz19q5YnZI0JtWit4Lu/+7NcZiQntGvU/n/KuAe9fUNQ85TgL8q59M9as69evM0dqDt+UbgOy9h/Wl0ixgXlhkkfxGtoJLVnNOTeiJoHIkGAGIXoSQATW5HE88KmWWXAGNqDaq0xI1tyAP3an+6u3P48VLtefJVSV/vEk0ORKQJBaROCSpPbe5c/kOK9O+FV0IYdbxkMFiK5GB/H2rynQooNR8WDTb6+ubOCV9iSxSRRCPuSxkyMYzwOScCu3+H8lzYyeK7edrnNvNHEq3IAkXBkHzY4z0zjj0rWlFuSuZVWuVo9Pk10LbMSeozXkd9qebi5eWTaiOwBJ4AzXUz3REHXuK8p1q7MlzKm75PMY4HfmtcRbQjD6XKt/dfb7wyDhBwufT1qxaop5yv6/4Vmoy/7RrRhkUICeAPr/AIVzG5sQqAmQBn1DYrPhnjM8kspx5jcn2HAp32sBOMsO4Xk4qO0sbyaMsYNqg/Lv+UY+nWrj5iZbjJluwRwFXcSxwPTqa6KK/hSNfssEk5x95FO0n2PesO20rc5MzqzcAKq5wAPfHNbKy+RGqbW4+UF22g0SsNXJobq8JAaBYF7l2AP5DJq2kxBDNyPUJ/ia5/Wr26tdMaW3mWJg6gtEuTz7nNVNf0vWtE0bTL69vLrz7wyeZE6nEGNpQE4+8Q2cdvzpJXE3Ys3PykgVTl/d8gn8aKKhloWOdwp6fiKltrqV5whKgeyiiiqQmXlgT7QBz69a0bRVgbZEqoP9kYzRRUyeo0OvcWwSRFBLH+KnyqfK8wsxz/DnA/TFFFHQZJbRia2knJKlOAF4H59f1ribq/l03xPcahbhBNFKwUMNw5QqevPQmiiiG5MzpvhqBH/aKgcDyhz1/ir0dEBgLknjtRRVshEAnZoz8qjH4/zqEuwJ56ewoopxRRQvb+4jlZFYAKu4fKOtGGuLR3ldmKngcD+VFFW9iOpnyW8TYWRBIrHO1+QPwq6sUdukUUUaKsg52qBj8qKKyuzSw5LdDMd2WwT1rkfF9yzaZJHsQL5qdBz1oop9RdDD13xC2qQ2sb6ZYQGJESN4FdSqD+AAuQBzngcnmvoaVBtgbnJwD+VFFdNLqctXoRBAJnUdNoOPeuQ8cuYvD0k6/wCsQjafrwaKKqr8DFQ/iI8bDvJG7uxJA9abEoMqg80UV556bOZeVrjUJHfG4tXSaMuZUToG644P6UUVUtjFHSTW8UYBCAn1PXpUEUKTHLL1PaiisyjAl1ptJ1S+hNhYX0MsoYpeweYAyfdIIII6nIzg9wa7PwJeXGoJ4jvbqUyXFxJDLK54yxLdh0+lFFddH4kctXZm9fcRuR1ANeTag7GVuaKKqtuhUtmVLYebMFYnGR0rRt0USMAPz5oorFmyNW2UfMwABFbMMpSBHCrnpjtRRUFE2ou1miSRkksMkHgdfbFWYbWMWYnx85HoKKKTKKPiS1jGhNJ8zOJYxuY5Pr3rmL7WtRvtMg0+7u5p4LeR5U82RmJZsZzk84xx6ZPrRRWkNjKW5//Z", 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", 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", "info": {"video_id": "68276", "label": "wiping milk off of desk", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "68276", "label": "wiping milk off of desk", "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": "7b1e36d041391d11d9624e2528fb46427df6c3cc05a533d2ef65abf8d43f7b63"} +{"episode": 72975, "episode_seed": 3438367476, "split": "train", "timestamp": "2025-10-13T03:38:18.253695", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3438367476, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to close back part without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "39448", "label": "pretending to close back part without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "39448", "label": "pretending to close back part without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "39448", "label": "pretending to close back part without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "39448", "label": "pretending to close back part without actually closing it", "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": "f0bbdfc7beeafa9793939b60168c52ac7549a2ada307fb0ba89e6cc7b56a107b"} +{"episode": 72976, "episode_seed": 1457163029, "split": "train", "timestamp": "2025-10-13T03:38:19.766581", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1457163029, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing plastic clip so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "41887", "label": "pushing plastic clip so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "41887", "label": "pushing plastic clip so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "41887", "label": "pushing plastic clip so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2c19be117c24cdb0f227907d97a75a7edddf607f5ae63a63d142594900f6579c"} +{"episode": 72977, "episode_seed": 2876929670, "split": "train", "timestamp": "2025-10-13T03:38:20.380051", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2876929670, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'cards box falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "130240", "label": "cards box falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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eRx3NMoqSEsMnnmi3XMg4p74HAp8H7tgfxqQNXWVL6LbkEYj+Y++SBiqk07Xt7NcPy0jFq6nTdMbUPAGt3rJuKSBY8joAUJI/WuWtY+RxUyLijY05NoU+9d9oM4jlUE9RiuNsIhsHFb9pKY3BrGSOuDsfQGnzi80+zEZyqwjP1xitKK4DRxNn73FcT4P1WJdGGWBkLflgVafX4LbcjygBZDjPpn/69aQlpqYKleo0dm8g2GlRwUrmrPXor2bylkU8Z4NPn12G0nMTMOQD1q+ZXsN4eVjL+It1s+HWuEt0Ur+Zr5FuWJcgV9IfEjVll+HmqIrf6y4iGPYt/wDWr5ukGXOe9PoTWjyzaNfQY1Jfco4Unn0rLgYC5lx03f1rV0oiM7M4MvyL7E1Q1a1k03Wru2kUK0chBA6Ck9jKO5ciKg81aEmcYFZkDLn5jXQaBpd7r2qQ6fp8BeWVgMgcKO5PoBUWNeaw6yZg+1AcE/nXU2Pw+8Va5EZrHTzFDnhppAmfoDzXrnhr4ZaT4ZjiuUQXmpr/AMvE3QE/3F6L9eTXaWVuLaIQ8Ejlm9SadtTN1Gzxjw58Jte067e8vpoICsZAZZtxX14ANeW+L/EM17qUttHeTy2cTlYw5K78H7xXpk19SeNdfHhzwne36sBPt8uDP/PQ9Py6/hXxjfTb53ZjliSSfU1Sitw9pJrl6Hq+hfGW+0LwVZaXbpE1xbMU8yYbv3WcqAPUcjntiuE8a+ONS8aX0NxqDJ+5UrGsa7QoJyf6Vy5bNNpkBWq0MY0RpNoByB+NZQ5Nb1pA15p08KAOYYmlYewUnP4YoGj7GjtEhmyiFcgKWH90dAfzqePIdVC5j67u9ef+KfivpWiJJa2m2+vVbACN8if7zdz7Ctb4feMh4t0ppp1SO7icpLGnA9VIHuP5VLRCR2a5QAjkfrTwdyjb361FFIHQMB3qSLBzwRQMlUYHtXyp8Ub6a/8AFeqyXAKssxjCk9AvAH5Cvqlnwm4DgZJ5r428c6k19rd5K7ZeSZnY5zyTVrYDkXOWNNpTjPBz70lIYVJCjyyrHGMs5wBUdSQzPbzLLG2HXoaAPqj4RWywaOzoBg28CYx6A5NekquG3Z5xXy1ZeMb1vCNlZWtwYOq3Hltjfjhc9x34r2z4Y+JzregrbXEm67th5bdyy/wn8uPwpMN2zvgPTvT1ORUET74wc9OuKmX5TtLZPai4D68x1bwtD4l8ZXu6Z47feEZlXOWCgsPb/wCvXpvasvTbQQwSjG15JXlb6sc/yxVILXPNNU+B8Mqs+n6sVPZZ4uPzX/CuM1L4M+JbZWMVvDdL6wSgk/gcGvpAsAoAplzjyNpGdxA/Wi5SV2fFGuaRd6NfPZ39vJb3CY3RyLgjPSsuWYKVQZye9em/GV1u/iBqDDpGEj/75Uf1rzFrcSHr9DQxHs/w+vNNvvDeqaaf3YaExbGP95cZz9RXmlvHh8ehxVfTbnWdCzPaAywNguhGQQD3HWr0Rwc+pqJmlM27EAAZrTGAKxLa4Cnr3rQW5BXrWbN0dBYaxNZpsjfAqLVr++NhJdFH8kceZjjJ6fyrQ8I+G21a5E1wGEBPyj1+tbfxSVdK8DRQRw+Wk1yFZsYyFGQP8+hq4xuZyrWdkcp4Y8VrFqyiVsAxnkmqXijxelxrDNDMcKoXhq80OpPDcNIrYYDA5rOeZ5HLMxLMckmjkXNcv601GyO31vxBJP4cmtmmL+bMhAJ7DJrjEO9ic89qhZ3xtLEge9IGI6GrRzzm5y5mdZ4Mtjd+JrJusME6s31zgCrvxR0iSx8XuypkXUazDHuo/qDXN6DrE2kX8UsUm0CRWZW+6cHvX0Np/i7wulnNrerC0MiqEtn2rK7Adox1oJvoeQeD/hxrviOZXFs8FoMFp5lIXHtn7x+lfSnhbwhpnhOxMGmxbmYASzP9+Q+/t7Vzfgr4l2fi3U7mzW2Nq0QDRbm3NInQk+hHHSvQllUyOoPIAzUiuydHDZPcdqegOMnr3qBWUyY6EgVZzjcOp7UIR4/8dr2dbTTLJRiBi8pPqw4x+R/Wvmq6INw5HTNe9/HnU3Gp2dq3yiO33Kuc8sTk/oK8Acg85ySenpVvYENooopDCvRPhxpTahBqcbLmS5g8uPPXGGH8z+led12XgHxS+hao/nSIYTHhRIccg5AB7UDRjrN85DGu7+FfiNdG8YWyTSbbW6YRS88DJ+U/n/OuK1OyGn681rcBxEswDhfvbc8498ZrsY/DtlPfwTxCOKJF+ZYAwD/Mdp+bnO3GT3NN7Er3WfTdoAGkjLEncTzVgttKknk8HBrmPCeqHULOK4aUtMi+TKPUr3P1HP51vLNv3MVwOSPwqEG2g7VLxLHSru4kYIsUDuSfYV8Q6rcGe7dierE19T/F/Vl074f3YLYe62QoM89dx/QV8lu29y3qavoCG0UUUhhTkUM4B6e1Nre8IaLa6/rosLq8ktd0MjxmOPeXdULBfQDjr7UALYwCzVmDblk6Z7Yr0D4b+Iz4f8V27S5WGU+TKpGMA9/w61xXheWQ6taOYTcpG4JTjjrzzxx157ivUbbToGvEvZQ006xKgllOWYLxuY929T9BQ9rCvZnvFs6iRohjjnjvUxOOB2Nct4O1Rb6x2Hma2/dO2e3bP4V0akqcseufypAGo3a2Wm3Fy33YoXkPvgV5h/wtSxnETfbW0+46yKY98ZP164ro/iRrUemeArqVX+e5URJzgkE8n8hXyjdagTKRnvVNaGlKfJLmtf1PqzTfHkV0q4ezvAept5QG/wC+TW3a+JtJ1G7hhW5MU6ksIpFwTXxompuvIY/XNdPo/jvWLC3kVLozAxtGvn/OY8jGVPUGs+WS6nV7ShJPmjZ+X+TI/F2ptqmv6hcbtwlndh9MmuYVwH/WllujJI7N2znnrVRpt3I4NaM5G9Tt9GmVITnBUDNY7Tbc8962L+wsNP8ADlvqek6rfSo9ybX/AEmBY1uCqbmeIddqnCnd6jnOQOZcu6sy9VG7HtnFRLUcJWL8d1zwa6vwxo9xrF2gZWWLGQcdcVz/AIc0p7+QxNH+++8oz1HcfWvc9IsIrKztvKAilPRBzilYbqHSeGbOJLaMFFDRnBIH8q4P9oK9RNB0aAY3PLI/vgAD+ten6bbrZxFVJwVLj6V86/HPUzdeMIrISFktbdFK5yAxG4/zq4Kxk3qeXMckk0lFA5NAxQAepxS9SBTe9L9KANCxtYrltj5GeAfep73T5NKZB5u+KXJXsQR1zV7wRZ6bqniGHT9Tu57SKchVnjmijWM9SWMnGMA8dScDvVbxNHPa6rcWU32gC1nkiVLgASLg4+YDjPHODimDLnhjXJdD1+1v4mOYnBIHdTwR+VfW1jdR3BguYpg8M0COpz97Ir5Hh0ASadbywysbiTYwYkeWysDux3G0jBJ6k17z8ONSm/sWDSnnV5bEgqzD70ZPT8D/ADFKQXuj1IhlU84K8g1Iso27z6VSkukMgGDwo3HtUjSiOFyfuow3HGeOposTc+bPjvfiXx3PCpB8qGNPxxn+teS1veMNSOq+KNQu9xIlndh9CTWDTY0FFFFIYVoWdgl3HjeVf17Vn4yeK7PWPCOo+FvD+j6hdNNHcX3m+bCYyBb4CFFY/wB5g2cdunXOADqfEdlbt4tuy0YLBuCeoqaKZ47cMp52s35DNFFSxM9B+E8r3Gm3s8jkySPGT7Z3A49OAK9EuBuOzJAMZGR1ooq2Qjwv9oO+uBPpFgHxbC38wLj+InGfyArwyiihloKKKKQwq9pGq3OianFqFps8+IMF3ruHzKVPH0JoooA6/wCHqK8eoMwztMSj8d3+Fdlq15NZW0xhbDLgBj1Bz1+tFFJ7ks9H+FkCf2Bdy87zcKpOeoAz/Mmu6kJ+2Qrn5SDkUUVUtwWx4p8eLyYLpNmG/c+W8nTnJJHX8BXz9MSZG5oopvYaGCnpI6KwViM4ooqShpJLEmkBwc4zRRQB0+seLZPEUNtDNpGmWpt0WOKS1SRSkag4QAuVA5ycDJPNN0mISRKGZiGY8Z4HFFFJiex1GjKINRsJYvlYyoOPRmwf0z+dfQen20XlRMUBZIgyk9ic0UU4kvZF+2c/2jFDgBfJY8D6V8h+PbmW78cavLM5Z/tUgyfQMQB+QooqugI5ugdaKKkoD1ooooA19F15tHSaM6bpt/FKyuY7238wKy5wQQQR1ORnB7g1Lc3M2u3c19qEhlubmfzJXwBlmznjsPbtRRQB0ekRpDEqRqFG4jj27/Wux8FXMh8bafADhJYzvx1Oe1FFJbknt6OTZPNxuzjj09K5/wAaajcWHgPxBcwsPMDNCNw6KQF498E0UVa3F0PkOVi0rEnJJplFFSywooooAAcHIrau/E+sappVrpl7fTT21tK8qCSRmJZgBySecbePTJ9aKKAP/9k=", 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", 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", "info": {"video_id": "130240", "label": "cards box falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "130240", "label": "cards box falling like a rock", "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": "b67581ffa4c43053379cb5d6855e3b36e9bff367c5ba2ca38e6478c6d5d994c9"} +{"episode": 72978, "episode_seed": 292300565, "split": "train", "timestamp": "2025-10-13T03:38:22.443412", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 292300565, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing mobile phone next to bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "133516", "label": "showing mobile phone next to bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "133516", "label": "showing mobile phone next to bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "133516", "label": "showing mobile phone next to bottle", "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": "30a8027931113fcc8731b2f05081d33fb652da4ace550ef849675ca7784a1af8"} +{"episode": 72979, "episode_seed": 955898870, "split": "train", "timestamp": "2025-10-13T03:38:24.908645", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 955898870, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving cup away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "24326", "label": "moving cup away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "24326", "label": "moving cup away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "24326", "label": "moving cup away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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lp1uglaS2liYOWM+wyQSg9mUcow9RwatzdjVQjc6rxJ4PsPEOgFI5bRppovKtmu2O7POwKTzXzdrehXnhy+m0/UrcLcKeHSQMpHsRwa63V7XVJZgbbWbNlDZRVvtu304bBGK5rUo54ikd3JDcybTkrOJME/Tv0rCOhrKzHaLqCaRexX1rMz4iCyqV27WYkFffgA5rqpfF04QkbsZ4ya4S2065dwzRsideRjNaDrIowelae0cdEZcvNqx/iO5n1Zor0jcVXy2A7DOR/Ouj+H6R6XBLdzDbcSnaueoT/wCvWBAjNC5HRaltdR+ynEjHFOLvqxSXRHe+J/Gq6bpUltbvm8uEKpj+BTwWP64rx05lfBFW726ku7l55DlnPHsOwqTT7Frq9hjT7zsFqHLqaKHKj1LxHbxXCSpIAdrn61wdtpC3OuW8BJ8vflgfQc16Jr23+1rmLHAeuVci11WOTpkkZ/CtqnU46O6RvXU0EEWxBgKOK4fxVKJEhZex61qahfkkgGuZ1SYyQBWPINccF71z1Kj90y5H3LUNOJ4ptdKOOTuwoop8UTyuFRSx9qZI0CpQh25q/LpRttOaeVv3m4AKO1Ux0qWaRs0ep/BS4EP9tsxwMQ/+z102seHrzVIk8Sq+fNl8pWJwsfOFBPYeprgfhxc/ZLXVSp5laJPoMOTX0H4EuoNT8EPZp5bGBmieNsHA68/WtYy90ycfePFtXnOmTS6dqCm2uoWZHR+OR3B6Ee4rgdUaCWQlZ19Su7rX0pr3he3v7fz57EXYjG0Iw3nBPQZr5w8c6FHoHiSW0ijmjXaH2SrgrnnH0rnTu9TW3LqmYMk+RhelOs53t7uCZDh0kBB/Ghpbb7NGiQMsgU73LZ3H2HYdKjg5uIh2DD+dXYTkz0xdWe6txKr8HIx6GqD3shk+8fzrndKv3SGTnguSBVz7cCckU+buJjdZmuJbOT94TGBymOvI5rly1dNcXUbwMrDhhg1znk4O4sNmevejcSbSseneHNRTS/DtnEXC/LvIz3Y5ruNcv2gSG3zgSIXJPsR/ia8RkvDNAgDcDAA9q931bRH1cRwwyIl0EJg3nAkbHMeexYdPcUJtkxiou/c7Ww8R6Zr/AIasD9oQzErFJAy7iHHByP61keLvBT6tpN1bW5tWaWMmKOYYJk9j2rxS91e/0K4R4DJa3Mcm2RlO1uDwCPUVl33xD8QTXcFwdQmM9uzNFIW5XJ5rOS5nc3UlFWMjVfDut+F7iRNS014sjZukTcoz3B6Z4rFZyxJ6AnOK3rjxPqd7p13b3V5JLHdMpmVjnftOVOT6ZNYUhUt8ikD3OauN+pMkktDb0y6aOeVUb5Air+QrRN1lgTWJp6NFGXI5ap3mIaoY1sWNUmW4VYycJnnioNKWKwvfPL5IGF7VGXEjDeeKhmj3PlSdoqovQhrU6O68RSxriE/jXYfBxzJNrkhOWYwsfr89eWkHbya9N+C3+s1z/th/7PSW5Vkkes3X+pBxzWckpQOvZ+orQuGzFisx+pqgZmatomlz3UF7c2cLlQVcsg+6e/4Gsy90HTbd2EFpGmOpVQK6W/Xdaxg85TBrGLme22t/rITsb3H8J/L+VOyuK+hyN3pMY3FVrAvLAAkba72RQG6Vm3tlHJk4AJrOUexSl3PP57aREKoSBmsxopMZdcNXa3NiUJ+XI9azJbME8rU3toGhybn5sHtXQaAPKuFnI9hSPokUkm8KQa1bSy2IMDpxRzImpJ2N9pWnihlJJcxqGJ6kgVz+thtisDgq+a05Gl0rUZLG8VkAPysw4OOOKoasyyBlB61vO+qOaGjTMKefjJ61j3kwc7e9PvZJVlKHr6+oqj6knms4xsdjncaetJSnrTo0yVLfd3AGtDJiwwvM+1R+Nb1jElugVQM9zSxwRxoFjFTwR4bBqkjNsr6s/wDogBP8QrEZx2rZ1of6MMdiKb4S0S18Q64NPu7yS2DQyvGUj3l3VCwX0A46+1Q1qaQlZG94Ct5J9K1mWNWc2xilZV/u/MGP4A5rei8QXHh4yXME7KkmEmjyQJB1Bz7VX+D11JZPq1xHGspQRbom6SIQ4ZT9RVvxboAezmfRT9r06X50VTmS3/2WXrx0zTelmJPVnTD42JZaSltbaWftQhAVnl3KG9SPSuS174pWHiHT47fVfDtncXo+Vrpuw9QBz+teaXUc0bkPuDDg54NVgp3Co5UUpO5teJBpE2pI+hwSW9t5CeYkrZxJj5se2axOh4NTSxzLhpEcBuhYYBqNY2JBIO0nGaa0QS30LVo+yMjPU1ZElQCEpxinbcUmBOW3Lg1XltfkAVvqKepIpZXIiJU4NCEyOOMpge4r6XubaO7tTDJnDKMEHBU+o968M1nQ9KtfD1tqumajezhrr7Lm5gEa3BCbneIZztU4U7v7w9wPdVcFR9BVLQTZxuu6fqEkx/tTTYtagAwJQfLmA9yOtcbd6LoRl+XQdZj9V84HH44r2cL5sqoCOeOap3KRgsGQZHtSdPqg531PFrnQY5YWjs9FkgUj/W3ExYj8Bisy30ExzTLNgyJgqO2K9ivFR+NoA+lcpq1qsUqXSr9w4cDup6/41Li0hqd2cbLa7BhR0qjJCfSuqvrPy3PGR1HuKzJbcelTcu5hGMilUYrSe2HpULWx9KLiK4VWBBr0n4QIIm1nB6+T/wCz1xfhfTtN1XxLHpuq3c9tDO2xJo5Y41jPUljJxjGeByTgd67v4aWr6frHiWxdJ4/s86RBLgASKAzjDAZGfXBx6VSXUTZ6RK+Y8VRbkmrZOVOaqnqaY2xLo5hjHtWFMwt7tZW/1bjy5Poeh/A1rzt8uKzLxFliZG5BGDTbuSipOpRyD61Vk54qxbyefalGOZoT5b57+h/EVGY+TSuDdjPkg3DpVKbT1blRzW0Y6FhzUyVxc1jm2sip5BpYotuRWpr4e30lpYmKPvUbh1wazde0LWNB0XS766ublZr0yeZCUwIAApQMcfeIbOO31zWXs76oHJs9T+Ieh2GpfbbaeL5Yz9ojZThkcrzg+hwOK+bL2/uoJmjEzMBwC/JoorovqSkZsk8kpy7EmrdlFHJZXzOoZkRSpPb5hRRRLY0juUnGHYCgH5Me9FFPoLqbMbsAOasxyv60UUkQyvqRLRHPpVHSNVudE1OLULTZ58QYLvXcPmUqePoTRRTRS2PQfhD/AMxf/tj/AOz10nie3WwZdRs3eC5BzujOAfqKKKt/CZ/bOcl8WXl4rC8s9OuWH8ctqpb8xisi88RzwjFvY6dAT/FHbDP65oormNjOBk1Z/OvppJmQnaGPA+gpt1BH5TqFAGKKKYFVRvt4nPUqM1GwHNFFUgGetRynEWfeiigTNfXPFkniGG1hm0jTLU26pHFJapIpSNc4QAuVC85OBknmve0Jwv0FFFUSyaMkXEZ/2hVa9/1r/WiitVsQzHuehrFvFDAgjIPBFFFQwW5ht82mIW5KO0YPsDxWa6jb0oorCRsiuVB7VGyL6UUVIFO31xtGuLmI6bp1/DM4cx30HmBWTO0gggjqcjOD3BrvPhlqF1qeo6/qF5KZLm5killfGMsd56Dp9KKK1Wwj0g/dqs5OKKKfUHsV5un4VQm6UUVIjNjOzVUA6SxsHHrjkVI33j9aKKaBgRxT4hkDNFFTIkzfFAxobEf89U/nXK3uu6lf6fBp11dzTW9u7yKJJGYktjOcnnG3j0yfWiiiOwdD/9k=", 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", 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", "info": {"video_id": "24326", "label": "moving cup away from the camera", "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": "df0633b3f28292a1eba8cf65133c1833a89f49d739a1155e03026a512c42a519"} +{"episode": 72980, "episode_seed": 270618017, "split": "train", "timestamp": "2025-10-13T03:38:25.999261", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 270618017, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting tube roll down a slanted surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "25162", "label": "letting tube roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7c597462317ddcb3521a03e1678face343079da60d2c457fd569a743d867a320"} +{"episode": 72981, "episode_seed": 3351353814, "split": "train", "timestamp": "2025-10-13T03:38:26.915940", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3351353814, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering key'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "9691", "label": "uncovering key", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "9691", "label": "uncovering key", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "9691", "label": "uncovering key", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "9691", "label": "uncovering key", "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": "3cc083e09a2fedff5989ccf23dd4ddea31c41ac3955a1c68d97358cb2c37f355"} +{"episode": 72982, "episode_seed": 346591775, "split": "train", "timestamp": "2025-10-13T03:38:30.873654", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 346591775, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a piece of paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "48994", "label": "unfolding a piece of paper", "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": "48994", "label": "unfolding a piece of paper", "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": "df3ab04af9a63f3d2e13040c63c1ce0b6d6568d05d718d60e166685cb4ae5522"} +{"episode": 72983, "episode_seed": 325745093, "split": "train", "timestamp": "2025-10-13T03:38:33.812830", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 325745093, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "218148", "label": "putting bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "218148", "label": "putting bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "218148", "label": "putting bottle", "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": "f079d10d5d6c93abf2dea67cbef38704c7aca18e502d887753f86874f081c128"} +{"episode": 72984, "episode_seed": 1628248804, "split": "train", "timestamp": "2025-10-13T03:38:36.636590", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1628248804, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of mobile without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "90264", "label": "lifting up one end of mobile without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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ccpSGGSLyWJb5XLdm9qrWUZa9iUY+9n5jgfnXfXHwx8SW1nIXtbdwuD5aT7m4HauOktZLO5KSLJbzIfuyr0NQ5ITZ3Wq2w+zzXFsAZzGRwetcd9iukgguY8TRv/zyO4qfQjrW7baxuZUbp3rOMsnh/WzqFuxEe8SQegOckfX+lccToehoeGvGFxpOr2zEsURtrrnG5T1B/CvoKB4rm0hubGNZreVQyuOfw9sV5N478J2eq6BF4t0cATtCs1wiDImUjJf2Yd/XHqKi+HvjuPR9ONrqkkwtzh4jHhj3B4z3A/QetaJdjGT5lc9strctnzEUDHZcGmyQRRMFLzDPQjkVw8nxZ0e9jlaw0/WZlgG6SWOAbFGM8kEgfjWMvxwsEDeZpN7cR9CrSIMGr5WZo9X8+FYlwA7dDxj86aJVl3Dy8gEcDkV5G3xztFBe38NSgZwd14AT+S1HZfGcXuqxLc6WLa1kcK0guCxjH97GBke1FpFWTPWLiwjckxuYye+OnuPeieHcgAcEjuR1p0Ek7IkiPHPA4DKyvnKnoQe/HNSThihCkBj0JGaaItZnjXxggMc2kuY1VnEoJGOcba8+sbswOMnjPNd/8ZppILjQvMV2jDSl0BAJHyZAPrXmSSLIpdQVUk4BPIrGS1N4PQ6ywY2F3Z3NnaRXenrMHmtioYqCfm4PUd6T4geGl8K6/b31gpFneMZEjAwI3B5Qe3cf/WrI0fU2tJOrewHeum8Ratd65peiaaVdorebzJZlwzcDCdfqw546URethyVtUej+EfFFnqehWour5EvlHlyRNIoOQcZ5PPauvFmZIUlRsA8/Of6g18zmxmt1iF5EIwdgfzEaLk7mPzdOOAT9MVfsdefTPDMUuia1cW+oR7WlRJpskdxsIMZA9QR9K25DDd3PomK0zKNwiZT12vyKmaO2jJGSCOuM1892Hxf8SWrAXSWV8pJ+/F5bEeuVx79q7LTPjNo9xCF1PT7q1lK48xWEqn64wf0pcrHZHp72scoIQlDjORVaK1nSYhwrR45yc8+1Z+heJLLX7M3OlzJdQodj7YyCjehHUfj2raSVJQQYyjDsRj8qExONjH1PTYLq3liubWOaFgflIyPy7V8wWtz5SxRM5SORGUP/AM823HDD+vtX1beO8YJVeNp+Yk9fSvlGw0+51QyWlpbyT3MbF1jjUsWUnkfyP51pTS1HFkUE9xaXew+YdrFWjVyM9jVuOF1tUeVmBY/KW7A9Bmux074Wa/qEivdeTY74l3ea25ww7FR6gDvXZaf8I9OaB01DUJbgEqxhiHlrxngHk96JuLTTKUrM4LwtfnTpmUqAHOGDVhauV0bXbiziYm03+bEv9wNg/wD1sV7uvw28PARFLOWFE4X9+ct9c5zXm/xH+Gt1pklxrulM91p5O6dMlnt/f3T37d/WsYNplTknojn7Lw7r3iZVtdKWG4gSNTgSqoTHs3PfnFdVB8G9dupZzdX1jbLNg4BaQg5B9APXvXm2k6ve6RfR3VncNBPGdyOOcH+ueh9a+ovBviO38SeGrS/lt1huZFPmRqcjIOCR7e3atpTdtCLnD2fwesbaNkuNTuCCMHyY1Tj/AHjmtSy+FnhaABUtJ53HJ824Jz74GK9FDQyAAqMHP1FQGxiEquGbap3BQO9RzSe7JbZ5RrvwigkdpNIuWtXxxE/zIfx615f4l0LU/DF3brfwoFl3bWQghwMZ6dxmvqaeFHOdxVvWuK8X+EINe1XR2u2D21uJmkXoXztwOO3FJ3BNI+fd4ZAy52npW1o+rNbny/my3Bx0xXdzfCvTjYXEOn3M7XJJMLTMNq47HA6HpmvNLmzudMvZLa5jaK4iba6N1BrJo3jJPY1td0nSo0002Qn+03ErtdGRxsHTaASMDPJ/CrvhzX7PRpke60O1v/NUMGaPbMFJPAJ4YBRxxj3rT0iGK/8AD7QiUR3zAtHNjOxx069u30JriJ9XdZJLe8s44543w5iHyFlyPmTp3P3cfStYNW1M6idz6A8MeI/D2sJGNJWG3mddwt2t1ik/AH731UmuqgiedmDSyKR2IxXymNWlksDbB1zGVMTxgqSVGAcDo2O/X1zXY+GPi74g0eBIr6X+1LYYBW4fEir6B+p/HNPk7EWPoE2sagqZMj0yBVaawJXdCQcfw4Ga5vQvHfh7X0jFnfFLrcP9FuAI5Pw7N+Ga6dL2MZDhlwTk7s/nU6LRjcW0QwQO0biWEDBwpIwW+tYmtaBpuqR+VqFkkjfwswyR+I5rqvlZQysSD0IOaoTXOx2UqcDrnA/GmyUfLSNt2mtSzvIpENtdRLJE3UN/OudsHMjrAu55GOEHqavss0FwySKUkjOCKxasdKZ2Oo63qWleGBaaZdpb2VvEygDl23nG0E9vmrlorbMDwRTwyFFbb5dvljtjwB+JYjPqM1vaAI9QmW1uMNGctIGGcj0rnPE+kXGh6q0SySNaS5eBgx+76H3FaU3bcipHsa0F1c28t0kmmJcWjSF/PmSSPb8qgnYHUHp0IPSuf/s+5ZGIa3WNhhS9wi5GeOpzUMGmXl0QYrG6mJ6FYmataDwZ4jnGYvD982e5iI/nWnMZmaLDC7XvbFeP+e+7n8Aaeba2RNp1C3PH8CSN/wCyiugtfhx4suBlNGZR/tuBWnH8JPFrAE29omfWUcU+ZCOl+Evi+YSTaDdzNcWsUZmgmKkGLkZTHpzkenNetMwbnOQe9ed+Avh7eeHZri61KeBpJkCBIsnAzzz+VegBFiTao4qWxHLeIfDdnq2uade3suUtt+yJhkFmxyfYYrl7/wAKeE9Ps7u1WNYTOP8AW5JaMjkFcnj6VsePdXewewSE8szljnpjb/jXmtzNc6jdAfM0kh5JzwKyabkaJ2jc525s3sbkxl1fH3ZEOVYeorsPD32S70eeyvFD/aAVf1xjj8utO03w0l35rzjdH9wL0xis3U4P+EeTzoC0iknajHGOe571L0ZcJcyszlLh9Q0TUbiyhvrhfJcplJCAw7HHTpTX1a8mXbMYZckEsYlDHHYkAEioZmlurl5ZWLSSsWJPcmk+zSf3T+Fbpuxm0I7qXDrB5TD+4xI/I5ppfPXv1zUq2sx+6GP4VKLO8I4t2cf7tNMRt+CvF9x4Q1hLqMNJayHZcwA/fT1H+0Oo/wDr19LWOo2mq6fFe2U6zW8qhkde4P8AKvlSLTLyZwqafOzHsiE19B+CdGm0vw1p0TK0DpFllbrluTkfU0Nks6ibcY22n5scVzOlabZabC/2S2jt0d8nYvLsTyT3P410rnrWEGZ3VVK+WPlBXoPU1NyWy5HI6IHXIJO0Hd15+lXbMtIVctlmfGSfSsueQBwi8LEnr3I4q6GIiijAG4LyM1m7LUtTcnY0ZI7eaZcTHdwNo5BFTyzQ2ibHRmVgc8Ag/Wsi3uxHcBmU5U4weME/5NXP7QguNqyxnBIAIOeuf8KcZX3KlC2x458Qvhcm2fXPC9uxgUlrmwVeY+5aP1X1Xt29ByPgjxrc+FLsRTb5tMlb95Gp+aM/3k9/Ud6+kLzVdN0SFXmuIrdAcHLf0r5++Ib+HrzV/t2hQyxSzFmuIwgWJv8AaUdie46HrWiJR7tpOrLqlrFPYzCaN03q0ZAVlPcfyPpWvDJPuKzJx2YH+Yr5m8F+MLvwlqCyJum092zLBnlSeCy+/t3/AFr6L0vW7HW9PivLG4WWKVcqQefp9aSjYcnct3aGRRtcjHUZ4Nc9fSMCIg7KTkZHRf6ZrdYgqQe/FYN/OmmhRJsYEMVJHof/AK9J9yUr6EcUiwQSS5UuBtAHp2rH1XwrpviSNYrxWWWKP5biPhlJP6j2NYeo+MGSUpCiuc8An9arWviq+lhmmVOWYn2wKlO6uwceWWgWPgTVdOulIu4Gs8/6xSd23/d9aua/8K9F1VXurG4nsb9iWkLMJInbGeRnI+oP4VkXXjDVbC3MbcknoRj0PpWHd/EHXHi2Q3CwrwAwUE9Me/51EVLodD13MTWvAXiDQhJNNZNNbx9bm1PmKB745H4iudUOF4OV9K3bvXNWvlIudRu5g3UNK2D26dKyTGc5xg+1bpvqZtLoNVwXBPykfpXvfwm8aJrum/2NqBVtRs1+SSTBaeId/cjgH2wa8E3c7ZE/GtTQGuYNdsZdOuDFc+coRu4ycH8MZp7kM+ryFjGEAA9BVDUSRGrBVyWA3N0Wiynnkj/e/Mv8L4xkVK7Z461JNz5v0LRrbTpDezHLLwnmDGK0de1DRjpyo1sZb8jIlU7Sp9/b2rlZL29utsbOzfNgAV1WjeD5bw+ddkquM47mol5lJWd2Y+iXzpMpWGUueMIhbP5V63oOmTXNvm+sCJmOwedEGMQPOcHv/k1u6Bo9ro1hFFbwop2jcQOTW3HgEYAH4VNro0dVosQKI41RVCYHRRgfpUuSe5qDfgEk9KYLuLeYyTvA3bcc49fpVmRLIpQmROT3XPWpA4K5HSo94PQ8VBG/lzNF26j8TTQFkmoHbnrSs/HFeey6jqN542vtM/tq6tIQ0nkrGoblU3BfYcHk0wF+IFmJrmxcsAmJM+v8Nc1psKhnuCP9lFxz9KhXW73UAP7QuZLjAG0SHpnrz2/+tUM2qqGgjiIEWN2M9fypMTudeiLY6fiSRFIBY9sVwmuRNrFykNkTMyYLAY4P+zVm4Goav8iK+xiBk8V2uh+CoolRrkglTnb1HTFZtXZrTfKrs5LSfhteT3EC3BihO7LqTuKjHBbHTPpXcWnww0yMAzzs57hEA/nXU2FhbWKBYYwMDbnHJHv6n3q+G7VSVlqKU7vQ52LwJoES/wDHozsOjM5/pir9poul2zbF0+2Vx0O3JI/GtQtxUE5JQlfvDocVRFyVY4ox8kaL/uqBSM3BqNJfMXcK5/xpf3Vh4deezneGYSoodDzgk5FMRuS/NGwzjIrHu57a3jRlUDIHfmuO1PVb2DRor+y8QalKrXH2fM6KizELlnj77QflOfUfQZ+sa7NMFiRiC2FGPSpnG+hUXbU6WfxDAsqoq43SZLE9QKp3PiuZroPGMInt61zGnwNcXTyybiqfKuT+dXJLVJAwORlskg4wOgOfSpm7DpRuzRHjG5aVzFDluDndgEZ/OqcviPUpJNy3TcDAWMbQP/r+9UxbhZIWG0Nu29zkHPQemR+tWzp67sFPxpwtuazutDIvBcXjmS4dnJ9Wya5/UtNmcqyKxxwa7pNIkc4hVmP93rXQaX4Pku/mlURDPII5q7mVzxMadcKQYkLZ7ete3fDLRLmy8OhrqCS3Z5mkUMeSCMdO3Sup0/wxpemkSJbI8o/5aOMmtVjgE0XJZG7ADk9K8++It0X+wxQyEZ8zdj/gNEuq3Nz44u9KudYvLS1aYxxmKWNFjGATkuMYxnjqTxXJX9zfzald6fdSXMjQTNEqz43oMnrjjOAM44oewXtqU7SxMiyzsM7jtUnpiurWzjgs0hVQMALxVfT7VTKkLAbIxubnOTWnOymRUjcBxlhj1AqJbBF3kclrdvGQ0g4LH5R6g+g7Yxiuag0prqSRQoIBzgds9q7u409r6Ty5I3BdtryRMMOx5B56Cun8P+DbRITNdea7yHJQkADtxjtgCpjc6JtW0PKovC8shwu4E9q2LP4fX85G61cIf42+UfrXtVrp1pZgCC3iT3C8/nVlwGUqehqzFyPMrP4RW8mDezIg9I/mP+FdHpPw58O6RcpcR2zTzxnKvMc4PrjpXSxybXMTEEjLDjHGakL0ybiMcDFUL+Z44xtbbu4zWX40v7qw8PPcWk7wyiVF3p1wTzXIa63iXS9E0+5vNTvRJd7/ADIiuBDgKVBOPvENnH/16aA5Hw1p9tJc+Y8eWABGfX1r0e2jVIlCjA3CiisqmzGviOrjpSxVyQaKKoRbXlBnvWNd20X2pSoKl9wYqSM4xRRUVfgZUPiRFa30sU6W6qmxTtBxzitWdis9vg/ffB/ImiirhsiZbjriQx27uMZAzzXjus6pc6f4uv8AUICvnRzNt3LlfmXaePoTRRViW5jQoDL5ZJ2gAdak0e2jub6F5RuI3H8jiiik+pUtkehabbxrNbgLxvFdjH92iis47sXQliYkc028cx2xcYJBHB6GiirAwLXVbkLFkhi8igk54BPT6V0MLl0DN1yR+tFFJbDZDAdp2jp1/U1z/j4/8UtJ/wBd4/5miirJ6nnur6++rwwxyadYwGFVSN4FdSqDooBYgDnPTrzWfafvL9i3O1ePyoopsJHS6XCgtN+PmYkmpoFE6yo4AEMe9SODk+vrRRWM9zWj1ARAXcK5OP8AWH3OAMfTk1u2VlDPJ84PXsaKKcNh1dzsLCxtoIgY4wDVqQbHV1JHqOx6UUVSMSRjULk0UVQHkWvaq2neKdXQ2VldxyXG4pdRbwCo4IOQR16Zwe4NZlvqFxd6lPdzuHnuX3yMR1JyfwoooB7FmyuJdsz7jlm5qW2kd9SG5jwlFFZyKgdvpUEbIGKgk9zXTwABQBRRVCJNxppY+tFFHQRWuGKvER1LAfrUxNFFMDl/HxP/AAi0n/XeP+ZrzW81rUL2xhsbm6llggdpF3yMxJbHXJ5xjj0yfWiimho//9k=", 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", 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", "info": {"video_id": "90264", "label": "lifting up one end of mobile without 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": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "90264", "label": "lifting up one end of mobile without 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": "86e2bf3870e2d83122a8c787916d88c02a9e6c3809c28370801ecb55294d1d74"} +{"episode": 72985, "episode_seed": 505248684, "split": "train", "timestamp": "2025-10-13T03:38:38.987389", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 505248684, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to turn plastic bottle upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "135759", "label": "pretending to turn plastic bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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wU/z5rwjU9Z8QalLMiT/2bbM3EMIxJt7BmHJP411vw81cWSWdjcSl5LG8WWORurwzHY4P+65X8xU4h3ic+HSUz3WWyV7QoRkEVzc1xNpxWFlLAnAJ9K7XblMVj31hFdsI3XEiMHQ+hFcbjY6IzvueR/EvSXs0g162UCe1dXkKjAZQc/8A1vxrD8cXqak2kSwnMbQs6n1B2mvXPEmltqmkXFkXSJpVaIho93BHpXkvivRI/D+laPZKWdUEih26nAXP860pa1Ik1dKcjHs4R5qsN2QMMD0FbtuAsgYgYHOD0qhYKo2HcR3yT3qxLP8AMyhu2cZ616J5qJLiXznwCM7Dx0HHNUrtFaIdgR8v5URnYSzE9cdO5qQYYbB97GeeuTSY0VNAn+yeJF02XJhvcPE6n7j45H4jFevWWjtNssoVOw5LMepx3rzfR/Dl1q+sWq2+xfKYSF/7gXB/WvcdDO1pAwHQDd34rFqKd+p6CxdeWHVFv3UczqXhCCQ29vcqGi3bm/CvKPH2ijTda/0eNliZSflHX2r3HXr7ZclkO5Ilwcepqhq2j2ms2TF0Viy8HHfFKVRppmUaakmfOBjd84HK8gjgH8Kpvnf80m48Ns/ug1vaxZvpWt3luyAIuPqR2rFlQKzHuTk1o3fVGGzsztNPkREAdsA8cVuJcl/l++qjHzdenWuO0+4aULE2RtbPHWultHK9Mc8ZxnimhM3oVWSBj/D97NEiGMbuVWRB83o3WorEsDIIwzgD5lB68c4rTASa2VN+S/A6YJ9RQBXcxCJQFyCMBV6DNU7mxC3CLIjBZB8rdxmtS2iVB5so+4O46kd6S5AuoQQ2HU8D+YoAzDp7Ej5vL+cngcYH+Nen+GX8zwZZDJLxReX7gqSP6V57JmWRVHb5sHr/AJzXbeAZi+lXUDuGaO4LYxjAYA/zzWU1oa0nqZviTT7i+gktkPFwhIDLwM+vrXM/Di5fSvE1/prgotxEJNh7SRna36FfyrvNYmkgvbVVRDEGcSnd8wB6YHeuPXSJJ/Gttq1pL5cSMWbj75KkEfQ8H8K5ovdM65K7TQ/4qEvLopwOk3X/AIDXKWtyI1LLIGyAMeh9a6D4tztA+gM3OTN1GB/BXFWDEpuznJzj0FdlH4EcVb42dJbssj5KYbjIPfrVyS1Ox9o5xuUe9ZcL5KyA7CuANo79K3bdy0oDcEAdv5e3/wBatDI6jwxA93aBUwm0ZweK3prR4VKsQVI61U0C1KWkUkZCyHrxwRT/ABNdXNvo88qBVZEO05/i6D9azbd7G6jZHPeL9NleOxuYEwkS4aRTyoI/ln+dcJcW0kUKlyGVgeB6c/1r1zRJhrPhm2eXDkxmGXPdl+Vv1Brza9s5UeS1LYKsfmPJOCRj+VRTlq0x1Yq10cqcNM8MisHyCG7EAcH9KjubJNrDO35NqsB1wPvVp/Z22jdkMh/r0qjPuLsynK54Oe1amJgXm6NiNvfjJzVK0dUT53AB44rRvsjdzwvPNc7bTGQCM8YbPHWk3ZhY6T7QWAQfOqjHPX61cgjWaIgDg4wfpxWTbvtPGDngHGeK0rMsrOI9zgLllB6/SquTYJ4SjhssAy43A9GpZLe0ISRoY2cDCkKMjPvV8KstsFLZLHC8cE022t1H7yUDEfXPcjoaAMy4tMTR71YK44bv/wDXqtf6fcrb/aLWQx3EDFkxn5gACR+OPzxW7cj7XbgqwDL9369x+NRsDI6JjjO4gnkjv/hUNXLTad0fQ+g6imraDYX8ZytxAko/FQasXMRb5h1HeuJ+E148ng61tZT89q0lvj02sQP0xXfEZFclrq3Y672dykkaTLtmQH3715V8bIxG+gKpAUeeAMdPuV63txnArx748TNE/hxh6z/+06dL4iausTgba5VELI5zjaRVy3cNKMqN/oOd3OawbQ5TfzknOD6VrxMCAxyNvCheDnoK7bnHY1ZLbcr7Ryykge9R24UyFmOGA/i6qehxVqBmMyB8g44IH3vpQ8G6benzI+RwPTvQI774bQ27297IozNuCknrtA/+vWhc3UlhqUoLkRuc4HasLwLfxWGstZEgGaPJOerV1mp2yl2keMAnoa5pvlkd9JKVNIpvJBepsZxHaopaVyeg6kk1L4duo7uzk2fd3lkB/u54/SvM/FE2pSymwF35NiTlkjGGkxztJ9PWuz8I3KNaxKjYzHj6mlUd0jRKKvFbnI/EzRlTU1utuA67SRXl1ypjbAAxgYr6M8V6INS05g45C8V8+anA1vcTQv8AKUPOe9a0XdWOSvGzuXNIAP708Z4HtXTae+2YKQC3b88VzWlIVtgOeQT+NdJbgiPJ4OMBz7mqWxnI6GyaNZAgYK+MAE/e9cVcaNopQ6gEbcHaP1rMtxOh/dbXbsW4K/jW3CXIVWAyBzgZxVCIJrn5ApBPI5NSouPMZUJX7wxyT7Uk9oxkyBlSTxV6zVgDjHyjOCOc0mMyZopN43sqSNzjsvf+nNdT4Gdl1C9jGAJIkbI9QT/jXNajJ5FyqBS7htxOeue1dL4UBGt46Axt0PbINRPYuHxHTXthFFbyzKC0pO4seSazIbZRqqRjoSWX6Yz/AFrevJFaJo1BdvRa8jl1TVbjx/d2P9s3VkiGRIUjAbG1NwXpwOCcmuZrU61JqOo/42riXQIwck+f/wCyVxFsdiKAflAqPxDrGpazcae1/ey3HlBygcjgnbnt7CpLPqQQSCPT2rrp7HFU+I6G12EIdvA/nXd+HNOtb2yuPtChnChI2PUAjqDXF6JpF5qryRWaoyxICVc8D2+tenrFHY6PZlECGJVDKO3qKmrOysjTD025XexPoLmbS4WXBkizHIPRl4P8qq+IUN3C1oQfncd/Tn+eKytan1Tw/bPqOlxpO8v7ye3JADH+8pyMHGM884rG8O67rF94jjuNdSKIXAKQQx8iNhyMnoSRn8utYqbcW0ds6dNS5rrXp1Ov8KCW20+e3nh8uSOdt6jpk4JI+ua5bxHb7NYnG0mOTDKfrwf1FegWg8y5ncAbDgZ9SBWP4tsg1slwijKHB+h/yKcJPmuc1SK5bI8suNwBkZcMeSprBZzNcskfKkZBzwCOwrpr8bPNV8lOpx1AriPE0jafbyxxsyTbsB+nyn0robscyVxNRjDQsyEsQdp/3h1rlrABmMh7dPaug1a1t7bw3BqWm6zfTK1ybfNzEsa3JCbneIddqkhTu9R7gYFghWLBySc/nUXuymrI2rNgswBALdh+NbVpsWQKGCsOmSOfXFY0K/u8kYIBAc9MmtOFZkOURZHHCk43KfXJrRGRdkiMMquoGAPm2j170S3A8sJgnpzVqHeyqHQbu+BnFRTWbGQMoyuenr70wTFWMLvYKSp+bPX8KheKTcGYrG7/AHV/u/Xv9a2LRcJjavyjOD1rO1KQW8wBBZ928+mD2qSkegfCeYlNRtz/AAXG8AdBuQE/rmvUK8m+GvmQ+ItQULiOS3icj0YFh/I16yelc1rSZ0p3iiKTg8V4p8fWy/h1B1P2j/2nW1e65fyePL3TJtavbS1M+yMxSxosfAPJcdMZ9815h4/vtSvdXtrbUbu6m+yyzIi3GN68jrjjPAzilFWlccneJkW+FjUD7o4x+FblsyFEfaMDpjv6msWzByMDPHSta3Q5wjKoUBdpGQDjuK60cjNxEWa3GGRlCnaeuKdDK0KbWB3KMEY4PvUNm04JzEiRDpg8flWg0HnRYAwfpjA9abJRFpt35WqwXSgho51br2r2XU1F3pyPH1dQQRXjEVuyAkqAT3I61654UuPtmgx+YfnQbcfSueujrw8uhyuoaHDJbyb1DSYxz2FReA7GaOZhOPlUkIPbNbN5ayXN/PtLLBnYW9SOuKuaRCLe/EQAGF4ArmTex1WV79Tobm3WS1KEZBGK+e/iRo32DWJJVU7JRkY7GvaPHt9d6b4Ve4srh7eYTRrvTrgnkV4x8QLHXYdA0++1G+upJZ2dnjdeIcbSoJx94hs4/wDr1vB8ruc9T3lYwtN+77FTx+FbySFEiC4GW5oordHMzf08l7dps4b2/Cti1HmFSxPynoD1ooqhGtHGrSYI4HA+lWo1HlEY9BRRSY0c5fDNygPJ6bu55I5/Kuh8KkvrwjY5U2xY+53f/WoorOWxUNztpyQCo4GK8A8RX02m/EK/ubfb5kdw+3cMjlNp/QmiisOp09Dmr1cNbkE/LkD9K1NPUF1PI+XtRRXVT2OWruej/DKQma+BA5CsTj1zXWakMXrRAnYQpx9Tg0UVz1d2dlDZFTUlEttHA/MfmGMg919Kw7yxhillgiBRYiGjKnlCMEEH2ooqaPxP0HX+Bep32mACFwOgcgUmsRrJpF0GGR5ZP6UUU47ET+I8gu/mDg9D1rh/GbbraRSAQNmKKK6Xsci3OZ1zxXJrtvbxS6Tpls0CLFHJbJIpSNQcIAXKgc5OByeaZZDp7qf5UUVnE0ma4YpFGFx97/CtexJaEy9G9voKKK2RgzVgBcrljwe3etSKJGZQVyBwKKKYkXI0UQEgDOMZrm9RAMykjLAsu49Tg4GaKKhlI7P4eO3/AAkgyc77MlvfDgCvXO1FFc7+JnTH4UeF+JtSNh4v1lDaWl1HJcbilzFvAKgYI5BHXp0PevP/ABRczX1/FdXDl5pXeR26ZJxRRTXxIH8LI7LG9DjnArRsJDJMqNghm54ooroRzM3o2ZXChiQAOta9nGFiIyTzjJNFFUSX44kUJhR6V0/haR1ur2JThMjj0oorKr8JvQ+I6a/gjit8IuAo4rKX5NXQrx8tFFcj3OxFb4kH/ijHPf7RF/OvFdc1a+vdKWxubmWWCFmkUO7MSWx1yecY49Mn1oorUy6n/9k=", 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", "info": {"video_id": "135759", "label": "pretending to turn plastic bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "135759", "label": "pretending to turn plastic bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "135759", "label": "pretending to turn plastic bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8a9b8c6cd6c06bdeeafd3157c85c834c01eb15c842118e1d6321064f3ed23c0b"} +{"episode": 72986, "episode_seed": 3052692428, "split": "train", "timestamp": "2025-10-13T03:38:42.355794", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3052692428, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of wooden scale 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "215190", "label": "pulling two ends of wooden scale but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "215190", "label": "pulling two ends of wooden scale but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "215190", "label": "pulling two ends of wooden scale but nothing happens", "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": "96c457e8764bd34cb3ed404969e0f022166a33c3da69ae92aa2bc897268210b5"} +{"episode": 72987, "episode_seed": 897861387, "split": "train", "timestamp": "2025-10-13T03:38:43.110918", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 897861387, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'coin colliding with pick and both are being deflected'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "1347", "label": "coin colliding with pick and both are being deflected", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "1347", "label": "coin colliding with pick and both are being deflected", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "1347", "label": "coin colliding with pick and both are being deflected", "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": "8231b3aaa0381192bf9793f66da60fb04b137fbdaa0c9a8c9668284c4d1baf69"} +{"episode": 72988, "episode_seed": 1763236881, "split": "train", "timestamp": "2025-10-13T03:38:45.306763", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1763236881, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming charger'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14450", "label": "turning the camera left while filming charger", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14450", "label": "turning the camera left while filming charger", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "14450", "label": "turning the camera left while filming charger", "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": "f9841f7da37eccf80342193806f95abadf92965c6c54275da7822dc3a2e04d81"} +{"episode": 72989, "episode_seed": 3975122595, "split": "train", "timestamp": "2025-10-13T03:38:46.669819", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3975122595, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a shoe on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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Ca3iRSAenbK/XrimrbXWmyrdTTyTW18N9vJKys7Ad2x35Bri2fdcMec+YSSTz+fX0rqdfaK00bw/qG+3T7bE7lYQyjcpCkkEkZz1Ixms5xbRvSklJGm8qyjBNcdqWmzaLqqX3MkDSbgQOg64NOfX40ZVSTcT6Vs6frC31xBbzqDGSEfcuRg+tZRUovY6ZOM9LnFX5+03k84ztkYsKohd2FP0rc8QWkWleILy0tH326P8Auz14IBx+GcVmFw3WNR710rY4pJpu509/fx36WgjQILe2SDb/ALoxmtXQfFepaFAYbaRBGW3gsgYp1B259c1x9pIzvuByw+9n09a6G/sHs7C3lbANxyv0o3I2Op0/xdqE+v3ckGtCOCVA7y3EMaF2QYCcghcgnB6Z6+tdtb67p9zEkn/CY43gHa4hRh7EbeDXhi8xyehJNLbLKRgKWJ6UrBc+gVs7XUEUvqFxqETc7WmHlkf7qgA/jmub8f3aw+RCuFCx8AcAVwukeINW0X9yj3Qt26rCyAqfUBgc/SrOr2t5rFlNq2nXeo31tAA1wt4ymRM88AAcAc9MelKW1ilqeV16t8L9BaKzudXkjzLKhhgGOcdz+JwPwrzXTbGTUL+C2iGXlcKK+lPDumpYWlvbQp8kKAD/AD+taJBJ9Db0uzFnZQwA5KKAx9W71qIpqCMY49Ktp0FNJJWRDdxwQ02QOvQjGOamFIyBuv0pgQGMsqk8HFeffFG1mi0Bb2FQVgkyysMgggjB9skEeh+tejt8wKgcjv71i+JbD+1PC2q2WMtJbSBc/wB4DK/qBQ1dAtD5SjDowKgqhUtjqOlXdMkltbu1u8SoiyKd8eQQFI3YPbANUwJUgDYYLnBOeMkf/r/KrUV1cWwkhjY+X8wK44+YYOfwrIs7vxK+nW2o3NnZxyCW3nbzZJMZl3KpVuAPcf8A66wTIGU1d1wLPa6Xqqk77yxjEp/248of5VgicqxGaymveOmjL3Eb+lRIsW88SSuFGOwH/wBevQdJvYrG1WBCM5LO3Tcx6mvLLW+MS7wchOcU7/hKmifGSKumrO5lWetj2yHWEP8AGK0INTQ8hq8TtPGKZwz4+tdDp/iqGRgPMH51tcwPS49SC6g67hzyBVu5JkSO4gIE0B3Rk9Bnqp/2WHHscHtXmU3iCKLW7Yh8CSPufwrvNM1FJkAyMMMc96APAfEtrFY63eSwsJYLi5kYb8ZQhzuBA9yR+FZm6KOMCOKJlILbmQFic9z7e1dP8R9OSx8YToBhJ0EqleOG7n1wciuWgSBriASyEQ52swH3eTWbRdzt9Es7jWPDb20dutwksnluXhb9yQBhlkHoMfKenavNCpaQgeuK9E0G6ntfC2qRWV0zyQtb6gNnB+V9rjHp901yOh6Y+q6tb2sa/NNJj6DPP6U4ofMeq/C7w0YfD9xekYub0bI2I+6g6fmefwq54q+GN/c3Mc+imOWLylRo5H2ncBjPpzXe6JYxWsMFrGuFiQbVA7AYrolGAAK0cUZps8M0n4R+IJr1Ptot7WDB3SbhIR6YWtG++Cl9tLWep28jddskZT/GvaVqULS5UF2fPUfwf8UGTy2itQhPL+cMV3fhj4S2OlOlzqkgvLheVjA/dqf616bgU0YPaiyAo3Nkl3YzWbKAssZjxjpkYr5HnDQXdxDKilopnBUnB3BwD/I19i4wcjrXy38QbY6Z4/16Dyo2h88yAcAhZAHyPxY0pAjCtrlYPNBgjkSdeA/RTuBH8vapvEepRXuhafBGnlrb3VyUj/uo4jYD6Z3VUVj5cREZYqpBHJwOoJ/CqOqtGxj8sMBjkEjrxmpW5aM8ElgBx716fpukW/8AwrhohIf7TvJPNRv4kCAsg/Q/99V5zYWxuLpExwTz9K9p8LaBPeWEl1GuRD+6VfUkZbH4YFEk2rId9TxycStKXlLM7HJZuSaiyDXYa94Wura9f7OxC5OFbhh7e9Z9toLywOLpQr5+Uj0pAzKspFilVwSGU8EV0Ekr30dtAmXMQIUD3rFutKubJi20sn94c0xJ5YwpjYhvY4poho3YdPMgSJpI4XfJzIcAVqS6npeiaf5GmxC41Ar89xIMrH67R3+tYNhpuoazcJFEjMWOMmtnxn4Vm8JJpSbyxuoHaRj03A4I/IimKxzU1w05WSQs7sGyxwSeevtXd+EILG78P3c1/dR20FnPGjuiMJSkhxjcGHykg5BBA5rhIZzHOk8aLmB8jA4PzZrrvC0sesLqmjpFHA13p0mNgGGdH8xT9QNw5pW1KcrK5X+GOhm51CTUZEzHCNiH/aPX9P516cniaz0nUZor6SSOEKPLITIJ7/0qHRtJg8NeHHijOVt4ncsR95vX88Vx9zbf2gyNNNIdowPmNFSTjaw4Lmu2egr8Q/DC/f1Bl/3oW/wq5afEDwrcyiJNbtlc9BISg/MjFeVnw7ayfed/zqndeE4gMxEN7E1HtWV7NH0NbXMFzEJIJo5UP8UbBh+YqYkFTg818ywW11o8/mWs1zauD96GVk/lXS2nxD8T2iBft63AH/PeJXP54BqlWXUTpPoe6g/KM9aaqgsAR8ucH6V5Pb/FnVNoSTSrSWQ8ZVmXP4c1B4p8Xa5quim02RWBuJI408h23Fi4PJPbA5Heq9pEXs2eP6nbGy1q9sIy4aK6kgK9RgOQMUqeYZ2KvGHDcxuRyRx34PSvRU8PaNqlzb6x9laKYt5siRyEKzg859wwrmrfRbXV/HupaUbt7O2lMskaxx+ZukVCwXnoODz6DFTzJjasLHK7+HLW1mRle3nlABH8LbWGPx3VkyL89O0h3bTwGyAz7gueOgH9KuvbAgM2RWcviOiC9xFJozGmezcVk3C/vDitzUj5douPWsF3yxrSGxjV+IZs9aRJZIZAUcrj0NSjmoZB81MzNU6hPcrC0j5eL7pr0Pwt4kMqJG7YkXjk9a8uiYbOauWl1JbzLJG2GBovYLHe/E7y7mTSb8AkmN4Sw9iGH8zXnwWP94FbK5VgT1Azjn3rodX1k6po0EGG8yGXf9Bgg1z9xG8dm04BH7zb09qbBHR+DZEi1xoGcGK9tZrZhnnJTIyPqBXR/CTQftE8urSIQqfuos9z3P8AIVzd7penadpmn63o2qX0ji+FurzwrGs7BQzyRDO7apIU7v7w9wPe7O1tdJsZXgiSKKJGl2qMAYGaqBEtzA1vxLLpc4ksHDSkmMqVyAB/9esOT4g+KB/qlib/ALYUsUgkAZgCxGTn1q0hXH3R+Vc7lK+jOhRXYzT8RvG4PyQWxHvb/wD16if4keO43Vitqo/um34P610CbP7o/KnPDDMuHRT+FHNLuHKuxStPjDr0aAXehWszd2ilZP05rTg+Mjbf9I8NXAb/AKZXKkfqKzJNDtJQcRgH2FEeg2cZDMm7HrRzyDkiW774v6jJA/2Dw+LZkUyGa7l3KFHJGFA5PQc964vxToWqeNbpPEkMlotzPEkc9ryux0+U8nr0re8SRo9gtpEu1pnRTtHbcBj8z+lW0dNO1ZoCdsF780R7CVRhl/FQCPoarnbJ5UjznxNox8N3emlpBIktsFcwOVIkUYbBI6c5rmdRmN4Id0jOwLZ3IAQOO4616HcWln4i8bf2bq19cxWrymKF0ljRYhjJLF+MYB4HJOBXOXng2/bV7m00yzupPsszRyibG+MbsDcBxnjnGRVRbZLsnc3fhx4Qi1KJ9Rul/dB9sYPfHU/nXtfh6G1j0tVtIisauw7ckHk8e9YFpZR+G/C0UESA+Wqx+m4nqf5muNuYtVknkFpLJBblyyIkzADP0qpS5HYIrm1PXrjTbS6P7+1jk/3kqpceF9JuYRE1lEgHTauMV5E9j4m6x6pdp/u3D/41Fb6v4x0eQ7Nbu8Z5Wb96p/Bs0varsP2T7ncal8M1cl7SXAP8Lc1kw/CuVrkeb5IU9WC80/TPihq8GF1GztboDq8RMTH8ORXR2/xP0iQgXFpeQ56kBXA/I5o5oMXJNGxoXhLT9FjHlRgyd3PWuP8AjhZl/DGmXiEIYLzy2OMja6Hr+Kiuqj8f+HpGCxzXLt1wtu1cV4p1g+Nb658O3Ae105oopoWVAZFmXLYY+684HoarmjYSizxkSvJ5zMELNhSV/iYHI/St/wANXx0vxTpk88TREXAVyeAUb5SMH6nvVrXPBy6D4PvZXu/OuRcxtGVjwNvII/HP6VW1Tw5q/hvRtEu7ma6il1F3EttsJW3xsKBs/wARVicdvqDiVbcGnsz1fxRM0Hhe8ZMZJjTn0LDNcFBdyHGQtFFTV3Ko/CaMcjFuatISaKKyNRJYY5VO9Qay5tNti/3KKKljRasbG3hfzEjG71NRaoS+p6YjfdEwbHvmiiqiKRNbOYdR1OBMeWuyZR6M4O78MjP1JrlJ7p9I8Z3N/aqnnQn5N4yPmUqcj6MaKKpbkPYrWkahtoHCgAVYvAFCAdM0UUnubQ+FGbrIxYKf9oVzh+9RRWsNjKruPUnFMfrRRTMhwOAKmQ9KKKTGXATtHJpt5Ixs8E5G4cUUUhF/VvFcniD7FFNpOmWrW6pHFJapIpRFzhAC5ULzk4GSea9s8Rapcpo+pwKVC/ZVGcc84zRRWi2YnujzETSj/lo//fRp/wBomH/LaT/vo0UVzmw5bq4/57yf99GrCXVxj/Xyf99GiipAsR3lz/z8S/8AfRqZb67H/LzL/wB9UUUAR3VzO9xalpXJ80HJPoCR+tWbuSS9tmt7iRnjYjjOCCOhB7EetFFAzlU1640nUb2OS3tNSSSUErfwiTBQcEEYI68jOD3Bruvhnf3Oq3+uXt7J5s87xyOxAGSd2enT6UUV0U/iRjPY6/xUxXTrNBwrTMT+C8fzrnIzxRRU1fiKp/CWFpXhjkQ71BoorM1MK90+3Dkqm0+xrMW3QysuTgUUVBaOo0Wzghs96p87Dlj1rJY7IdYvR/r4byKRD6EEL+WCR+NFFXEzkTePUDeHZkOcBweD6dK4s6vf6jpNpZ3l1NPFbSPLH5srMdz4Bzk8428emT60UVaIZ//Z", "info": {"video_id": "134427", "label": "putting a shoe on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "134427", "label": "putting a shoe on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "134427", "label": "putting a shoe on a surface", "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": "995a4233dcfcc5ddcb6a300f4ce592b13888d20d1cd6ebc4a7645ef03f6d9607"} +{"episode": 72990, "episode_seed": 3776426589, "split": "train", "timestamp": "2025-10-13T03:38:48.910750", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3776426589, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting correction pen into pen holder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "128510", "label": "putting correction pen into pen holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "128510", "label": "putting correction pen into pen holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "128510", "label": "putting correction pen into pen holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "128510", "label": "putting correction pen into pen holder", "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": "b09d1282a063a703f63a61af8392f87fe6536f897679ad99fc47bd8e3d2aae5c"} +{"episode": 72991, "episode_seed": 3435333731, "split": "train", "timestamp": "2025-10-13T03:38:49.968481", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3435333731, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dispenser 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "106111", "label": "pushing dispenser so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "106111", "label": "pushing dispenser so it spins", "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": "ae5a7f2941100c4ae8db8333cfa6ec6aa71dd5a0b17c8cf7ab5499044f7bf7ac"} +{"episode": 72992, "episode_seed": 3095952556, "split": "train", "timestamp": "2025-10-13T03:38:50.751029", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3095952556, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a cloth with a 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "62332", "label": "hitting a cloth with a spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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W31N7Lst4m0ewkzVTxvcNF4gvLhePKgVf04/U1teGtCiubua/uGlS8hu2DKTw3fkfjXM/E+RrfXSqsNl1DFuHcbS2fz+WlFNoqvOKba7Gz8Lw0Gl3blshpFP0613N9It5asvcDivN/hpO66fqiOTw6bQfTmujttY2X5gbp2rsTsjxlHmOMvLRLXUp1VQCX3A45NNfYzwQEZVmyR64/wDr4ra8UWnlXH2lOAR/OuT+0Fr+RuT5UYUDOOTyf6VwVbqTufQYazpKxvzQRXMU1tvG/G4Be3+eK0dDlF9AHnRmvLQ7ZApwxGMBx9RXI6ZqSjU4wyQxK3y5GQSDx/PFdNbPLZaxHNChbIIkUd1qYnRZ2sdrYLGmJUkeTPGWbv6H0rYjdwPnQfhXPENBIl9AS0DjEqe3r9RW5aP5yrj7rDGfWtos4K66nLm5m03xTLZyOTA8qXMWf4fmGR/OrGnolgj3jMEii1O5jkJOAI2P+IFV/HKJaX1ldgjcAUbHoR/9aotUuVm8DXzDBEt03Prls0k7NhJc0FLucZ4gY3niu0ljkJhYFY09gScfrXDwDfJGUTfySwC5xXVbt/iaCORj+4Awffr/AFrjdLmkktbiaHmZWAUevXIrRyfImefyKddxN22ghk1GOSZUD9Vj64H+NdRbBEG7Hygf/rrirSaa5u1lkgeN1HVuBnpgCumnnIsiobDPtjB+vH+Nc0m29T2aNOMI2id98PLZZNRFyQMhHkZvc10OqzhJyW/1bnn2rG8CYtdOurrYADiJM9cCrepzrNuGR1xXXSVqZ51Z82IfkKqxq4iJZSOgB4NaUbsYlCYwOCD1rDgkN1bNE/DY+U1e02eURiK45mUbSf7w7GoudLV43LGrKzaeXXIeJg/HpWIVF3c6W3BxqG8j2MZz/KumlUPZyFum3kVyuiTrJd20YOTHP/IMP61MnqhU/hZn+IZIl0KXSBKBcQrJFkH7sfO3P/Af5V5RfqUg0dWYlJZXHucFc13njOVk1TV5lODuERx78fyrkr63iNlpcgYbovNOP9o7f6CqUvdZx1Yc1WCRkyXdypkt5IJJIyfkZBncOwJ7V0OkForcIT0AH8zWS7+USAflPIrQ0WOW52OM+XuKn8K57N7HqKSj8TNOzZ557qZQXy3ljnGAv/1810uhW21mZo0jLDBwevpVeysY7W28sjGWLfXnNadu207hgYGa2p0rO7Oaribq0TqLIiO0iA9CP/HjWnOoNsp9e9YEF4qpEpPB3fqa22mVraKNjgkcA11p2seXUp3kx1pH84ArTmk8jb71UtAEAJPTvVbUroTXCQROAWOAT64q+cj2NkU/Gl+0fhWRoZCkvnDaynoc/wCFeRrM1z4pswVBEQG/P6/0r0nxVDPH4KuGlAMsMiyEA543jP6GvIrS/J8Qi4UALLMw+i9P5VzXcp3OiqlCjynnDW+WxjHFSR2eVA6nvirRjETMhbcR3FXo4gG37g3Q9Mdqp7HHF6lqxvbURCC6Zo2xt5+6a17eFNQhywzBGfkT1x3NYBsxL1OBnNdTYfutOWRMcoPzxXJUilse9gq8prlkNs2FtdR3KAb4Dx647j+det+HLiKQi4RgQ4HT/P0rxrz8OQ7YlX7zAdTXZeAdaMiyWjAq0JyAe6n/AApROurZo9H12Mi2a4ijEp2/vI8cunfHuK563F7FrENujxyWjAm3lYZIHp9a6YykW8c+ciI/MPVTWTPbrb3AVMeQW3o+fuGtrXOHn5I2HWN3NZ3epTMoaSW48qKNR1Kjlj+Y/KvNPG/nXHiV5pWEm1AhbsG6kfrj8K9G+3RQ3FxKgeR2U4bHC5OTXP3Wi/b9LupCuZMGTOOc5zW1OmzgxWIjZLuZ3hJJbLTLic5HmsMZHXrVXVL9ra6S5RsEGunS026eQn3MDA9K898RwvL5kW4j8amVxUWkrnX61rMN54fjnRg3HOOa5CN08uWRmws5XafXjp+lczaanNaQG1dm2KT+FXVmj/cz+csqoSEVTwGPHT1rCqru56WDmnGyJblnN1HggE52j6dK9Dsrw3Nlb6hD8xZA3Hfjn+teeyWu2UXMh3SsfyHoK6zwpdRxWBsCcCM5TJ7Z/wD1/nWaO9t7na2mt/2aYINTQx+cyqGA+XLD5f8AA+9dNZT28Cny2BT7ygHpXMLeQX8Rt5dskanGGGRx0NY2oPcCaeay+S4gx5iKeHU/xD8q0UrHNOmpmn4lu4tb1WzidWFn9oEbsvHJHXNWte0+Gy8BX9hDcHCoXSWQ45BDDP5Yrl2vdQuNMhRoIohPOiKcnKk87vwxTfFeuzX+lTRR5Fn/AKsN/fPTihO7IqR5YW6I4vz3uL5rknkzFz7jsKpaVbrBYBAw3MN5I/vH/wCtWhZQeY6DGRjpXBia6XCpcSgegbpW04uSsjyaNaNKbnJXudhJfCGRCzjO4D8+K1ba4N2yRdWilUketeceTLKd8jsznuTmuz8Oy/arm2gE+yQYBUnDcehrGVKx6VDGKo2noe36cws9CggBGSpdj71nLdb52TOdwyP5ULKGtUVeERcfWs63BF0Zv4UGPwzXTayscMJe/wAzNRZJ0I2IWRDubaMnFbGn3ltfoHR18yNipHcHuKz/AA9cCa/kkz8jcCrWuWlvZCS6+zr5MzDznQYZCSBuyPasG76no7e6zVvr1Le1MY5eThRWH4S0qARvdN5i3cc8iSAngkH07VS0+W8j11dPutrgKTDOedw7GtHS7ia2+2uApnuLl1RB0AQ7SxpXu7icXGLjHqeffEU+T4suI0k3LP5UrRjqpClef51weufaUtbFIJGBLyHC9/u11XimcXfiq8kEm8qQhf1I6/rmt/RPDkU1hFJPEGkAOM84zXRTV9O54+Jm1JtdDhtH8KalesrahLKU67D/AFruNN09LCMxKNq4711Js1jJOOo/pWZcRdQBW6gkrHKq03K7ZVLBJQxO44woFWoFIDbm5ZTms2JCs3PbkUX2rRWgKlsHHLVjJ2Z6FK81obVnOGdEB5jIB+ldrLCl3YpgAyJgg+9eJ2HiHytehEkgVJTt5PU9q9d0y8M0GwHG5cfQ1l7TU7p0bRXcgm1VrSF5QWaIHY47ocVTur7KaabeF2lmuVEbf3uOfwxk/hT9SUfZvtn/ACyYGK7j9xxmqcZd9ItmiljVYXbyp3O3CspXcPcbjSlPoEKSWonj7WseGryC0JxxG0g6ZJ6D17/lXlGlwPJeQxxLkk55rrfiDf23mWelWTgwRrvbac7j0H49areEbUPHLdBQXVtg9h3q4bHBimuay6Hl0cI3bjyc8jtVxCIN0bLk45NUlkKg4A+YYq3M6mQbTyQM+gOKo5EXVbzYSqfKTx9KgGuz2Nh9jWINIuVjkz0HuO+KIZtqrGv8Qyx96rzQo7Fm5561PInubRryhrFhpeqzW/7u5zLHzhj94fj3ruPDrCFTq0J3KDtUDjPqDXBeWpOR0HSvUPDumhfCVu4X70YkP1JNUqSbuWsbUjDkO60zU4rq2zG3BXkH+VKZQV8sH5ccDqKxtEhxEcelX7dGEuCeK1jTRhPENrUbKjySBBnaOwrqNN09P7OlLAcrj86z4LUNg4rmm1TVJ/GF9pK63dWkCtIIliUNyqbgvTgcHmtvhRxybnI1LOPMU8ZOduBj864XxLa+VclgBznrTPD/AInu4dQn+2zySrIQQXPQnk1f8WSRz2azRkEHnIrlmkehSbUTza8hHmvjqeaisrMC+Un+LI/HFTyTxtLnHtmmSyvBPFcKoKxkEr61lJXVkaUZqM+Z9zdu5NkSBlG0D5j/AIVTj1NbKaKVSzKDggdQDWNqmvSXckaWgaNEOW3D7x9PpU0GoQ3EQWRVikI6fwn/AArH2ckrs9ZY2nKTgmeiaXfskq5bIPU+o9a245RvLAHzYckberIece9ecaTrFuJBYySbZkUFCehB7V1FtqCu8bszq6jCuvPHoRU2saOalsadxLbNpDvNM1rFu3oMZYdRwPx4rC8V6jBLHp9laoyQxqWwy4PoDj86tatqsOmWx1CSOGSXO2MrH8zMfr0+tcJqF/dXSSXckrGdmHPp7fStacbu5w4uulHkW7Ot8P2n2iSQMPoa848pgTvXB7Z9K9AnjTTtBg1DStZ1B1a4NvuniWNZyE3M8Q67VJCnd6j3AyF0YyOzOMnNb7HlWctjBSAgqxAAIBxmug8MacZtREuOh4oOmquVYcjpXV+HtPEO1lXlvlpdS1FpanUJlbPjuMCsfXdVi0rSyu4CeU7VHt3Na19cJZxBCfujJryDVvEp1LWZWlXdbp8kTDqB6/iac720NaE4865noeneC9XWUbQfu8Z/rXoU0yNFEZ1Bhk/dyZ6DPHNeCeHtaj06/WQyDyjgZH8q9estWtru08sSJJHIvIz1H+NcyPWqtN3ILq1ay1C3tSGxExeGYnhV9D7dqjk1yy04apLE8lxMFJ37MJHnLYz9TmrmqTR/ZRFIySAdNwzmvKNf8RSX9y+mWmVtIGKuFGA7Z6Y9BTjG7MqlaMY3ZXsw93dxk8u75YeuTzXsOlwosJZe+OPTrXkXhW3jufFItL++ubON32pJHLHGIz3LF+MYzx1JwK77wdPefb9btLuW5f7LMsarc43pgsOccZ4GccV101qeHVldHSXGBj6CsufaMnOK0byVY0DMR0rkNQ1hMv8AMAi5ya2ZhEzNX1qOyuvnO2PBBauF1bxMtzfqkYMtsv3mHG4+30qxr98NRkIj4j6Z9awPsoQHnJrmlFSdzvp15U48sTbBt5oRNCd23Bz3WvWfB/iKG8swPOX7RCQkq56HsfxFeEkyQnMbFW9RSWWoXlheG7tpnSXPzHs31HesvZWOz68pJXR9PGQbp5VwY5gPMiYcZx1H1Fcdr15Y6fG014HaFD8kLy5Xd2AA6/SuG0f4iauzCKaOKSPgEAlT+dO1iWbxHf26RqkUMOTsLEnJ7n+lHs22EsXFR03IJruXV9QNwyKpbhUQYCj0Feg6Bb/YLGNQo3sMsPeuOvbJdI0x5oJGWcOuHHoetXdYtvEOg6Ppl/dX92k16X82EpgQ4ClAxx94hs4/+vW0YnnTm5O7PNInPlAe9Tsfu+60UUiSe36/8BpX4Ue4zRRTW43sMYkKK9t8IoreDrUEcfZ/6miitIGU+hpaWiheB61Kn+vH1oorVES2N+2AEfA7V5ZrN7Np3jbULuDb5sc7Y3DI5Xaf0Joopy2IhuczGgE8mOwX+tT3NxK9lsLHbtPFFFcc/iZ6VL+GjkFYtIgP8R5qxcsTHt7AAUUUGZm+UgLECoZANn1ooqyEUjw2avW2q38TApdygjpls0UUrJlKTWzNG41S81QQ/a5i4jbCrgAdOvHep5+LHpnLDNFFJKwSbbuzV1HxM+uQ28cul6dbGBFjie2R1KIucIAXIA5zwOTzXSrGokdQOMZooomVR6kMkSb34rqtEjUJkDpiiipjuaz+E5vxjdTJp9yVcgk7c+xryx1GcUUVszkRA7Hj5jxyKuQ6tf25XybuaPPXaxFFFZ2RtGTtudfpXiXV5bcRS3jOGOMsASO3BxV3QdNtkSSXYWck8sc0UUWSJlJvdlS51ltL1S+Q2FheRSyhzHdw7wGUcEEEEdeRnB7g113gG/ub+fW725k8y4neOSRiMZJ3du1FFaw3MZ7FrXr2dYnw3SvM9TvZ2zGXO1ic0UVUyIGaSdoHYAVGQCxz2oorJGzIZagYDHTrRRQxov6MoM3PrXaaYq+SXwA289PrRRSEybxC5fQmJPSVAK5+817U77T4NOuruaa3t5HkTzJGYktjOSTzjbx6ZPrRRVIln//Z", 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", 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", "info": {"video_id": "62332", "label": "hitting a cloth with a spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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aSOJ0iZbfU3suy3ibR7CTNVPG9w0XiC8uF48qBV/Tj9TW14a0KK5u5r+4aVLyG7YMpPDd+R+Ncz8T5Gt9dKqw2XUMW4dxtLZ/P5aUU2iq84ptrscJqIMcGkIzZWWeQ4/75zVeS7uVMlvJBJJGT8jIM7h2BParLRtIbd5DzA0nlqffb/QGnO/lEgH5TyKKr96xjgYtQcu7NbSC0VuEJ6AD+Zq7Zs8891MoL5byxzjAX/6+azNFjludjjPl7ip/CuwsrGO1tvLIxli315zURpuR2TrxgixoVttZmaNIywwcHr6V2dkRHaRAehH/AI8a5e3badwwMDNbkF4qpEpPB3fqa66ceU83ETdVam/OoNsp9e9NtI/nAFNaZWtoo2OCRwDVq0AQAk9O9bKVkcfsbstzSeRt965/xpftH4VkaGQpL5w2sp6HP+FXNSuhNcJBE4BY4BPrisDxVDPH4KuGlAMsMiyEA543jP6Goqz92xtQpJSuzzYTNc+J7QFQREvz5/X+lclAN8kZRDJkksAua2bW/J1/7QgAWWVh9F6fyrntLmkktbiaDmZWAUHv1yKwd1EcUqtdo3baCGTUY5JlQP1WPrgf411FsEQbsfKB/wDrrirSaa5u1lkgeN1HVuBnpgCumnnIsiobDPtjB+vH+Nc0m29T2qNOMI2id98PLZZNRFyQMhHkZvc10OqzhJyW/wBW559qxvAmLXTrq62AA4iTPXAq3qc6zbhkdcV10lamedWfNiH5CqsauIiWUjoAeDWlG7GJQmMDgg9aw4JDdWzRPw2PlNXtNnlEYiuOZlG0n+8OxqLnS1eNyxqys2nl1yHiYPx6ViFRd3OltwcahvI9jGc/yrppVD2chbpt5Fcrok6yXdtGDkxz/wAgw/rUyeqFT+Fmf4hkiXQpdIEoFxCskWQfux87c/8AAf5Uz4Wh4NMupckoWUZPtmsfxnKyapq8ynB3CI49+P5VseAHji0K4RGGSQzDPfmtaTd2efi0rxO6vpFvLVl7gcV5PeWiWupTqqgEvuBxya7O21jZfmBunasTxRaeVcfaU4BH86K7bhoaYJKNXUxX2M8EBGVZskeuP/r4q7NBFcxTW28b8bgF7f54rA+0Fr+RuT5UYUDOOTyf6U7TNSUanGGSGJW+XIyCQeP54riT1Pbt1Ou0OUX0AedGa8tDtkCnDEYwHH1FdbYLGmJUkeTPGWbv6H0rirZ5bLWI5oULZBEijutdYQ0EiX0BLQOMSp7ev1FaxM6q6HQxu4HzoPwrkjczab4pls5HJgeVLmLP8PzDI/nXUWj+cq4+6wxn1rl/HKJaX1ldgjcAUbHoR/8AWq5bXOKlbncH1LGnolgj3jMEii1O5jkJOAI2P+IFcBr7G88W2cschMLDZGntknH612WqXKzeBr5hgiW6bn1y2a8+Db/E9vHIxxBjB9+v9aqD95WMMUvcdzydrfLYxjipI7PKgdT3xVoxiJmQtuI7ir0cQDb9wboemO1avY8yL1LVje2oiEF0zRtjbz901r28KahDlhmCM/InrjuawDZiXqcDOa6mw/dacsiY5QfniuSpFLY97BV5TXLIbZsLa6juUA3wHj1x3H869b8OXEUhFwjAhwOn+fpXjXn4ch2xKv3mA6muy8A60ZFktGBVoTkA91P+FKJ11bNHo+uxkWzXEUYlO395Hjl0749xXPW4vYtYht0eOS0YE28rDJA9PrXTGUi3jnzkRH5h6qayZ7dbe4CpjyC29Hz9w1ta5w8/JGw6xu5rO71KZlDSS3HlRRqOpUcsfzH5V5p438648SvNKwk2oELdg3Uj9cfhXo326KG4uJUDyOynDY4XJya5+60X7fpd1IVzJgyZxznOa2p02cGKxEbJdzyvxDb3cFppzxPIpmaQgD+LG2rmj+FNSvWVtQllKddh/rXph0SC8jhZowyxqQmR0zj/AArVNmsZJx1H9K0jTT1ZwSrSXupnLabp6WEZiUbVx3q4WCShidxxhQKtXEXUAVmxIVm57cinNdTWhUezNKBSA25uWU5qxZzhnRAeYyAfpWLfatFaAqWwcctWFYeIfK16ESSBUlO3k9T2rnlOyPUoUm3d7HtksKXdimADImCD71kzaq1pC8oLNEDscd0OKn0y8M0GwHG5cfQ1n6ko+zfbP+WTAxXcfuOM0vaaD9j71hl1fZTTTbwu0s1yojb+9xz+GMn8Kq+Ptax4avILQnHEbSDpknoPXv8AlSxl30i2aKWNVhdvKnc7cKyldw9xuNcp8Qb+28yz0qycGCNd7bTnceg/HrUpuTHVUYQ9DktMgeS6ijjXJ5PP0rP0u3W3sAgYb2G8kf3v/wBVdn4StQ8M10FBdTsHsMc15D510pCpcSgegbpVzi5KxwYetGlPmaudfJfCGRCzjO4D8+K1ba4N2yRdWilUketeceTLKd8jsznuTmuz8Oy/arm2gE+yQYBUnDcehrGVKx6dDGKo2noe36cws9CggBGSpdj71nLdb52TOdwyP5ULKGtUVeERcfWs63BF0Zv4UGPwzXTayscMJe/zM1FknQjYhZEO5toycVsafeW1+gdHXzI2Kkdwe4rP8PXAmv5JM/I3Aq1rlpb2Qkuvs6+TMw850GGQkgbsj2rBu+p6O3us1b69S3tTGOXk4UVh+EtKgEb3TeYt3HPIkgJ4JB9O1UtPlvI9dXT7ra4CkwznncOxrR0u4mtvtrgKZ7i5dUQdAEO0saV7u4nFxi4x6nn3xFPk+LLiNJNyz+VK0Y6qQpXn+dT+DZXttOu8H+MH+dY3imcXfiq8kEm8qQhf1I6/rmum0DTGt9DckYZ8Eit46LQ8qrrU9DM1S/a2ukuUbBBrU1rWYbzw/HOjBuOcc1yHiOF5fMi3EfjXM2mpzWkBtXZtik/hUO7TOiM4xlG500bp5csjNhZyu0+vHT9Ky7lnN1HggE52j6dKiWaP9zP5yyqhIRVPAY8dPWppLXbKLmQ7pWP5D0FctrHtQd1oehWV4bmyt9Qh+Ysgbjvxz/Wt+01v+zTBBqaGPzmVQwHy5YfL/gfeuK8KXUcVgbAnAjOUye2f/wBf512i3kF/EbeXbJGpxhhkcdDVpkT1VmdPZT28Cny2BT7ygHpXJeJbuLW9Vs4nVhZ/aBG7LxyR1zWZqD3AmnmsvkuIMeYinh1P8Q/KqjXuoXGmQo0EUQnnRFOTlSed34YpuV9DGNJRlznUa9p8Nl4Cv7CG4OFQukshxyCGGfyxXkQne4vzc5+Yz7znuOwrs/FeuzX+lTRR5Fn/AKsN/fPTiuOsYPMkjXGR6VtTa3PNxt78rOSjhG7ceTnkdquIRBujZcnHJqkshUHAHzDFW5nUyDaeSBn0BxWh56Lqt5sJVPlJ4+lQDXZ7Gw+xrEGkXKxyZ6D3HfFEM21VjX+IZY+9V5oUdizc89ankT3No15Q1iw0vVZrf93c5lj5wx+8Px713Hh1hCp1aE7lB2qBxn1BrgvLUnI6DpXqHh3TQvhK3cL96MSH6kmqVJN3LWNqRhyHdaZqcV1bZjbgryD/ACpTKCvlg/LjgdRWNokOIjj0q/bowlwTxWsaaMJ4htajZUeSQIM7R2FdRpunp/Z0pYDlcfnWfBahsHFc02qapP4wvtJXW7q0gVpBEsShuVTcF6cDg81t8KOOTc5GxpqkeapOdhAx+dS3GBj6CuV8B6heXsmqm7uJJsNEy7z0zuzXT3kqxoGYjpUx2G9zOn2jJziuO1fWo7K6+c7Y8EFq09Q1hMv8wCLnJrzrX74ajIRHxH0z61nU10NqT5Xcr6t4mW5v1SMGW2X7zDjcfb6VIDbzQiaE7tuDnutYn2UIDzk00mSE5jYq3qK55UrrQ9GljpJ+9qj3bwf4ihvLMDzl+0QkJKueh7H8RXTmQbp5VwY5gPMiYcZx1H1FfMNlqF5YXhu7aZ0lz8x7N9R3rtNH+Imrswimjikj4BAJU/nU+zZosXF6vQ7nXryx0+NprwO0KH5IXlyu7sAB1+lcDNdy6vqBuGRVLcKiDAUegqfWJZvEd/bpGqRQw5OwsScnuf6VYvbJdI0t5rd2WcMuHHoaqELbnPiMTz6LY7HQrf7BYKoUb2UlvrXiPlMGJdcHqv0r0vUrl7bRYtS0/XNRlD3H2bM8Sos5CZZ4h12qcKd3qPcDnV0YyOzOMnNaPQ5YpyMFICCrEAAgHGa6Dwxpxm1ES46Hig6aq5VhyOldX4e08Q7WVeW+Wp6mii0tTqEytnx3GBWPruqxaVpZXcBPKdqj27mta+uEs4ghP3Rk15Bq3iU6lrMrSrut0+SJh1A9fxNOd7aGtCcedcz0PTvBerrKNoP3eM/1r0KaZGiiM6gwyfu5M9BnjmvBPD2tR6dfrIZB5RwMj+VevWWrW13aeWJEkjkXkZ6j/GuZHrVWm7kF1atZahb2pDYiYvDMTwq+h9u1Rya5ZacNUlieS4mCk79mEjzlsZ+pzVzVJo/soikZJAOm4ZzXlGv+IpL+5fTLTK2kDFXCjAds9MegpxjdmVStGMbsr2Ye7u4yeXd8sPXJ5r12xgT7I+3+ID5a8m8K28dz4pFpf31zZxu+1JI5Y4xGe5YvxjGeOpOBXR6Vrt3peuX1ney3LLFKYgtzjemCR8wHGfXHFdKVjyE25EfiW18q5LADnPWuCvIR5r46nmvSfFkkc9ms0ZBB5yK84knjaXOPbNRbU0nLQgsrMC+Un+LI/HFdDdybIkDKNoHzH/CsKWV4J4rhVBWMglfWq+qa9JdyRpaBo0Q5bcPvH0+lYyhKTPQw+KhSptM2Y9TWymilUsyg4IHUA12Ol37JKuWyD1PqPWvO4NQhuIgsirFIR0/hP+FbGk6xbiQWMkm2ZFBQnoQe1Q4tHYq8Jq6e56PHKN5YA+bDkjb1ZDzj3qncS2zaQ7zTNaxbt6DGWHUcD8eKzLbUFd43ZnV1GFdeePQijVtVh0y2OoSRwyS52xlY/mZj9en1oQpVFFXZV8V6jBLHp9laoyQxqWwy4PoDj86Z4etPtEzhh6YNcjqF/dXSvdyysZ2YZb0HoK6e80nW/DOh6Vez3d1FPe+YZIdmBABtKBjj7xDZx2+ua6Yxsjw69Xnm5Hn0TnygPep2P3fdaKKowJ7fr/wGlfhR7jNFFNbjewxiQor23wiit4OtQRx9n/qaKK0gZT6GlpaKF4HrUqf68fWiitURLY37YAR8DtXlms3s2neNtQu4NvmxztjcMjldp/QmiinLYiG5Z8CHy21Tb6Q/+zVPr17OsT4bpRRU9Cup5nqd7O2Yy52sTms0k7QOwAoorGRvDYjIBY57VDLRRSBEDAY6dav6MoM3PrRRSKZ2mmKvkl8ANvPT61N4hctoTFucSoKKKESY+s+I31qK3ik0zT7YwKscb2yOpRF6IAXIA5ycDk810axqJHUDjGaKKUzaj1IZIk3vxXVaJGoTIHTFFFTHc1n8JzfjG6mTT7kq5BJ259jXljqM4oorZnIiB2PHzHjkVch1a/tyvk3c0eeu1iKKKzsjaMnbc6/SvEury24ilvGcMcZYAkduDirug6bbIkkuws5J5Y5oooskTKTe7KlzrLaXql8hsLC8illDmO7h3gMo4IIII68jOD3BpIbyfUru7vrqTzLiZ/Md8YyT/KiinL4QpfGi1c3Er2Wwsdu08VyCsWkQH+I80UVCNKu5YuWJj29gAKzfKQFiBRRVR2MpbkMgGz61SPDZoopgi9barfxMCl3KCOmWzWjcapeaoIftcxcRthVwAOnXjvRRSsrl88rWuWJ+LLjuy1cfX9T1DToNOu7yaaC3dpU8yRmJZsZySecbePTJ9aKKqJlI/9k=", 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", 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", "info": {"video_id": "62332", "label": "hitting a cloth with a spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "62332", "label": "hitting a cloth with a spoon", "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": "2c3501ce048ad06bf9d8ef44e2d660dd043ebeef616860f030cad0b740b96a38"} +{"episode": 72993, "episode_seed": 3955287705, "split": "train", "timestamp": "2025-10-13T03:38:53.997940", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3955287705, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing bottle 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "42862", "label": "pushing bottle so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "42862", "label": "pushing bottle so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "42862", "label": "pushing bottle so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "42862", "label": "pushing bottle so it spins", "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": "cd83aa492bbe7185dc9668b3960c00916f58e18f9a50fcbb42686290b900ac41"} +{"episode": 72994, "episode_seed": 3943651632, "split": "train", "timestamp": "2025-10-13T03:38:55.633535", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3943651632, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flashdisk out of 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "162177", "label": "taking flashdisk out of bag", "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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iUBrKcFCjdMEdK8vufh3deHL+x8Q6WizWcUwleJz8yBc5IPfjp716mUVaEPaOrvZW+X9I1qU24K8tLmD8XfDepP47t2gy8F9Zr5CtwEWNApBP5HPvXFPBxewuMMjGIj02rt/pXvXja/tdYgiupwscFrblppD1ROMj8eBj6V4cJI57m7njj2RyMsioP4QR0/IV5+MnamZUKa9tb+tjMY5treT/AHD/AE/rTrmPIXj2NG3dpmO8YYfkf/rVPIN0RYema4b2fzOi2nyRjSJ+8Cj+NCv4/wCcV7F+ztIUPiLA6/Z8/wDkSvIbj5GDj+Fga9X+BTC3l8Rp2Jgx/wCRK64v3TknH3kfQlvdrtwalN4gBPtxXIrqqw5BPUetVJNeZ38uAGSQ9lFXGaS1GqKb1Og1K+Z1MaHLsPyHrVeGFbazOT8+MtVOytJnCTXLZeU5AB6AVfu4liRFyTlgAPSplO7v2OuCStFHMWPjCwnvrjT5We1vY5WTyp12Fueqk8EEc8V2umaZbT2DvcQJILmMxsrqCDGex9jXK+JfBEPim4tLcyGOMXMcszKOWjU5Iz2J6Z969CVVjQKAFVRgDsBVQjbU5sTWbXIfJXxS8Fx+DfGBt7Vt1jdwme3BPKDdgofoeh9MVwqjlx7/AM69++NWjDWLEeIo3P8AoQ8peeGiJwfxyc/jXgYGJWA9B/hSnHllYOSUUuYrMuMg1E3Y+1WZRhiKrkfKR3Bqos56iPrhhgc1nXdwIgTnGKt3M4Vc9K5G/uzeztbqTs/ix39q8OK7nrXMzUrq9fWrS+tpLaeFfnWJk8xD2IcY71r6PdQWk0UlrpjwIgIECkbVySSAepHOOe1Lb2oUDao471qW6hVPH5VeIqxq01T2RzVMDGt8dyO3vtZGmXSm4Y6jcSswu5MMYYzwFQccgd+2TgVzyeA7aS3eK4uJmEkgkkIIBbHQZ9Op+prsItpwAoyakcMcZHAqZY6raylodUMFTXQ5yPwXpUeHKMz7dmWY9KnTw5p1unyWsWepbaMk1vAbhzjioJRgYBGK5udvqbuNjHeyiUfKg/Ks+5hUEgIPwrbmHJPNZ86EgmrUjNxNrwBKts+plsLu8vtj+9XR6n4x03RoTLd3UcSgdWNeT3+vXmhQvHaR757o4Uk8Ljufzrh5tM1HWrxpry8eWZ+MEZAHtk8V20o3V2zjqWvse16h8WLCOBZIo5Zd6B0wuAwPTk1nWmu6lrbPfzTWU2myQuqxRMTJBIpU4bPqM9OK5LT7O7g05NPllR4VQJhkB6d89j7itHT9Bs4mLhWDNwxyeRW1aVF05RV7tHPOhUqwcL2udvH4jsrOCK384pfXv+jRqBnGR8zE/wAOAO/fFcr4w1G7uEOh6PG7LKwS9u0B2BeP3aHuo7kdenTroQabbxYVY1H1FXFhjUHIH4CsaOMlh6fItX3Lw+WqMbNnlqeD9WnluWS1WFJCBEHcZAByM478VpN4Mvbi5SSSVI9hLfKM5yMY5xXoceOTnntSMMDJ6Vz1MRKpLmZ6EKKpx5UcEngqNJC73ErMRtOAAPX+tJL4WsV+Z0Ln/aJNdlN6gVQuFyCMUlOQpRRyb6TawsCkSrzzhQK9Yk8T2kX7y6u4oYVGfmYDNedXi9VC84NeWyCaeUspeQ+hJNdVC8r3MJvleh6d4y+LEl+Xs9CZxEcKZyOX56Ae5rl9C1rxVa6wkWmTTTTTNhbeRwVJzyrEn9awbDT7yG6tJWh4jkDkbgcgGuqn06G8WN7e0a2ccsfMJH1A6iu+EqcYvmZyT9pKS5T27TNQfxXpT6dLDJbXKxNHNbycNDIOCPwPeq1zqM82nWuiiSOa5h+ecIw+U84DenILc9AK4Xw7qOsafqsd9Jem5k2bXaQfM47ZPcjHWrEVgWvtRugXU6gxNyFYgSZ7H2rFYinTkdLhUqQS0X9bnMeNNeXUYrjT7CQvYWzgPKo/4+pj0x/sgZI9evcVzlpYXS8LbzMDCoJCHGQT/jXqMOnW1sgEcMa+wUCrIiUIBsX1rnxGM9qrWKo4b2Tvc8ph0DUZEkX7LhHkZgWYDg//AKzVmPwxfiFY5GiBC7SRk16RIihcYAqlMowRgVh7Vs0cDz2TwnwRLMzZ9Biu8+F+mR2Mup7M5cxBsnOcbqoXMYyTyBWr4NuRbz3ozjcE/TNb06km7XMXGKO4urNZmCkceo61oWOmxQQgImGY4H+NVrO4ExEjLhVHfvWrHdRI+WYBUUZ+p5/pXQlcV0loWSoF1J2WNQi+2OtZ2sC5uoPNtGzLDh1Xs5/un6+tSwXhnhdoiGeVmP51SS9ngtby3UK93HGxVT/E2Dt/A1omvh7msIu3Mt0eY+IPjLd6Z4g0p9MEht7cn7ZbyDBkzwyH0I7H1r0zxr4yj/4Vx/aWiS75dUi8u0ccFdw5Y+hUZ/Gvlu/R7nUpmvSwn8xmk3DBJzyPzr3uDQQngCw0sYNxbRmbOf8Alox3MB7c4/CvZxuEVCjGUXft59/xOCMJV60tNjz/AFHXfEOreF00O88sZI82YH74XnGOxOBXK/8ACOFWLPKxPTgYrsXHU4P41Rn5ycYr511pyerOuScviOafRbdeWBJ75NV3tIo/uoB68VvzDIIxzWZcrgnihSbMnFHsWuan5UTKhy7cAVlWEe1RkNubk5FUkuhe3hlYSPzwirniuhtJFP8Ay7zL+Arik0tDrimSRRE46/hWhAjBeWYA8CiBIMbjIqjodw6VcgkgIzG6uOnyjJrmm5dDpjbqJDbYHUnFWPLA5PNWLSxurpgsUR+p4Aq+dIMSlp7y3jI/hLiojSqyV0tCpVqcXZsyFiQEEioJlXkKnPvWjIbFCR9ugOOPv/8A1qoyiN2zHPAw/wCulLla6/iNTT6GfKoI9DWfOikHmtOaJgDyrfRga4mJ7vUPGF1pcmrXNpH+88oRoGyyoWC+w4PJ/rW1KjOq7JmVWrGmrtFbxGpaa0AH978OlR2kYwu0YPtWXYXN1qjhrqeWQoARkZxmultLJSBvIXAwATjiuuzhHlbOVtTfMkWLdMAcc1pw57pxTYbPaAEGePXOa0YLbGCVP5VzznY6IK4mxtwwhH41ZSNtoBHPrT1RUA54PrVqNXl4jiZj0wq5rlcm3ZI6UrK5U8gg/L9TxQ8JC5LYzWi1nMvLRkH06VVuYWReh/75NUlPsJyj3MuSMc4OSKpSxkdBWjJn0P48Vzfii6uLXSXmt5Wjk3qAynnGa0ipyaiZScIq4s0anIfp3rz60SNRtA5+nvXS6ufI0KLUbDWtQmBuTbZuIljWchNzPEBztU4U7vUe4GNY2bgDfgfU16EKcqSfMzhnONW3Ki9ZQlWyowD1rbgiTHI4NV7azkYZU4B9q1obcqcdaznJmkEhbSJRIMHAq/GTnAOeadBARzkZ7GriRqOuB9K5ZzOqESEx7ugNNCMDjbz2NXtq8AdTSGJwQApz9KyUzVxM+aJsZK4qlNGcHNaU/DbTnHvVGUkA1qpsylFGVcR8Y21zOtald6LNbyWbhPM3bgRnpj/GtSxlj1Hxg+mX+pXVrbSSbEkjlijWPuSxfjGM8dScCuQ8Rpcpq09ncPc5tppI1W4A3qAcfNjjPAzjiu+jTlG03scFWpF3itzqbL4l6lFb7Wgid/4SCQBUNx411m/Uo0wjVuuwcn8a5K3hAXk8Y5JrVtreNhkOpOOzV0Sn2MYrudl4N8Y3WmXa2V47SwzuFjkY5KsTwD7EmvQ/E6vaWFtrkAJNo+6dR/HCeH/EcN+BrxlLF3iKgkE8hh1B6givV/DGuN4g0uS1ulAkjBgmTtnHUexBzRTlzOx1U77IwPEngaz1fVF1y3ZPLmi82SJR/rHA+U/Q5OfoKveBrt5UfSrmQma0wELH78Z+6fwHB+lJ4WmlgnudAuGO6yO2Et/FET8v5cj8qZqukTaVrcd9bFkfYSCBwQeqn2zzXTUr1OWEpO6jobxjGHvx67mX4mtIYNculiZVTcDgepHNc5JGpJHP1rcvo55pHmkJeVzlun+NZUlvNj/Vnj3FeXJuUm0ZScbmZLH1xVCRBk55qfWWmhtDIm9DuAyBR4h8O6r4f0HSdQvZbhZ70yGSExkCDAQoGOPvMrZx26dQa0p0pyVznnUhF2Op0id8ZwPyrYgvp/NKBgADjgUUV5ltT0ehsmNVG9x5hI/j5xUJ1KeOULFsjx0KLgiiipm2tjSEU73NQSTyWvmPdTtkcrvwD+Vee694z1CxvHgt7ezUKeGaMu3/AI8TRRW1JJq7Im7OyMJvG2vyZP2xVGeiRIB/Koz4110YBukYf7UKH+lFFdPLHsZXYDxvq275ltW+sIH8qzYvEt7beIG1OKOAXCuxHynb8ylTxn0JoorWhFKV0jnxLbianhqMM0oJbAC45PvXZWlnb7gTEpOOp5NFFcuIbU3Y0pJezRqpGkEbNEuwryMVJaSzTyfPNJgEcA4FFFZ0tb3NJaWsbkISOISGNXfJBLZ56Uy58V6lERFB5MKDgbI+n55ooq5ycY3i7BCKk0pK41L2+vkEk99cE+isAP5VBmfcR9ruOPV6KKx3V2bNJaIp3Fxcpn/SZD9cH+lch4uvZ20ZgzBh5iHke9FFOl/EXqKr/DZzGteKZNcgt4pdK023MCLHG9vG6lUGcIAXIA5zwOTzWhbzOOm0cDsKKK9LEbo82hszdtEcqr/aJcn3GP5Vr28rrIyE7gBnLDnrRRXJI6o7E1veyS3LRsqbR6Cuo0bT4Lq7jEwZwTyCetFFOEYuSuhyk1F2Zq63FbaYT9ns4B9Qf8a4q61q4DkCKADPTZ/9eiiqxfuytHQnCe9C8tSsNQeZSXhhJH+zTGk3/wDLNRnPTP8AjRRXFGTvudTirbHB3usnS9Z1CM6fYXsUswYx3kPmAMo4IOQR1ORnB7g1z+qXc+pahJfXchluLh2kkY8ZY+w6fSiivai37NHkNLnY+0hSRgGXNblvFEmQsSce1FFcrbubjrVPtLMrswUNjapwPWu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"info": {"video_id": "162177", "label": "taking flashdisk out of bag", "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": "d3962ca6e575be2a8860a21fbf7c86fe6edd7f8171802f7d4f56d696d9b19a64"} +{"episode": 72995, "episode_seed": 4277463387, "split": "train", "timestamp": "2025-10-13T03:38:57.060019", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4277463387, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a hole into the plastic 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "133679", "label": "poking a hole into the plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "133679", "label": "poking a hole into the plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "133679", "label": "poking a hole into the plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "133679", "label": "poking a hole into the plastic bag", "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": "49171b7ab65cf4aeaee026e6543d7467e1554aa13ac270c1ccea5fc39d85ec7f"} +{"episode": 72996, "episode_seed": 4048407215, "split": "train", "timestamp": "2025-10-13T03:39:01.086306", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4048407215, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cap onto the head'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "123400", "label": "putting a cap onto the head", "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": "123400", "label": "putting a cap onto the head", "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": "9dd42839f83af4a408c3a612c05b610eb30aeb3d7c66fca9e41a7e688304364e"} +{"episode": 72997, "episode_seed": 2933423279, "split": "train", "timestamp": "2025-10-13T03:39:04.054253", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2933423279, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'piling spoon up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "149749", "label": "piling spoon up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "149749", "label": "piling spoon up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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z6cnHpTbNC5PmISwXO3Fa6WcL2u8dcDOOx96uxNz3LTdEjjtbeRGyVtwPzFcJ48hK2Lyjr5W0/ka9F8PXQn8O2EwIJNuqn6gVwHj11l0m4CnBwf8AGvJT989PeLPDZU3RqQcEcc1f8NwiXxDFnkhGJqnOwVTgcDnmr/g/B8ROw5xCx/UV6Z5vQ0PieDHZaQmMBnlb/wBBFcDgeUABzXf/ABUP7nRgT2lz/wCOVwKLgAGlLccdjtPAk4Nvd27dRhl9zXo9nYQ3MRgkI23MLJz64ryXwfciHXEyQI2YKa9atW3SoEBIViQR2rirq0juou8TG1/Sp28D6eWBNxYSFJgOpXpn8q5+PWLkafHYRlwUkUpJux8oJIUjvz0r1P7Ibuxuo5+ki7Dx1z3rziGwSO+kt5VCtGccjqc1vhZ8yaZhiYcrTIby7m1W5+13iosm3qgx+fvWS0ahjhck84zXUtZBGLRk5Axg9T9axLmJUnYegxgj866mcqZiSAebggjjnFUJVCRtljg5rSnTyxkgkkAkVlXrfK6tnI6CoZaPXfCtts060wBxED/47XhSviZiepJ5r3zw7j+z4Bx/qkAA/wB0V4JGu6Rye1EugojypLE1bjQ7FqvhgAoI+Y1qCINDuzgAAUkUImHcKoyzcA11Pg/WZ/DmvxyxtvtpSBNGehHr9Qa5u3jfzQV+XqBW3a6fMQcqOF4Y96bgpKzEpOLuj1Lw7rf9siVZFeORny4cYO7PNbt1pS+U4DbgeqnpXn+l6vdrqNlLczMyoBAS3XHbn2P869Pt3F3GMHgivLrRlSkelRmqkTyDxL4alsy9xaKxi6tGOq+49q4x1zGAQDg96+jrrSkkQkrmvM/FvgoNvnsVCOeqdia6aOJT0kc9Wg1rE4zwph/EYGPuxOc/kP61f+KmFttGVc4/fH/0CqfhqCe08SSJcxNG3lMORjuKsfFCVZItIx2MvH/fFde8Tl6nBA7o8VLDGfM6dOaaigbR+NWLIEuzHvxUoomiG0kHq3AFdt8N9Sm07xdZzRPsFwTbkdiD/wDXArkGiCyFU5I4J9K3fDVu/wDbWnurEeXcR4/76FOavFhF+8j6L02z2+J9SkAwDGgz6nnP9KpX5eykUE/LuO4fUn/Cul0yHfcXE/8AfVf5VmeJrMGGRwPuoD/48K8vfU701flPCPFo83xVflfuNMxH04rl51+focL15rrfEWX1y4Yfd3kdK565tiqHnHU8V6kPgR58/jZkTsVLc5PWvQvAY/4k9uSOSzk/99GvObuKRAHU5G3nn869C8DybNDg77S4P/fX/wBemtyXseSwD5Wx1NWY1LyoueBzUEGd23gc8mtG1AEjOQCTwKSKNMWpS3UkHB5NX7KBWIzww5Ax1NU7ScvIIpMkZxXV6bYQzyw9mx+vvWkVchs2tG0drm0eQgBgPlOKkn0iWzQyfLkDLL3NejaHpEP9lwpkNKy8xjqAc847Djr7VmeINOeNCCoB2cjHerIuW/h1K914ejjmby1jnZBnqRnP/wBapPHunaQLNkLiORz86qecdz9a890/VZrG8t4vMZFSUgqOFbPcj9PxrttUt49W01sjLBc5ryKseWbT6s9Kl70U7nhmpWBt7y4t8q6o5QEdDg8H+RqDwvtt/E7wdCY3A9+Af6Vq6ratbXUiScMSeTWf4b09NU8ZrayahLZtskMTxR7md1QkL6AHByT6e9d6d0mcbVm0WPiXJ5g0pc5AMvX/AIBXFZILHsBWhrt9c3otWuZnk2hiNx6ZxmqtsqPLCJR+7aQbv93PP6U+oLY09J0672JciJwinduxxivbfDcMU1pk8OyKQf8AP4VgnXdHvtTksrBY0tFQLGAODwP/AK9dboFqI9KjlPBCf/qrgr1G90d1CCjqmbkVstwgVOJCdoWuR1rw7N/aksrRhAcEgno3evQNOljs9IkvyoM7nZFnscdf8+lc81sI52meRpHmBDsxyNxxz+lGHlyVE+5OITnBpdDgb9ZLV1jbGVBG71zXO3J2zc4L52mu11+2KykOqkH1HSuYubOJJNwXPQ9e/rXqs85GNeRA5UcdxWHqtvtg84KCwI/rXSz4YkY6ViasStm5Q8kgVmykd94euQ2kWUgJ5hQ/+O4P8q8XiGQ4Hc16RJHBp3hW3vdI1nUJIhcm1BuIRGs5CbneIddqk7Tu9R7gecQ/eIJ4BpN3KSsTwpunUc4ArbeALAgUg45/E1mWxClueWq7ayES4PK5xQhMv2kWCFZTuPQ16DoGkedZSeYhO4cAVzWn2xlaMtESoG3P+FepeFmtrmc6Vax5u7eNZJiBwFfOOfXj9RWqViGzmrvQoxZNtBDbflYnofWuu8G3hvbOIyDEg+Vx6MOD+oq5r2gvbwYIz8vXPGK5fwjO2ma9NZyfKkn71Pr0YfyP41yYynzU+ZdDpwlTlnyvqemSRKUxisy50tZlJIzWvE3m4x061Y8jK9K8e9j0HNLc8y1bwwjy+aIwsighXA5ryX4lW80EmmpMOcyY9/u16zd39zP47vNLuNWvLW1M5SMxyRosfAJJLjGMZ465ryL4lSXv9pRQXk1xJ9nllRRcY3ryBzjjPA6V6NBzVr7M5KrhLVLU4/aeWx1rS0uILtZ8Lj5uaoRgFACTk8mr2TsUg4xgV2o5mXUhZpjtGcc8D866PQIma+hlVQpjdW/I5rH0rzJXChdzA4+ua7bRAulrJfXNuStpG0jIBksACSPqa0jG5k3Y950OVJLY7Tw3zKfUHmq+vqr2sqk4BRlJ9OM/0rN8L3u7S4WaNo2jA+R+CFYAjP4EVq6naTXMEjoV8plzk/TFePLS8ex6Ubcyl3PnzX4Zv7RuAqk/MSPqDWbcxfdx2HfvXWaza7ZC5JyWIY+hFcvcZVyDwMZr06TTgrHFVVpsxriANE8WMFhj6VteB5ymnT2zNkxSkj6MP/rGsPUpmS2Z43wdwwR1rSvvD+reEtK0u/uJriKfVPME0OwgQbdjRqx/vMGJx26dc072ZO6OIiRfOlXsGIq9bKDIAaKKSKZr2MCM8ZOfmkAPNeqeHrSB9IinMY8z7QyZ9gOBRRWsDOR6xonh6ysdQk1aIym5uLaOB9z5UIhJGB26mq3iwbE3rwxQjOKKKlfGN/CeLauoafd91sFsj1Gf8K7/AMNzPcWCNJglkGfxFFFcmO6HVg+pw/j+zhgujJGuGIzXlq6rc6LrR1G02efEzbd67h8ylTx9GNFFVQ/hk1/jM/UDmK1z/d/oKSMYP4UUVqjI07VmjlgZGIOc5Fe4aFezSaGgZh90dqKK5sUtEdOGerN++kdbmKAMfLSCPav1UEn9TTQdybTyDxRRXFHY6kY2sOZYR5mG2rxke9cdOuLcdeTiiivbXwo8h/EzBuyVMm3jnFYOpSs1oMgHJBNFFSykW73xZJ4gMdvNpOmWv2eJI4ntUkUoi9EALlQvJJwOTzXMQoonlXHAc4/OiioKLsCgOp9q2LCJC8PH8ef1ooq0TI9F06BIrS0iUnaZnJJ6/wCeK9q8NWdvBp4mjhjWWQDe4UBmwOMmiirn8JEfiH+IYI5rBt4yQrEflXjV/mDVbGeMkOLoJn2bIIooqJfwmXH+Kj1fR2L26k9cVs4+QfSiivBPQq7niviTUjp/i3WENnaXUclxuKXMW8AqOCOQR16Zwe9ebePp5L6OK9uG33EtwzO/TJIyaKK9Gn0OTucvGoKLx2NaFqoOwEZwaKK7EZs7HwxZwyzq7A5WVWGD3xXp3gyBJdSMj5YvMwOen3v/AK9FFbR2MZbndatbxpqtqyrjz0ZZAOhCjj+dakgH9lkY48v+lFFeVP45+h3/AGInhHiWRlnnQfdL5/E1x16f3n4CiiurDfwkY4j+IzA1MZtmPffn9ap6j4m1e/0+2027vZpre1leaPzJGYlmx1JPONvHpk+tFFaMhH//2Q==", 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", 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", "info": {"video_id": "149749", "label": "piling spoon up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a98fc529ad4e7dbaae1b9154f1a0dc01497073c5053306a80b9c55971143a239"} +{"episode": 72998, "episode_seed": 4197826964, "split": "train", "timestamp": "2025-10-13T03:39:05.231990", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4197826964, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing a lamp holder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "116455", "label": "closing a lamp holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "116455", "label": "closing a lamp holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "116455", "label": "closing a lamp holder", "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": "b7d5950e6023a21e9474858e2a42b06f69f380fbff2a83ca962fa41218449f97"} +{"episode": 72999, "episode_seed": 1926767231, "split": "train", "timestamp": "2025-10-13T03:39:05.650330", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 771, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1926767231, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting card underneath dice'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "169840", "label": "putting card underneath dice", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "169840", "label": "putting card underneath dice", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "169840", "label": "putting card underneath dice", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "169840", "label": "putting card underneath dice", "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": "4bfd3e55849908b3a0f5f2db49f77c9e75759ba842b070f0a318de54517a9642"}